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</head>
<body>
<div><a id="top"></a></div>
<div id="main_container">
    <div id="header">
        <table>
            <tr>
                <td class="right_left_header_bar">
                    <div id="logo"><span></span></div>
                </td>
                <td id="header_name">Фінансова звітність за МСФЗ<br />за рік, що закінчився 31 грудня 2025 року</td>
                <td class="right_left_header_bar"></td>
            </tr>
        </table>
    </div>    
    <div id="info_block">
        <div class="info_company">Суб'єкт господарювання: <span class="edrpou_and_firm_name">ДЕРЖАВНЕ ПІДПРИЄМСТВО &quot;ГАРАНТОВАНИЙ ПОКУПЕЦЬ&quot;</span></div>
        <div class="info_company">Ідентифікатор суб'єкта господарювання <span class="edrpou_and_firm_name">43068454</span></div>
    </div>
    <div id="head_panel">
        <div class="menu_stnd">Стандарт</div>
        <div class="menu_code" style="font-weight:normal;">Код</div>
        <div class="menu_rep_name">Фінансові звіти та примітки</div>
    </div>
<div class="menu_cnt">
        <div class="menu_stnd">IAS1</div>
        <div class="menu_code"><a href="#r101000">101000</a></div>
        <div class="menu_rep_name"><a href="#r101000">Звіт про управління</a></div>
    </div>
<div class="menu_cnt">
        <div class="menu_stnd">ISA700</div>
        <div class="menu_code"><a href="#r104020">104000-2</a></div>
        <div class="menu_rep_name"><a href="#r104020">Звіт незалежного аудитора</a></div>
    </div>
<div class="menu_cnt">
        <div class="menu_stnd">IAS1</div>
        <div class="menu_code"><a href="#r110000">110000</a></div>
        <div class="menu_rep_name"><a href="#r110000">Загальна інформація про фінансову звітність</a></div>
    </div>
<div class="menu_cnt">
        <div class="menu_stnd">IAS1</div>
        <div class="menu_code"><a href="#r210000">210000</a></div>
        <div class="menu_rep_name"><a href="#r210000">Звіт про фінансовий стан, поточні/непоточні</a></div>
    </div>
<div class="menu_cnt">
        <div class="menu_stnd">IAS1</div>
        <div class="menu_code"><a href="#r310000">310000</a></div>
        <div class="menu_rep_name"><a href="#r310000">Звіт про сукупний дохід, прибуток або збиток, за функцією витрат</a></div>
    </div>
<div class="menu_cnt">
        <div class="menu_stnd">IAS1</div>
        <div class="menu_code"><a href="#r410000">410000</a></div>
        <div class="menu_rep_name"><a href="#r410000">Звіт про сукупний дохід, компоненти іншого сукупного доходу, відображені після оподаткування</a></div>
    </div>
<div class="menu_cnt">
        <div class="menu_stnd">IAS7</div>
        <div class="menu_code"><a href="#r510000">510000</a></div>
        <div class="menu_rep_name"><a href="#r510000">Звіт про рух грошових коштів, прямий метод</a></div>
    </div>
<div class="menu_cnt">
        <div class="menu_stnd">IAS1</div>
        <div class="menu_code"><a href="#r610000">610000</a></div>
        <div class="menu_rep_name"><a href="#r610000">Звіт про зміни у власному капіталі</a></div>
    </div>
<div class="menu_cnt">
        <div class="menu_stnd">IAS1</div>
        <div class="menu_code"><a href="#r800100">800100</a></div>
        <div class="menu_rep_name"><a href="#r800100">Примітки - Підкласифікації активів, зобов'язань та власного капіталу</a></div>
    </div>
<div class="menu_cnt">
        <div class="menu_stnd">IAS1</div>
        <div class="menu_code"><a href="#r800200">800200</a></div>
        <div class="menu_rep_name"><a href="#r800200">Примітки - Аналіз доходів та витрат</a></div>
    </div>
<div class="menu_cnt">
        <div class="menu_stnd">IAS1</div>
        <div class="menu_code"><a href="#r800500">800500</a></div>
        <div class="menu_rep_name"><a href="#r800500">Примітки - Перелік приміток</a></div>
    </div>
<div class="menu_cnt">
        <div class="menu_stnd">IAS1</div>
        <div class="menu_code"><a href="#r800610">800610</a></div>
        <div class="menu_rep_name"><a href="#r800610">Примітки - Перелік суттєвої інформації про облікову політику</a></div>
    </div>
<div class="menu_cnt">
        <div class="menu_stnd">IAS1</div>
        <div class="menu_code"><a href="#r810000">810000</a></div>
        <div class="menu_rep_name"><a href="#r810000">Примітки - Корпоративна інформація та Звіт про відповідність вимогам МСФЗ</a></div>
    </div>
<div class="menu_cnt">
        <div class="menu_stnd">IAS10</div>
        <div class="menu_code"><a href="#r815000">815000</a></div>
        <div class="menu_rep_name"><a href="#r815000">Примітки - Події після звітного періоду</a></div>
    </div>
<div class="menu_cnt">
        <div class="menu_stnd">IAS24</div>
        <div class="menu_code"><a href="#r818000">818000</a></div>
        <div class="menu_rep_name"><a href="#r818000">Примітки - Пов'язана сторона</a></div>
    </div>
<div class="menu_cnt">
        <div class="menu_stnd">IAS16</div>
        <div class="menu_code"><a href="#r822100">822100</a></div>
        <div class="menu_rep_name"><a href="#r822100">Примітки - Основні засоби</a></div>
    </div>
<div class="menu_cnt">
        <div class="menu_stnd">IAS38</div>
        <div class="menu_code"><a href="#r823180">823180</a></div>
        <div class="menu_rep_name"><a href="#r823180">Примітки - Нематеріальні активи</a></div>
    </div>
<div class="menu_cnt">
        <div class="menu_stnd">IAS2</div>
        <div class="menu_code"><a href="#r826380">826380</a></div>
        <div class="menu_rep_name"><a href="#r826380">Примітки - Запаси</a></div>
    </div>
<div class="menu_cnt">
        <div class="menu_stnd">IAS37</div>
        <div class="menu_code"><a href="#r827570">827570</a></div>
        <div class="menu_rep_name"><a href="#r827570">Примітки - Інші забезпечення, умовні зобов'язання та умовні активи</a></div>
    </div>
<div class="menu_cnt">
        <div class="menu_stnd">IFRS16</div>
        <div class="menu_code"><a href="#r832610">832610</a></div>
        <div class="menu_rep_name"><a href="#r832610">Примітки - Оренда</a></div>
    </div>
<div class="menu_cnt">
        <div class="menu_stnd">IAS12</div>
        <div class="menu_code"><a href="#r835110">835110</a></div>
        <div class="menu_rep_name"><a href="#r835110">Примітки - Податки на прибуток</a></div>
    </div>
</div>
<div id="arrow_border"><a href="#top">&#8593;</a></div>
<div class="rep_cnt">
    <div class="rep_name_pnl">
        <a id="r101000"><span class="rep_name">[101000] Звіт про управління</span></a>
    </div>
    <div class="report_table">     
        <table>
            <tr>
                <td class="pad0 txt_cnt"><p><ix:nonNumeric name="ua_full_ifrs_core:NameOfReportingEntity" contextRef="ctxt_1" escape="false">ДЕРЖАВНЕ ПІДПРИЄМСТВО &quot;ГАРАНТОВАНИЙ ПОКУПЕЦЬ&quot;</ix:nonNumeric></p></td>
            </tr>
            <tr>
                <td  class="pad0 txt_cnt">за 2025 рік</td>
            </tr>
        </table>
    </div>
    <div class="report_table">  
        <table>
            <tr>
                <td class="td_lft b">Дата звіту про управління</td>
                <td class="td_lft"><p><ix:nonNumeric name="ua_full_ifrs_core:DateOfManagementReport" contextRef="ctxt_1" escape="false">2025-12-31</ix:nonNumeric></p></td>
            </tr>        
            <tr>
                <td colspan="2" class="pad1"><p><ix:nonNumeric name="ua_full_ifrs_core:DisclosureOfManagementReportTextBlock" contextRef="ctxt_1" escape="false"><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;">Цей Звіт про управління складено відповідно до вимог ст. 11 Закону України "Про бухгалтерський облік та фінансову звітність в Україні" від 16.07.1999 No 996-XIV.</span></p></ix:nonNumeric></p></td>
            </tr>        
        </table>
    </div>
    <div class="report_table">  
        <table>
            <tr>
                <td class="pad0 b">1. Інформація про діяльність та організаційну структуру</td>
            </tr>
            <tr>
                <td class="pad1 b i">Інформація про основну діяльність</td>
            </tr>
            <tr>
                <td class="pad1"><p><ix:nonNumeric name="ua_full_ifrs_core:DisclosureOfPrimaryActivitiesTextBlock" contextRef="ctxt_1" escape="false"><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Організаційна структура та опис діяльності підприємства</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">&#160;</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Державне підприємство "Гарантований покупець" (далі - ДП "Гарантований покупець" або Підприємство) засновано на державній власності з метою забезпечення загальносуспільних інтересів в електроенергетичній галузі України, необхідних для задоволення інтересів громадян, суспільства і держави та виконання гарантій держави щодо купівлі всієї електричної енергії, виробленої на об'єктах електроенергетики, що використовують альтернативні джерела енергії (а з використанням гідроенергії - виробленої лише мікро-, міні- та малими гідроелектростанціями), за встановленим "зеленим" тарифом, придбання послуги за механізмом ринкової премії, що надається суб'єктами господарювання, яким встановлено "зелений" тариф, щодо об'єктів електроенергетики або черг їх будівництва (пускових комплексів), які не перебувають у балансуючій групі гарантованого покупця, та суб'єктами господарювання, які за результатами аукціону набули право на підтримку, відповідно до законодавства.</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">&#160;</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Підприємство утворено 20 червня 2019 року на базі філії "Гарантований покупець" державного підприємства "Енергоринок" відповідно до постанови Кабінету Міністрів України від 17 квітня 2019 року № 324 "Про утворення державних підприємств "Гарантований покупець" та "Оператор ринку" та є державним комерційним підприємством, функції з управління яким виконує Кабінет Міністрів України.</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#FFFFFF;font-size:11pt;font-weight:bold;">&#160;</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#FFFFFF;font-size:11pt;font-weight:bold;">Д</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#FFFFFF;font-size:11pt;font-weight:bold;">Д</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#FFFFFF;font-size:11pt;font-weight:bold;">д</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#FFFFFF;font-weight:bold;">д</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#FFFFFF;font-weight:bold;">д</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#FFFFFF;font-weight:bold;">ддддд</span></p></ix:nonNumeric></p></td>
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                <td class="pad1 b i">Мета, цілі та стратегії досягнення цих цілей</td>
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                <td class="pad1"><p><ix:nonNumeric name="ua_full_ifrs_core:DisclosureOfObjectiveGoalsAndStrategiesForAchievingTheseGoalsTextBlock" contextRef="ctxt_1" escape="false"><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Діяльність підприємства унормована і регламентується:</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">&#160;</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;font-style:italic;">Законом України "Про ринок електричної енергії"</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;font-style:italic;">&#160;</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;font-style:italic;">Законом України "Про альтернативні джерела енергії"</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;font-style:italic;">&#160;</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;font-style:italic;">Постановою НКРЕКП від 26.04.2019 №641 (зі змінами) "Про затвердження нормативно-правових актів, що регулюють діяльність гарантованого покупця та купівлі електричної енергії за "зеленим" тарифом та за аукціонною ціною" (далі - Постанова 641)</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;font-style:italic;">&#160;</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;font-style:italic;">Правилами ринку, затвердженими постановою НКРЕКП від 14.03.2018 №307 (зі змінами)</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;font-style:italic;">&#160;</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;font-style:italic;">Правилами ринку "на добу наперед" та внутрішньодобового ринку, затвердженими постановою НКРЕКП від 14.03.2018 №308 (зі змінами)</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;font-style:italic;">&#160;</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;font-style:italic;">Положенням про покладення спеціальних обов'язків на учасників ринку електричної енергії для забезпечення загальносуспільних інтересів у процесі функціонування ринку електричної енергії, затвердженого постановою Кабінету Міністрів України від 05.06.2019 №483 (зі змінами) (далі - Положення ПСО)</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;font-style:italic;">&#160;</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;font-style:italic;">Положенням про покладення спеціальних обов'язків на учасників ринку електричної енергії, що здійснюють операції з експорту електричної енергії, для забезпечення загальносуспільних інтересів у процесі функціонування ринку електричної енергії протягом дії воєнного стану, затвердженого постановою Кабінету Міністрів України від 07.07.2022 №775 (далі - Постанова 775)</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;font-style:italic;">&#160;</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;font-style:italic;">Іншими нормативно-правовими актами законодавства, відповідно до яких регулюється діяльність ринку електричної енергії.</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">&#160;</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Також для створення підтримки постачальників універсальних послуг, для можливості покриття ними обсягів, необхідних для потреб населення, в період особливого періоду Міністерством енергетики України (далі - Міненерго) було розроблено наказ від 21.03.2022 № 132 "Про забезпечення купівлі - продажу електричної енергії постачальниками універсальних послуг в особливий період" (далі - Наказ 132).</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">&#160;</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Відповідно до вимог Постанови Кабінету Міністрів України від 12.03.2024 №282 "Деякі питання здійснення гарантованим покупцем експорту електричної енергії", Підприємство отримало можливість здійснювати експорт електричної енергії, яка вироблена з відновлювальних джерел енергії.</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">&#160;</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">ДП "Гарантований покупець" провадить свою діяльність відповідно до ліцензії, виданої постановою Національної комісії, що здійснює державне регулювання у сферах енергетики та комунальних послуг від 25 червня 2019 року № 1217 "Про видачу ліцензії зі здійснення функцій гарантованого покупця ДП "ГАРАНТОВАНИЙ ПОКУПЕЦЬ", Ліцензійних умов провадження господарської діяльності зі здійснення функцій гарантованого покупця, затверджених постановою Національної комісії, що здійснює державне регулювання у сферах енергетики та комунальних послуг від 27 грудня 2017 року № 1471, є юридичною особою та підпорядковане Кабінету Міністрів України, має самостійний баланс, рахунки в установах банку, печатку зі своїм найменуванням.</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">&#160;</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Місією державного підприємства "Гарантований покупець" є забезпечення загальносуспільних інтересів на ринку електричної енергії, яке передбачає стимулювання розвитку галузі альтернативної енергетики України та забезпечення доступності електричної енергії для задоволення потреб населення.</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">ДП "Гарантований покупець" не належить до суб'єктів господарської діяльності, у власності та користуванні яких є об'єкти підвищеної небезпеки (відповідно до вимог Закону України "Про об'єкти підвищеної небезпеки").</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">ДП "Гарантований покупець" не належить до містоутворюючих підприємств.</span></p></ix:nonNumeric></p></td>
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                <td class="pad1 b i">Організаційна структура та керівництво</td>
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                <td class="pad1"><p><ix:nonNumeric name="ua_full_ifrs_core:DisclosureOfOrganizationalStructureAndManagementTextBlock" contextRef="ctxt_1" escape="false"><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;">Організаційна структура ДП "Гарантований покупець" покликана забезпечити виконання всіх завдань та функцій, покладених на Підприємство та має наступний вигляд:</span></p><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span><img 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" alt="" style="border-width:0px;" /></span></p></ix:nonNumeric></p></td>
            </tr>            
        </table>
    </div>
    <div class="report_table">  
        <table>
            <tr>
                <td class="pad0 b">2. Вплив економічної ситуації на фінансовий стан та результати діяльності</td>
            </tr>
            <tr>
                <td class="pad0"><p><ix:nonNumeric name="ua_full_ifrs_core:DisclosureOfTheImpactOfTheEconomicSituationOnFinancialPositionAndPerformanceTextBlock" contextRef="ctxt_1" escape="false"><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;font-weight:bold;">РЕЗУЛЬТАТИ ДІЯЛЬНОСТІ</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">&#160;</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">ДП "Гарантований покупець" (далі - Підприємство) попри війну продовжує виконувати покладені на Підприємство спеціальні обов'язки та адаптувалось до роботи в надзвичайних умовах.</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">&#160;</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Через падіння обсягів виробництва електроенергії в літній (починаючи з липня 2025) та осінній періоди - пов'язане, зокрема, із застосуванням відключень електричної енергії, на ринку електричної енергії виник дефіцит. Через це гарантований покупець зміг продати електричну енергію за цінами, які значно перевищують ціни реалізації у попередньому році.</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">&#160;</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Окрім цього, залишилась проблема з прогнозуванням, яка пов'язана з відхиленням фактичного відпуску виробників за "зеленим" тарифом (далі - ВАД) через військову агресію рф. Решта ВАД також не могли точно прогнозувати в умовах екстрених або аварійних відключень під час масованих ракетних обстрілів.</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">&#160;</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Обсяг відпуску "зеленої" електричної енергії в 2025 році зменшився на 10% у порівнянні з 2024 роком. Це пов'язано, зокрема, через використання виробниками з відновлювальних джерел механізму ринкової премії, а також руйнування виробничих потужностей через обстріли.</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#102226;font-size:11pt;">&#160;</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">ДП "Гарантований покупець" провело 81 електронний аукціон (в т. ч. 1 з метою експорту) на площадці ТОВ "Українська енергетична біржа", за результатами яких було укладено двосторонні договори з періодом купівлі-продажу у 2024 році, загальний обсяг продажу склав 4 491 605 МВт?год.</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">&#160;</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">При цьому з періодом купівлі-продажу 2025 рік Підприємство провело 97 електронних аукціонів (у т. ч. 11 з метою експорту), загальний обсяг продажу склав 3 894 005 МВт?год.</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">&#160;</span></p><table border="0" cellspacing="0" cellpadding="0" style="border-collapse:collapse;"><tr style="height:43.5pt;"><td style="width:168pt;padding:9pt 9pt 9pt 9pt;background-color:#205CA5;border-top:1.5pt #F4F1ED solid;border-right:1.5pt #F4F1ED solid;border-bottom:1.5pt #F4F1ED solid;border-left:1.5pt #F4F1ED solid;"><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 0pt 0pt;background-color:#205CA5;"><span style="color:#000000;background-color:#205CA5;font-size:11pt;">&#160;</span></p></td><td style="width:178pt;padding:9pt 9pt 9pt 9pt;background-color:#205CA5;border-top:1.5pt #F4F1ED solid;border-right:1.5pt #F4F1ED solid;border-bottom:1.5pt #F4F1ED solid;border-left:1.5pt #F4F1ED solid;"><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 0pt 0pt;background-color:#205CA5;"><span style="color:#FFFFFF;background-color:#205CA5;font-size:11pt;font-weight:bold;">2024</span></p></td><td style="width:166pt;padding:9pt 9pt 9pt 9pt;background-color:#205CA5;border-top:1.5pt #F4F1ED solid;border-right:1.5pt #F4F1ED solid;border-bottom:1.5pt #F4F1ED solid;border-left:1.5pt #F4F1ED solid;"><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 0pt 0pt;background-color:#205CA5;"><span style="color:#FFFFFF;background-color:#205CA5;font-size:11pt;font-weight:bold;">2025</span></p></td></tr><tr style="height:58.5pt;"><td style="width:168pt;padding:9pt 9pt 9pt 9pt;background-color:#F9CF46;border-top:1.5pt #F4F1ED solid;border-right:1.5pt #F4F1ED solid;border-bottom:1.5pt #F4F1ED solid;border-left:1.5pt #F4F1ED solid;"><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 0pt 0pt;background-color:#F9CF46;"><span style="color:#000000;background-color:#F9CF46;font-size:11pt;font-weight:bold;">ВЕСЬ РІК</span></p></td><td style="width:178pt;padding:9pt 9pt 9pt 9pt;background-color:#00B76C;border-top:1.5pt #F4F1ED solid;border-right:1.5pt #F4F1ED solid;border-bottom:1.5pt #F4F1ED solid;border-left:1.5pt #F4F1ED solid;"><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 8pt 0pt;line-height:1.07;background-color:#00B76C;"><span style="color:#000000;background-color:#00B76C;font-size:11pt;font-weight:bold;">4 491 605 МВ?год</span></p></td><td style="width:166pt;padding:9pt 9pt 9pt 9pt;background-color:#00B76C;border-top:1.5pt #F4F1ED solid;border-right:1.5pt #F4F1ED solid;border-bottom:1.5pt #F4F1ED solid;border-left:1.5pt #F4F1ED solid;"><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 0pt 0pt;background-color:#00B76C;"><span style="color:#000000;background-color:#00B76C;font-size:11pt;font-weight:bold;">3 894 005 МВ?год</span></p></td></tr></table><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;">&#160;</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-weight:bold;">Продаж електричної енергії, виробленої з альтернативних джерел,</span> <span style="color:#000000;font-weight:bold;text-decoration: underline;">за двосторонніми договорами</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;">&#160;</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">У 2025 році ДП "Гарантований покупець" було фактично реалізовано 3 753 тис. МВт·год за двосторонніми договорами, які були укладені за результатами електронних аукціонів з продажу електричної енергії, загальна вартість проданої електричної енергії склала 9 898 млн грн (без ПДВ). Середньозважена ціна продажу електричної енергії ВАД за двосторонніми договорами склала 2 637 грн/МВт·год.</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:14pt;">&#160;</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-weight:bold;"><img 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" alt="" style="border-width:0px;" /></span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;font-weight:bold;">Продаж електричної енергії</span> <span style="color:#000000;font-size:11pt;font-weight:bold;text-decoration: underline;">на організованих сегментах ринку</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;">&#160;</span></p><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">За 2025 рік Підприємство здійснило продаж електричної енергії, виробленої з альтернативних джерел, на організованих сегментах ринку обсягом понад 2 185 тис. МВт·год та вартістю близько 8 966 млн грн (без ПДВ).</span></p><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">&#160;</span></p><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Середньозважена ціна продажу електричної енергії ВАД на організованих сегментах ринку склала 4 104 грн/МВт·год.</span></p><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">&#160;</span></p><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span><img 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" alt="" style="border-width:0px;" /></span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;">&#160;</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;">&#160;</span></p><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;font-weight:bold;">Купівля електричної енергії, виробленої з альтернативних джерел,</span> <span style="color:#000000;font-size:11pt;font-weight:bold;text-decoration: underline;">на організованих сегментах ринку</span></p><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;">&#160;</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">За 2025 рік Підприємство здійснило купівлю електричної енергії, з метою коригування прогнозів ВАД, на внутрішньодобовому ринку обсягом близько 52 тис. МВт·год та вартістю понад 235 млн грн (без ПДВ).</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">&#160;</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Середньозважена ціна купівлі електричної енергії ВАД склала 4 563 грн/МВт·год.</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">&#160;</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">&#160;</span><span><img 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" alt="" style="border-width:0px;" /></span></p><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;font-weight:bold;">Продаж електричної енергії</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;font-weight:bold;text-decoration: underline;">на виконання Наказу 132 Міністерства енергетики України</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;font-weight:bold;">&#160;</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">З метою забезпечення населення доступною електричною енергією та для зменшення фінансового навантаження на постачальників універсальних послуг (далі - ПУП) на період дії військового стану Міністерством енергетики України видано Наказ 132, за яким гарантований покупець здійснює купівлю обсягів електричної енергії у АТ "НАЕК "Енергоатом" та ПрАТ "Укргідроенерго" з подальшим продажем їх ПУП.</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">&#160;</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Даний наказ надав можливість ПУП отримувати електричну енергію для забезпечення потреб побутових споживачів за ціною, що склалася на ринку "на добу наперед" без передплати, з терміном оплати до 10 числа місяця, наступного за розрахунковим.</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:14pt;">&#160;</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span><img 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6Od5V9BVcfOVT83/C3n85GToqKifNSZUCi0xWKxDFb2dzgcFZiPEQgE9uTk5BwElxwIisrKyq9Ki0odSrmK0lIj/5D7/UwYOPDPmt/aHIlE5qnzzGbzseigBAKBz/KzslonSdsKCg4Lh8MQt1wkSJJ0FY6LOq2UkfPPkt9R3tZBFI2oHoF3bPkxxxzT2ukpLy8fWlVVtSccDi9Q7x+JRGZEIpEt6nOCCEQnFRZ0pZwkSSvQlqj37Qh03iORSJ02PxKJLEdS/saxJUn6RhHUDputAkYC2Sr6Jd4f5ON9wnulWL29Xu+HkiR9Z7FYYJE/QBHCgUDgi9zcXF5HAdwgwuHwtnA4/EUwGOTvHu6R3Ln9Ci6BFRUVrW13aWnp6fLvoK39SjsSoFBWVpaF5+Dz+aao830+XwL1xm638+cgSdKrkiR9P3bs2D+py0UikXsg6JTjh8Phf8u/exf+VgQ1Ru2UfWD1LXE4imKx2N5wOIx3rF9FefntqPMej+f6v//9762i3el0noX31+12c8MBwCgM8vx+/5KhQ4f+C3lod8Lh8FJcS0lJCT9nr9c7C3WporzibGXf4uLi/0hh6TO8I6irgiBkyZ3rdaeccsq/lXIdfQeAPCL0OZ6BUr9gtccIFSz4SjlJkhZKkqS0850SiUQ2SpI0v4P8pCRJ65W/JUl6Dt8DZaTDZrM58OzlDu1epZ0G7gr3ixDVbrf7Yrwz6PihjS62FdNEaGL/Bi8QrIcYWtdu01JVVTUKL5IUbXEviEajm/AS6vX61oZZwe12v4BGCVbvMkeZhTdaFe4XteXKSsouLi4uvgr/h9hBo2cX7G3cRTDRDvkdCOoz1OXkslxQKy4Q5eXlLvwNqy8+epFI5E7tPmp+jKBWNzJDhw49xeN2z0M+PsbwJ3W73YPRoVDvCzEVjUY3QvgqedFoNAzR5fV6X1OX7dev3/8LBYNfBoPBbTiekgkxKIuac9oWbyuoi2xF+RALHo+n3Qe7rLjstPLy8hsgdpQ8XI8sqG9qW5oftyYaje6SJKkAYgqptLT0RG05LYqgjkQiHnV+OBy+TSuoYT0OBoIQqm1EpsvlSuBDhk6Lq9wVRF2oqKi4V10GlJWVXYX7CPcDOet3HrdnTzAYnKiUwdCmVlAPHjz4YK/XizrMhYQChDnEAtx51Pkup/M2RBpwOBzV6DzhfFAnzWazG++H2ofZarUacE8h1hWLDkYGcJ7lpeXcetYZPp/vw3A4jIgz7fzDfT7fTNRnnU7HP/hwlZI/3Gfib9yrqsoq/P2Wdl90fmOx2B6/RuSoUQlq7o6hyj9LLag9LtetuJbS0tI25YDL5XoG96a8vLywqKjIgHfW5XJp6zjE2YUlJSXXCBo/eFlQz1XnwWrvcDiytP7tuA/RaHQOrHn4OxKOXI16JwhCUF0uGo2OVgvq/vn5f8V7qn6/AFxHotHoFgh6db4iqNV5cMPQCupIJLI0EomsU94VJIgt9X4AglqSpGna/M4EteLyEQgEIIi+CgaD0zBqoBXUsVjswpNPPvmYUSNHou61WkEHDhz4e9w/TChX8oDBYDhSkiTUKS7mkId7hGP5vd6XYrHYd263u9WVzO12T4VQ9/l88/DediaoUecDfv8KCHLFCgxxGo1G9/p8PlhO+YiXIqjPPPPMNu1lTwV1OByuVfY55JBD/iKYTFJlZeWeQCDAn5/f70+h06c6dCsYVQwGg18qbWEkEpkEQ09xcXFrhx2UlJSMHXvqWOZxua4ZOHDg36PRKDrFq9RleDlHieT3+6+DseKoo476I+oXRoLVZTr6DgBFUKvzXn/9dVxjG0EdiURgKEir65fdbm8XSlAW1G06hXJ+Y0eCWhkh8Pl8syGkA/4A3K2a1d86dFhCoVA6Fovtwgga3vGykrJxynaC2G8JFAX+LknS13AjMGQb2lhztMDHmluoAy0W6kgkst3j8aCR+oO2bEVFRQQftFAoVBEIBMrx0mG4SFtOTXl5eTEXwyFpU1lZ2W0ej6coEonAR+06fMS1glr7sQeKoI7FYuejsQ4FQ8vQYSgqKrJGo1E0/Lwh7oyeCGr4UcquEQhRl4ZlB24SOMfS0tL31BEW4NcKa6zX55spSdIaNFryvrNUx5O4Zd7pbuPzB/xe73R8aNTxvOGugN+KRCLntS3dVlCHQqFC2fpyhbZcR8CvWBbU7Xw6MZyN88bv4t7jX1iDvV7v5OLiH/zGtSiCWuvTDj9FraCGNcTn832gLgcQzlG2GBWEQqEx+H9paalTWw6iTe5M3aHkBQPBL1wuV+tQqSRJF2kFtQxcmvyoH16vdz7uIa5PPt6b6oL4UFZWVs7AEKfP53tw+PDh38PPORQMrauqqlpQWFjY+vFBXfB6vetxLIPBwN0P/H5/EteKUQxVuXaEw+F1lZWVX8vCMq1KcAfYg2cVCAS4z6vb7T4fwsNkMnHRgnuF34hGox9r9sVHeDOeJfyctb+poBLUbTpt+FstqKWQ9CSeo2KRV1NeXi7JI0u+UChULLcB7ep4ZygWam0+KCsqsgb9wTt9Pl9tOBxeDUupXHfXYXtFRQXvtLjdbohcxTr/R6/Xe6dcd9uMxrlcLhd/T73e2bD8Yb6B/J626XR0JKhlVxWthXqu9n1BG+F2u9+Cm4mq3GpMBtc+o6qqqm+j0WirZVEW1Hwkr6ioKCx3VG4Ph8PX4rmrBXUsFvs+HAy+4/P5ILbTancGhZKSEsHv99/p9/vjmvv3kVpQo/77/f4L/H7/mkAgAFe4A9GZkcLhbxBRBj7QspW8M0GNju5N+G6Ul7d0IJ1lzgvkTljrewpBJ/9+k/o+RKPRL6PRKN6BTgV1JBLZgA6isk8wGNwju4Awo9HI5yggHCoEIAxH2ncJHRK8n8p8DvkZf66dYIi1FuTfvreiouIwjBKpOytd4Xa7y1C/fF7fjM6+A0AR1GrXunPOOecPWkEdDoenaesXjulxe95T+/3DTaqysvIbbf2S81qt44qgxv8xuoT3tqKi4r5wOHyZup1WKBQLizHPhVvoKypgsPlRroAE8asEPedAIMB9qDH8qd2uxuv1zpEbcj5UjF69JEmt1j81Xq+3fMxo7utWHo1GS2VRxSfFdIXL5boDwlfx+8ULi3OT/Wt/jKCutlqtI9GQl5aW3h0IBP6obog7oyeCGgIf54RhN1jQkOAri+MHAoE1sMDAEgTLMEIRyhYxfJi+9fv8mGSyU/2xhKCWOx/Wtr/Etz2DD4Pat7CngjoajVpx3GAw2OpG0hVdCWr4cMZisd3y5JXzKioqHg0Ggotkf8GJnflW/xhBzS1RUamd5RnWbRxDtsSMwrX7/f52IRmHDx/+L5x/LBa7DX87zI5jq6qq9kIQKGU6EtQY7vZ5fY2o28qHye/3f+X3+yfBCoVJOUpZBafT+RTqAN4BWOhCgQD3a4fPqNbCXlZWdpfsj3vmsGHDjqkeXo2OCD6kXUbEiUajmHS5KxwOwwrI65kqTcfHNxgMQkgd6PP4FgQCgY3Kb+NeyZY9WMG0+86VJ5zeo/1NhZ4K6lgs9jjuV3V1dZvJeyAQCOSj7uP5SZLk6KyOd0Yngvo3LqfrZRwXx4vFuEsCntd0KRyGGMNI2wG5ubn/xvsmd8QafD7fWxCEyjC2Iqi5D7XbPVN59vw99flgPcWIFp7tDPWP91RQ4z2MxWKwcJ+HVF5e/nwoFFp12ml8JKpVhEG8V1ZWYi5Gm+dTVVUFI0er+w6OjREiiFmfz7ctGo3uPu644/4ZjUZv0QrqSCTyDSbHoT563J7WzqTMgU6n84XRo0a1+j/j/gV8AXQQIbaa1IIa9zkUCsVcLtdDaFcRCtXn8xmxr8vlOi8qSVepLcgdYcgz8LoYCAQg4A70uD1Lq6qqvhEEobUTJknS87IIXqC+DxglwLV2JahRx2Ox2OfKPuFwuCEQCPBvCCZkoj7Ix9nR0bsUi8WmRSKR95Q2Fp2hjkZsUcejsSjO8R5E6hg5is/F4COhnYEJzR63ewruV3ffAdBTQY33Qp5rwOuX0+l8JhQKrUD98nl8zymdSEmSPqysrNzVwTXj293qkiQL6m8R6Qa+5ujknXDCCf+KxWJXdySodTpdf7gH4brKysrazFshiP0ar9fbbZSPwsJCRNZAI4/ZyWjcDvD5fE1+v/+Ljnqn5eXl9/Nh7fJyl8fjcWKorKysDDPF2yBVVBzmc/sq8vLyWv0XS0tLX0Pj4/V6F4bD4bGSJD2KxrynghoNqc/nuz4QCGDixSfw3xw5ciRmv+8rQc1dPiRJah02RXglp9N5M645EAic5nQ6o/hIB4PBeFlZWbnb7f73oEGDUP73wWDws2g02vqxhMsHypaUlPCIGmq8Xu/GYDD4jdo1o6eC2lvh5SLG6XS2mw3udrv/5vf7nQUFBa3D0F0J6s58qIPBIH4Pk886nOX/YwQ1PjYul2upuhxwOV0P4xiFJYU6v8dzKu5xSUlJO3efkpIS7g4CKyTfz+WSICowW18p05GgdsluC8FA8HW4J+BZIcTVn//8539gaDoajWLUoZXy8vK7Zb/oS7xer2306NHNiNbhdDpPH9vijtImykqhxYJ3pxmLI5WWlt7QMhrRvaU2FAqlMElXm68FLivwK/a4PK3PuaKigk8qrHA6W31Dfww9FdR+n/8JvItFRUWtftEKZWVll+E+eTwen9frLeFDw2VlHdXxf6IuDhs2TBuRo52gLisrc8sir760tNSPZ6Xs5/V4YPnbBr9T/G23252BQGAl6pU8mgJ3huWod4qgdrlcl+CZYSJiaWlpKY7Xv39/WCr/CMEQjUZnqn8/Go1CfHUrqOFDrfWPhfEiHA5jkmrrpGd5Ial2rjewLOIYyt84Nn4XVl7cR4/Hw92aIpHIg1pBjesLh8NXV1RUOLmlsbwCE+k4aIvw/MLhcGN5eXkA16v4CXs8nhXRaPRThD/F30o7W1lZKTkcjha3PafzNL/ffw/eK0QxQlvYnaAGcFGqrKz8rshuHwXLpt/vb2OZVVw+GGPKaIKSf0cPXD52IDKRej/MdcCzl9umAeFweLvX6+3Q5UNLNBpFpJDvEBVEnW+320swgRZzGmA0kV25Wn23FaoF4f/5PR4nwsl6PJ6xeF6hYDDR3XcARKNRRLfqVlDLPtRrWnfs168f3EukUGiT3E4rc1/wdxu3KSBJUgPmQKn+fg77YT0KPGev28sjE2nbaZnfYZRN7iTxThl8rlXbCWL/xVnkHIDeKYYZO4pDzf3gAoHxPNqAPEEOwEcSDa46mgeA+AuHwx/hI4aeLMQ4t976A+0mRyBMnCyQyvC31WqNjhw58vtQKDTjqH5H8RBKcBtBo9RTQY3fhd8xb/Cc7ouRr22IO+PHCGqtVc6oM3plS+pFkUjkGny4srKy2gwtI5ygbN2GXxu3JmJSIrek+fxt7g+GGDGpzOPxYEZ1qxtJTwV1oaHwyGg0uicUDKLhbOuX7HQ+ecbpZ6DDM1bJ+18ENax/PFRiUcdhs36MoIbPHma/YzKPuizC40mS1IwhWGdxsV72iW8jdIDH43kf9cThcPCIApiMGggEvlSXkSTpdNQdn893jJIHd5bhVVXNRx58ZOukIeByuUbK9QxuKMqMdhOen8/r4/6HsVjMLF8fd0FBZBc8m+LC4mL1sbxe7zxMkkI0HLhY2Ww2LmK6wuv1viOL1XaTBz0ez90ej+dJjIQgLCKeW3FxMZ8YCXCv4E8cjUa3Dxs2TJmkyYEYkCTpJafTea46X01PBTVGq3gHof38CITYqsezMhqNIiLVyB/gdhEt3G73e+jQI/ymOr8jQY0oHWgvTCaTpM7HJC/UQ1ioBUFQ+2L/HtZEiPaDDz74ILgMyZZCZTLckzjHU045pY0LUEVFhVt295mpFjfhcBgWvv9JUONcQqFgE0S0ktFTH+poNIpQopjr8gXcIgRB4L7GnQnqaDR6I/72+XwNEIGFosjrIyaV4l5bLJbhP/xav37F1uKTIHRxbU6nk/uTK+0s/M5R/8Ph8B6v1/tRKBT6GNZQ+ffb+Dh3htPpRPhKvHeIHoTOaJu615kPNdwreiio242UlpeXT8a7Wl5e/i+/3z9hxIgRzQ6Ho41PPcCch4qKigexrDn+RlsnW175fAQFRO6AYajYUTwCRppwOIwRiB2w6qrLQZSeecYZ2P/caDR6Fe5hdnZ2mzCX6u+Apn7Bcv0/CWo8o2AwuEH2wVYEdY98qCORyJOYKI2IVTBCKe4u2nYaOJ3O6+WVkB9CWE7+bQ8ENmn9xAlivwXWJPlDw1dKtNlsrSslhkKh2WiEfT7fToPhBz9rs9mcDZGADxkmgmESV3FxcXkwGJwnhxhSJmchFuo82T3g3fLy8nyr2WpwuVz3I6pDMBhch/BC+fn5f4UQxwtqM/+wdDJCkmkFNRo8RPlQyihAUON8ZN+/JiXUk9IQdxSTU40kSUs7aKjaEIlEbpAbw/8i3isSXCBCodB23EMIG6/Xe7E80XCC1Wq1FRUVDXW73TdgYhHOzev1fqvM+oagxkdGdiF4QhAEU3lxsSsiSR/ieLC8qn8fgloWevATbwP84hQ/UuAsd74lP7s6TBC1Wq05FeUVfJg4FAp9brPZWq3sKkHdLhJKJBKZCJcPxH+Vr/f2YDA4A8/F7/dPQTgz7T4AghpltIK6kygfuxTrWWFhYZnD6rCEQqGXcP4VFRVPoxwEpNvtXiXXpTccVmsR7q/H43kGdcLn823Egg1+v/8KXCMmPgWDwVHKc0IsbVzj8OHDr4rFYjxKhM/n41Ev3G73y6IoGjGL3+fzwfWI1yOP2w0BxEUaQqyhzhbbWyYsIZSjXDf5M7Lb7XpZOGzCuSrXW1ZWdoHi8+h2uRJKflfYRTuPK43zcDqd44qLi0+Blczj8bwqP1MIu9+53e6nQuEwU49igLKSssflkHtNZWVlVejY2my20wKBwNKzzz4bH8ROh2ohmOU6phU+58r5XFBDTAQCgR24T263+2FRFAWHzVYKX3jZhxmdQd6Zq6iomIk8v9f/vsvlKrBYLHpMLsW+wWBwU0lJSZuQaRh210YocLvdY3C/A/7AXLvdXi63UZchwgsfxQqFm/V6fafRitAJRz1RBLXf77+L1yWv7127YBdLSkqGeTyemyDu+LP3eL4+6KCD/haNRo2BQODGaDSKUGptwuHJghrRYN5Q8iKRCGJtwwdYaR8eDIdCDae11NtnlXIQ15IkTW892A/5iBLSaqGORCLP43xQf0pLS1vdDBAvuSNBLUkSj4WMkKHYx+9v6ax7PJ5Kfv8CgXpECkGbXVFRcWk4HP5MHgVsNhqNPCSi0s5GIhE+GuT1emcq54CQkPLvP9ATQW3MMR4N32a8A4jBrB4ZA+Fw+DV0mkeNGtVGlIXD4fs6EtRKOy4LarjALFfuNaJFVVRUTEI5n8/HJ/VCSMttC4TupbBaw1cYYRfPPONMHuUFE15xTLhdyHV8D6KZmM3mfI/Hc6XcPq/FhESUgyuhPKdoUXFxsQtRbsrKyq6RR3K/LysrOxz7yfVrYmffgcMPP/zQWCymCwaD18KwBWt6B4IafuSt80sgkuHyoapf94VDofny+/WqKurTpnA43MYKLu8PQd5qoUYsb1X9ulbJV9ppxQAhimK5fB+a8L1GHtw00c5UVPDoTARBgIqKCrhX7MFLiZcLLxIaX7xkGK7Oz89vDVOl4KnwONEIoGFBeZTl4sTlWqz+wMNSDR86bMMLiYR9wpL0idhiPfkNFolB41ZWVtYmEkcoFBqOFzYcDvOh+8rKygLs25GFNhqN8okjOH+Hw3Ghko8PjWxZ4/GaOwNiGpYxbb6aaDR6Ez40OB4aXvwfCQ1/SUkJ3AN+a7Vaj/f5fJ/hPEeOGMEn/KCs2+3+wONyLcT5FRe3WDHh8oHtGHJV7s0Y+I5Xj+jQPw1iBs8IiyFot0UikVWYdKL8jeFFn9c7Y8yYU/k9we9gX0SvsNvtMfW+Pp/vOPlD0s6KDwsQrhHblWvG8TD0XlZW1mrt1YIILXh20Wi0TacAH0rcP6WhhiCANd3v968NBoP8N3B81BdMFINbg7IvQlEFg8HVSj3F/cX/IXTQYcCiI7iHeB6oC8o5IyEfIxgoL0kSHzYXBAEfs914Vsr9x7m5XK7XMaEQx0HUh/Ly8vPkD4c63nAZ8kKhUKvFFP6yyMOkMSUPw+Ow7Mn1ki9K0ROKioqux5wC5f3C/jj3YCDQBIENQREMBnd4PDxcXhufbCyAggmZuBalfirP0ONyvY9OrLq8Giz4I9eT1ndIzucWYmxX8tD5hqhR7p/SBvj9/g+xYI5SLjc39zi/37+wtQ2obmkDEOoOH+rWH5GR49C3iYKAmOFut3s9zgG/g3sid6TqnE7nVBxbmePREWgz8JtoQ/C30Wg8xe/38xjDOCfVe/ou4u4jD76+6Igh3rhsXW3je+5yuf4iz/FodQ2KRCIL1fUO5ygLkUR5eXlrXUYnUmuFB5hoh6T6+zU5gkwTolio8rkQisVifGIw3ifcF7V/PGIu805pWdlorEzpdrvXaO+f1+udDosu7h8mdGI/pZ1VOu6Y+Kpq53j8dMUdLxAIdDviggmZcsd1qnZbOBx+R/Zt13aqHlYfX9uOy5MS00pbrE7BYPAri8XC1ziAwCwtLb0HkW9w7cq3igtQn3+NOkJGJBKZCsuz1+vdjvNV2kx0fiwWS+scAPhHo57gt5R7KbfL3xcVFfG2WV5b4dOW70BL+yvXr9bvgN1iHyZFpadRv1BHYJxRTaTlglpeG6C1Iw5fcG39wrGCweDUkpKS1gg4CBzQUfhGucPWOtISiUSeRf3CCALc3ZR8pZ1G+wyrNdoaXCeMHUoZuJoEg8GlY8aMxrvRJpoTQezXIJwPetmRSOTuaDR6Lyw4hYWFbayLWiBwvB7PbZWVlffGIpG7YUXqKNQXhjwrKipg4by3srLyHr/Xe6niOw3rgM/nK8TERcVSoIAh21GjRlkUFwtYMfB3R1YRxDHFMXw+H1741l4+hvOGDx9uiUaj7UILqcHiMKFQqFMLF8DiAvKx2iSbzdYqMkBBQcEJXrcXVq17MHSJiB/IR4iqM8880+J2u7mVBpMS0SjCHxcr6OHehEKhu8rKygzq4ynAIobr7+gjhpX7tBEMgKvcJcmTae71+XzXWK3WdiIYIblwXdpVBAGsudprdjqd+Ki2859Xg4UCcK5Y4Uydj+eA4ynDrMqkRCyaYzKZsEAPogfc43a7EUO53eQ9WRicGYvFUE9R7nzFchQMBnnsW1jvtM8IKRKJjJQ/yhcpx0PEDa/HizqMe3+v4vqED+2pp54qwOrt9Xqzx44da1G7FCDspPb6YK1Hnt/tVz+/3/v9fsRJ/ljjktAtcP3x+/234NnhvfR7PKcPHjyYxzaHoMBEv/Ly8taV/7Q4S0s9qE+xWOy+QCBwV2lpKT56XT43iMSO3jH8jXxsV+dD6GJUBvcvEovdjdUtO1kO/ncup3MknhnK+ny+yxA1RVsIIERjNBptFwkFbYbL5cIIA2+jPBUVEeRjBUA8H5/P1yritSjnr7aE5uTkDIBVOloZ5c++oqKCh+0UBOEovKder/cIdDbl6263QiWeQTgcNmOlViUP5619X0pKSloXw1GAZbKDiDO806yMAgCEZ8S1YfU6dTl0HvE7ykRCpZ1TxcjnzxL7ejyeHPyNTrbL5bpSuX8ul4t3rDGaJ5fj16FtZ9ERwLHRtipLxiPOt/r3uwIjkhCo8KnXbsO9wz3UrsSqPX4H7fgB6Nxp3/GQz2c58cQT27VjGH3y+/23K+8SFhXD5E51GXlSIkZN/xUIBMZVVVXdG/QHL+5sufDy8nJE8EB7dS9GMWD9Vm/XDdP197rdrd8B+LYjX/kOwCUFC6fgXnsrvO3qCOYEYIQEo69KHuqMtn45nU6+WJEa3BtJkoZp8zHKqe4UY1VMPPvi4uI2fuNKO43nguc/cuTIQmX1XjWIbHTWWWeJgUCgndGNIAjiZ0OJ8iFJUpdRVn7NqAT1g9ptPxYIanmoup1LEMBHGh0Y1eI/vY7NZuPP2OPxaH2NCeLXjGJpPSgYDH6M6CNa16RMQ5KkOfBT1+YTBEEQGU40Go1iqFBxadkfgaDGcGgkEvnJfniw3owcORITrNq4Kyh0t31fUlZUZMDEN0xGxPUhWoK2DEH8WoFbkdfjvROTOeH24HK5ntCWyTTgtw8XJm0+QRAEkeFIkoTVSrBMLp90uT8yevTowxAzGkPQ2m0/FgwLjxgx4gRlGV0t3W3fl4gm0VgZ47GPvy0pKenSf58gfoUciEnEGBHy+Xz1iMOuLZBpYJKo2n+dIAiC6CPA73vs2LFY9rsjn9P9AvjoVVVVHf1ziNyfG/hIlpSUcJ9ngtjfQPQWvNvqiXaZDNYX6Gh+CkEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBPGr4/9JknQBYuqqM/Pz8491Op2nYXGPaDR6AcpEo9H3QqEQVmPrdbAyXiwWOw8LsuC3O0rYjkA5Skxz1b6GESNGdLTf+XJ+azxdzF/AsvQ4lrasy+U6Kzc3t82y9B6PZ6zb7e7xAj0EQRAEQRDEr5zy0tK7sdhNYWEhX70T0RnKy8uxFDJf9VBZDU5JJcUlP4ugxtLuyipw6t9XJzmmOFaf4ws/KUQikfuw+pu2PI4lr7x6g1J25MiRWP653XXit3H9kiR9ZrPZWgW00+m8BmW7W/SKIAiCIAiC2A+w2WxYBZOVO50vKHmu8vLYmNFjWMDnqystLT3P4XAYsfoeVsx0OBxYvbDNina9BUJJQrhKkjQJqw9qE1Z7i0Qin2IJ72Aw2GbBkGg0ejuuC6JcvQ9WtVMvPQ+qqqoOkSRpdyQS2QbLtVK2pKQk5nK5JuMcQqHQdvVqeX6ff1UwEPg4JyfnT60/ShAEQRAEsb8iCMJvx40b91v8q07Iw9K/2vImk+k4LPc7PDocy/W2LgmsZfDgwQeHQiELlu8tKytrt2w16Oq3EWoMvy//vyOw/bfKks3aY3V2/mq8Xu+bsWi0ediwYcqy1gcEAoGVfr9/Ov4oLy8/bvTo0UNcLheWMO7sPPo5HI5ByjLIZrO53bLPIH/w4KOUMljuXbtdCwQ1rMTRaPQV7TaFSCSyVZKkr7SCurKy8iYI6kAgwJekV8AKmrBQawV1JBLZK0nSZnVZmT/gfoweMwaxlFtdYkRRDENowyWkbXGCIAiCIIj9DAixSCSSjMVi6Ugk8rmSJEn6uLq6er0kSV5V8d9XVFTcF5Gk7yD0kLBwi8/jeyUrK+tQVTm4BZwZjUbTEF0oN2LECIi7CcFg8M9KmUAg8EcsdRyLxVKa3/4Evx2NRp0Wi2XYiBEjNldUVLRbZc7pdN48ZsyYj1wul/WCCy74YzgcXhmNRpuU41RXV+PfmHY/BZPJdGJVZRVzOV0fKHkGg+GkcDj8bWlp6emBQOBVxfVh9KhRcJNIlZaWetTHOPbYYw9zu92vVVZW8nLysu/M6XRikZ7fKeWw/Ho4HN6hlIGLRUlJyW1dWbsVQR2JRN7QbgPnnHPOH7CqXUeC2uVyxfEb7iJ3G/9nSZIu6kxQRyKRFDoi6vIg4A+8D6u2z+erUGWj49Hk8/m2H3PMMfttDHmCIAiCIAiI2r9HIpHvYrHYx5FIJKEkSZKS8J+NRCIjlbJlZWVPYwnlUCi0o7y8/BGn03lnMBjcgDyn0zlLEZAlJSWjIUThg+zxeB51u92XBgKBhSjn9/vHKxZlp9P5J0mSvozFYjs0v70Avx2LxU6DWMPvSeHw3pycnH+oTh2W6c0Qr3l5eYfADxiiFiJeOc6IESMSsVis0yXtcV4QrMXFxRElr6KiYkgwGPxGkqS1WC7d4/G873a7z6moqHgPArVqeBWWUC+Vi//W5XK9D4Hq9/vXOZ3OWz0ez7hQKLQW11pcXPwkCgmCMCAcDnO/ZJfL9ZazvPzWSCTyEToZJYWFbSZCqvkpgrqiomKtJElMr9e3WZ2vM0EtSdI3kUhkk7ossBiNvlgs1hwMBndrLe/uiooHcU1lZWW0pDxBEARBEPsvWJ0RwleSpDYWYPjSyhPehuNviCmI13A4/HFBQcHJSrmjjz76YL/fvxTCqri4WMSEvkAgsGL48OHflTocNqXcwIEDfx8MBrmItFqtQ5EHQS1bRl9TyoHq6uoBsu8wdyfweDz3QGA7nc4qpUxpaakRE+wgePF3LBY7CgI4HA7frD5WFxzg8/kgvJttNtthSqYkSadAOFePqGZFRUUXq3costujI0aM+N7n8y3Bddrt9kJcdygQgv+12rXkD6FQqB73VRCEvzkcjorhVVWfVVRUvKgUKC0tdUJ0K9fYET9FUAf8/tWBQODTAQMGHKLO70xQRyKRXdFodLckSe9HIpF3kXw+3zJcQzQa3Wo2m5UJm614vV4HfM3dbvfV2m0EQRAEQRD7DSpB/Zw6PxwOi2pB7Sp3jRp76qmsvLz8LnU5UFpaOhyC1+fzXV9QUHAYLMUej6deW85ms+VXVFS4hw4dyiNSyIJ6TyQSeVtdLhaL5akFNSYFQoi73e7WY3o8nrvxm0VFRdylAyHm5El47c6vE34TDAS2er3e5iOPPLJVdEJQy5bp9W2Lt+Dz+ZK4Pri4eDyeWyHqIY4rKyv/iSWbkWAtd7lcl0EMy52A3+bn5/8VohviFRZdn883c0R1Ndw+KrW/ofC/CuqcnJzfhcKhplAoNKftHl0K6s9hiZYnJ36NBKs17gX+dbvdN2rdU8xmsw3b/V4/79QQBEEQBEHsl/RUUEcikdMg7jwej+Lu0EpRUVH/qqoqHOOOWCx2BERmIBC4SVtOS08FNeJEe73eTbFY7DvZ7eCPoVBoWyAQ+GbQsYO4dfnHCmq4ncBPPBgMNqh9nSGoId4rKiqebrtHC7guXJ8kSYfheiEouStIVVWbBNEtC9c2FmjFlUa2uC/Dtam3q/lfBTVcTCCO3W73+LZ7dCmoMVKQho874lIjCYJwuMPhqIyEI8tgTfd4PHfAsq/sZzKZDo1GoxDerT7oBEEQBEEQ+x0/RlDjb7/fD7eONrjd7n9DQEYikduqq6sPh+AMhUJXactp+RGCGlbwOzAxzu12j7FarRZZ3Le6qfwvgjoSieyIRqMT1PmlpaWDZdeRDt0YPB7Pg7g+WKQjkQgX1IFA4PlIJHKPOuE8qqurb8W1qPeXJOncSCTyZCgU+ryqquqbsrKyfW6hLi4uduH+OZ3OC9ru0a2g7ijKB0YWzNXV1c2hUGgLrN9KPmPsAEmSdkYikYlt9yAIgiAIgtiP6KmgrqioGAtBW15e3rogiEJJSUlQFrh3wqoJYet2uzFJsQ3FxcVHSCFpnCiKdvw9duzY30mS1CNBXVhYeAJEu9/vn+qqcPHoG+Xl5a3i/scKargvhMPhbV6v97ODDz64VYxmZ2cfL0nS916vd17b4i14Pd6VOI8hQ4b8M+AL3IHrtlgsZm05NQaD4Xin05mtjoYhCIJu+PDh3waDwUltS//A/yqonU7naxD6Vqs1p+0e3QrqDqN85OXlnRiNRr9FiD48MyXfYDDkVlZWfh8KhshCTRAEQRDE/ktPBTUWQKmMxWB53jDo2GNbJ/FBmPq8vhkQfkV2+yihn4DoGxtisdhuQRAGqcpB6D1z7jnnwp3iCvx9zDHH/C0ajSK6RLeCGq4GELmxWOx7TI70+/0pnU73R2Xj/yCoD8RkylAoxPRDhrQuWAI8Hs+8ESNGfCcIQlCdD39n2Z2lEX7RFWUVbtlqP0styoHX670xGo2ustlsiGH9PMqVFpWGle3wI6+srIS7xDT1fmp+jKBWVko87LDD/i8Siez0er0JbXmAJcbPOOMM3KdzlbyuonzgPrnd7gfGnHoqOkyr1bG4S0tLHXLkknYhDQmCIAiCIPYbIKhhcZUk6SV1figUssLPNxqNjpCzDigvL+ch4oLB4Ory0vLLi4uLz/P7/XNgufZ6vcsRyQMFi4uLL4EQDIfDX7hcritLS0ujbpfrXYjRYDD4cVFR0d8lSRqHUHr4jUAg0CbKB1YAlJe8PkedX1JScjH8m0eOGgVR/qh6WzAYPBrbJElC/Oce4fP57ocgVC05ziksLLRXVVY1o6NRUVHxoNvp9OBf+EpDtCPuNcoNGTLk/1wu16rTTzsN17AIi5yUlpaO9Hg8cQjoUCj0ra2g4DAsiIL7EY1GP6moqLi2pKTkzGAwOBd+yeXl5R36agNJkhzyqobvaLcBWVB/JkkSLN2/D4VCusrKysmy6J8TjUYfliTpUU2aL7uszFXur2KhjkajsFI/rpQNh8OP+/3+NbhHVZWVmADa2iEA5aWl157aMvGyTT5BEARBEMR+RXV19d9g0ZQk6TF1fjgcNo8ePRr5rTGaYVX1erxvQlSOPXUsn1gni7fpBQUFJ6j3dzqdN8Visb3KBDxZYK8WBKFEPv46+OVKkrS+qKjIod43Fotl47fD4fBYdX5OTs7RoVDoC3QARFEU1Nu8Xu9RVVVV2KenYfP62e32cghft9t9i3abx+NxI9IFBC3OHf9iAp7D4WjjW52bm3tSIBCYgfugXCuOGQgE0ohOIhc7sKys7Al+38a23De5TE1hYWEby7YajBKMGTMGPsrPa7cBWVCvgysG/o5EImfKAvyraDT6He6TNsGdJRwO78T5RiIRWNp5pwqrJEaj0S+15cPh8PfBYLDeYbdXa3/f5/PNRqzr3FNy2yweQxAEQRAEsV+BiWWYYBeLxRDWrRX4yiIf0R7U+aCkpEQXlSkvLy/UblcQBKF/IBCIVlVVRb1eL1Zc/IOyDQvKnH766f/Mycn5U9u9fvhtrKSozh82bNiRkUhkdzAYXKTOB1hiHPuoV2LsAf8vEAhsCIVC6f79+7eemwL8qf1+fwTXGQwGI1ar9XhtGQW4Pyj3pKKiwnnIIYf8RVvGarYWxWIxfjx3eXmnC7oowOqMe6SNMa3igEgk8o9AIMBXqYSghlDHYja4F10l+EvDWo39cO9wHG0ZJIfD0cYdRsFisZyAaCYul6vN6AJBEARBEASRgSgT5RDpA24SLpdrnLbM/0p5eflwWKCLi4vHaLf1NcLh8Nm4lsrKSr5wTldEIpGN4XC4XazwnoJFamBxh2+9dhtBEARBEASRYZSUlASi0egiRK4IhULfWa3WNstp/0R+5/f7VwSDwR0Gg6GdVbkvIUnS+ehwVFZWFmi3aUEMbkmSlmrze0JJSckQPAtMMtVuIwiCIAiCIDIQURSNWHQkFostttlsncZt/l9BeLloNLre7/f7tNv6ElilcfTo0eKoUaO67RjEYjFdKBTK1ub3hEAgcEsoFGrs379/GzchgiAIgiAIYv/mgI78xYn2aH3bCYIgCIIgCIIgCIIgCIIgCIIgCIIgCIIgCIIgCIIgCIIgCIIgCIIgCIIgCIIgCIIgCIIgCIIgCIIgCIIgCIIgCIIgCIIgCIIgCIIgCIIgCIIgCIIgCIIgCIIgCIIgCIIgCIIgCIIgCIIgCIIgCIIgCIIgCIIgCIIgCIIgCIIgCIIgCIIgCIIgCIIgCIIgCIIgCIIgCIIgCIIgCILolqysrDyTyfSA1Wp9RhCEh4YOHWrVlgFms/kIQRCeE0XxOfyLZLfbH7RarTcNHDjw95qy51utVps6T6GgoMAkCMLF2vyfg5KSkj8Eg8E259oBv0EZlFVSv379DlQXwPXK+R1xQA9+ozf4TX5+/mmiKD5lt9ufNBqNV/fv3/9QbSEgiuItNput9TlardZHbTbb/RaL5QR1Ob1e7xQE4Qzlb5vN9i88f00deEAQhJtycnJ+p96XIAiCIAhivyAnJ0e0WW1MFEVmNpuXWa1WZrfbWX5+vltbVhCE/4iiOF+VZqK8xWLZJQjC/1PKFRQUXF1WVsYEQTi/7RFaxLvVat0tiuKH2m29ybBhwyRBEFZZrdZdSGazefKQAUNO1JYD2dnZ5zocjrQoiruQCgsL8W8xth1zzDH/Lz8//wlRFL+w2Ww4Tn1WVtZQZd/83PxRVqt1A7YZjcbFBQUF/2lz8N7jQL1e/2xJSQmex2aTybSluLiYmYymJf379/+rtrAgCK/a7XblOc6xWCxbUd5qtbZeS/bQ7CLUBVEUJyl5drv9uE7qwM5fqBNBEARBEATxy2I2m2FtXHvSSSedhL8HDhzYXxCEtCAIc7RltQw6cdAAs8nM8vLyovjbYDD8xWQyvQ1xXlhY+J0gCKeqyxsMhnMsFsseu93+nSiKU9XbepO8vLxch8OBDkPaaDRerNPpnodQNJlMjRDI2vJ6vf5Vq9W6x2QynSMIwpjCwsIxZrP539im0+lGFxcVM6PR+IrRaLzUarV+ZjKZPsK23NxcAaLUYDCs1uv0N1qt1s9NJtPaQw899M/a39jXZGdnY/Tgc6PReDcs5LBW6/J0Y4qKinDdfm15LQaDYb1er39G9fc1Fovl+8LCwm8hvtuW/oH+AwcONJtMLDc3V9JuIwiCIAiC2C8QBOFv/fv3b+O6YDQaJ1gslpXqvA74jdFoXGc0Gz9QMkwm0xCz2fxhfn6+TRRFWHjPVe9gNpsnGQyGCywWy4OiKC5Wb+tNTCaTvbCw8LkjjjjiH0peQV7BhRDVOp3uX21L8+tP6fX6Wdp8IIriHaIo7lX+zs3NvQXHgbuDxWIptdlsL/773/8+EtsMBkMY2/R6/T/bHKQXCAaDv7Hb7Yeo84455pi/2Wy2ZpPJNFKdr0VXoHvKYrF8MnDgQC78cSyTybRAr9ePslgsb4qiWKvdR+Y3JqNxg8lkek+7gSAI4teIxWJxFRcXH6HNVzNo2DC9zWYbjZSVlTVQve2YY4453Gg0VhcWFp6al5fnVG9To9PpvIIgZGnze5vDDjvs/wRBeLKwsPBk7TY1WVlZ1YIgJGw2W51er7+6X79+v1W2nXTSSYPNRuPzNpttGtwCBw8ezA12+EbheyKK4gw5Tbdare+LoviayWQ6uM0P9DI6nc4oCEKuNl/N0UcffawgCCNtNtsY9Ug0OP744/9tNptHWK3WUw0GQ+zoo49uPf9TTjnl5MLCwipss1qtY4uKisZq3Sl/Dsxm802CIHRp7BowYIDObDa/Zrfbp5nN5scG9+9/lLItKysrWFhY+I4gCNPwvAoLC2eYzWYDtvXv3/8ok8H0ltVqnaRsE0XxmjYH39/JyckpgzW3oKDgWu02NQUFBSMx1J+fn9968wVBaH2hRFH8TBTF81p3aOE38jb43C7TbPtZ0ev118KSPmTIkDZid+DxA/sLFgEieLPRaJxns9lm5+XlXdmvXz/uzpCdn62zWCzbzGbzWyaT6XpY82HZVV87OO644w4yGo0vm83mdTk5OX9Sb/u5MJvNb4ii2JydnX28dpsCtuE5okFQZcPCjYRnhZdpsmpbKwUFBWgs2DCDgXcgCOJ/Qa/Xn2cRLTdo8xUEQRDtdnu9KIpKmu9wOOKiKN6vLavX66ssFsvL2nyQlZV1qGix1DgcjkHabQTRE/Lz8y/HqB/qpHabQu6wXAgw7kaJf61W685hw4ZVYNspp5zyb6PRmMY3VhTFb/GvXq9/QPk2KmRnZ9uKi4pQ5np1fm+D0VSjwTC7tLQU16jTblfIycnxFBYWMsEipMxmc63sJvoWtmHejtls3og8s9lcY7FYPrdYLNtPPPHEYwsLCw8SBOFFURRfR8L/LRbLV2az+ducnJyDtL/TW2RnD7HZ7fZmq9V6q3abQu7g3JNMJtMuPCNBEL634VuXk3MatuXk5OTD1RX3wGKxfIeRaYvFsn7w4MHHYXt+fv5/5Xv4jSiKOx0Ox87uhO2+RqfT3VVeXo5zuEq7TeHkk4cdY7FYPrOK1maz2TxREIS9JpNpjTL3Sm/QP4r6brFYPsDzstvtr1ut1hxsy8rKMsgj/4uwzeFw4JlqNd/+S0FBQSkqiCiKb/Tr16+rCWa/M5vNm/V6fWeWywNEUfy0s5sriuLDoigu1eb/XOTl5YVQEQwGwz0dbDtFEIS1sL6bzeaXUFnwsuTm5t6H7ccee+xhRqNxBW9MBGEP/h0yZMg56mPAImE0GrcWlxSzYcOGddkx6S3MZvMLeBEMBkOX7h56vf4Fk8kEi3uHEywFQXhP7UOt4vcWi6XJYDDEtRsIoqfk5eWdLvvuj9duU0ADjhEmZRKsxWJ5Fu+dyWRqU/eGDBkySJ6fsVWdr2DQ6SZjbofVarVotxE/naFDh/7NYrGM0hoXOiMnJ8dosViGa/MBvkXa55SVlVVaVFR0viiKV4iieCWSdlSut8C1GY3Gh1DvIBS7EpuCICy2WCxrBw0adNjQoUP/hdE/i8UyHdtMJtMZ+PZAYJ900kl/0ev1T2hHSmHpNBmNW+R5SD/b5H2DwZBlsVjScMsURfH7rqy3RqNxCebdKC6TBQUFY7lxZdiwI/X5+aPw7cnPzy/Htv6HH34o3Af1ev3t2uNAZJtMpm8Vt9HeBqOver3+TMFiYZhvJAjCZdoyCnq9vs5ms+015Bn0J5544j/MZjMMZM24Zoy2o6OUlZUlHHXUUX/Pzc2tlNukR7GvTqcbLwjCNo2OahPYoLfIz8//q8lkmmGxWOB6u9tqtXZah3Q63a2oj7lZuXn4G5Z1bijV55+Fv+G+ajIaG7X7gdzc3ItRdw8++OCfrSPUZ9Dr9ZiIhwr2tnabluzs7GLeCOTqCrXbZDJWUJvN5rB8nc9qt3UGXBosZvNX+L9Op6u1itbd2dnZObBCm0wmRDlB49E6rIcKrdfrbQV5BdeKgvBNfn5+oM0Be5ETTjjhXxAnjkIHXu4uf3fgwIF/N5vN3xkMhju02xQ6E9QYyUADkp+f32FEmJ8DWNVFUSzQ5neETqcrFATBo82H37vVar3WZrONy8nJMWm3A6PROMputw/W5hM/DaPR+AIsP3a7fYfVau3UT19LbnbuWLPZ/LViDZI5wGAwzIMIEUVxiSqfk5ubex6EO9otq9XKhyyJfcr/GY1GTFL+ThvxqSNOOumkI0VR3C6K4mrttqysLLdswW0jwPR6fUIWQVutVusWURS3WK3WTkff9iUmkyliMVt2QIyJoviNIAgdthXAYrHMMplMy2GkOOKII/5kNpkgUrlrpMlkqoLVevDgwWb8XVBQcDfumdotUK/XP4cyNqttryiKl6qP3ZtYLJaQyWR6SafTZeOcumpb8dyMRuMTyt/47oiCgOuwF9psY/D9V5c3GAwLLGbzNHUe3lnMMTKbza1uo72N1Wo9BgYkg8GATtkaURQ7HRkTRXGzwWB4Sfl70IknDrCKVozel9rt9mF6vf4YdXl0MuTR3ANNJtPq/Pz85Xl5eSfabDZog59tlBqBA0wm05S8vLws+RrHacsoILKXIAjr1XlGo3GD2Wx+ql+/fn9GsIH8/PzFBoPhenwnMXKilDMYDC8LgvB1dnb2rXa7/Uaj3jiqX79+7eak7XdAUOFDg0qm3dYRJpPpHtxI+Ohqt8lkpKA2GAwPoOdsNBpbJ9/1BJ1OdzaGQvB/TOAsKCh4TdkGfzM5ykWoH2txk1BjNBpXCYLws1hxc3JyjhZFcZXNZls9ePDgTi0oCnq9nneMEOlFu02hM0GNjgSG6vr/vX0EkZ+D3NzcM/Fx7ayOqRkyhA/voezr6nyj0XiePGSFjzTD/3X5ujYWs/z8/CswdGe1Wn8WC8r+AqyYmMBcUFAgCoLwGnwxtWU6YsiQISdiKN1gMLSGcgQYirfbbOhELhFFsc38j6ysrBMwvG42mZeKoviVzWbjYobYN+hzcw2IECWL4A09CZ8JC548HD1FyUOdQKhPvIvo/MASrdrlTyaj6QuTyfSmKu9nQxCEfyBaElwW5Pa+0zo0ePDgbLSNoih+jfk2FrPl04H9ByoGlwPz8/NnylbuT/FvVlbWRcq+sFzLI6I3wNItCMJ1Pxz55wET8HGNXQlqzJUSLBbMg+KuKnl5BSPkDqtep9MNLywshKsh3x8WXFi9rVbru+pj6PP1vHORn59/rDq/N9HpdH+EFR3/FwRhHcLHassoWCwWuLO8ovw9ZMgQkzwy3c7vHe4P2IagB7DYynWEWcwWBuMWRnNPOeWUTr+z+5hWHQKX1K4EtclkuhNWeMXH/eSTTz4BUd/gCsM7vYKANrXZYrFsxHuJ+pqdnT0WZY1GY9JqtX5vMpk+hTUezz8/Px9eC912qH+15OfmjoIwMRlMr2FoVRRFobCw0G6xWIZpyyqg94XemDZfBQT1TqvVeoF2AxBF8TFRFFdo83sTvV7/uM1m+9ZgMLQLB6jGYDCcVFhYuDY3N/cSJc9oNNabTCY+jIwPh9lsxhAI/2hgqAoiXa/XGyxGi7fQbl978skn88YWfkiiKO4wm829PmkPw1AGg6EBFR4TXux2e54oipiMaXc4HB1OitTr9eidMliqtdsUBEGYIIpinTbfZDJtMHYyFNSbwB/daDQ+jAbL4XA0i6I4WltGxQF6vf5iDDfiGVmt1oeUDYMHD4YbARo6uP3gWf7FbDavMJvNa7BdjljzLBp8fBw6sm7/AhwI0aFOXQwjYlu7Dp5qv1+a1nMTRfGDngpqg8HwusVi2aDOg6sH6n1BQcGjJpMJFsQm9XaTyTRXFMTtQ4YMKZBFjqDeTvw04BpnMpnGQwzDkNKdoM7NzR0pC8rPMSlNyTcajUebTKYdBoPhdEEQVoqieLOy7YQTTjgOH/fs7OznjEYjOmGwEHfoptabmM3mY7sR1H/Q6XQPiVZxl8lkesJiMj0LY0xBQQH3Y4X1HZZ5uICYzea7zGbzVqPROAeBAQYPHnwwrO+CILyPsjDeWK3Wy7U/0NsIgtC/O0GN0LI8LKvZtBqj2hCfdrsdorkIky7NZjPcRmCseB1GJYfD8YkoitzHWgaT+NcbDIaZqryfFXT+1HVMS0FBwUty1K4bEGDAYjYvLSoqwregRF0uOztbZxWtsOhPwegMRLsgCBcYDIb/mkymnIKCAp/Vat1hNBo+Ouqoo/6o3re3EQQh1ZWgHjZoWC6eEzo8mJhoMpnWFxU5dmB+Cr4TRUVFA4YNG8Ynpw4YMACRxBZDQOM6Ye0vtBSeLEcxO1Cn012P72xubm5nngu/foxm88sOhwMfGcRa5hMp5F5Yq+VAC3p2BQUF72jzVUBQ40FyPxwtVqv1Xkwu0ub3Fnl5eSWwMsJSIIri46IovoQhZtkns42VHfG0TSZTUrZkT7NYLEsLW3zcQtg+bNiws2Un/Y8sFksC90qv168d2K/f7zHBD71SiFSTyYRIKZ+jYRo6dCj3JetNcnNz/22xWPAcvxRFkTdmqmcZ1JYHoig+YTQatxxyyCF/0W5TEAQBE0fa+bcKgrCxoKAAvvY/K5j1bjabt+B5YMhXEISztWUUBEH4s8lk2ohwjfIs5dbJagUFBTfhWR155JFZgiAU2mw26/HHH39KWVnZ4dhuMpkEzBNAY4iY41arlT//X5Jhw4b57Xb7RzgfpMLCQpxXuwguBTk5otVqXa8eDpfrRxyhHDFhGKM1HYWM/CXoqaCGFQUdnIKCgtZhcFyDyWRaqEQlwox61AtlOzpUEG/Dhg0bgr/lj0enxgLix5OXl8f9mK1WaxW+I10JavgUw88dFmqMdKrdc7BQlhIzH2JSEITblG15eXkxLuBMJt6+FjkczGgwroJFTSnzc4C1GLoS1BgllH2iW93oYAXEOaOTazIaIaQ/VrYNHTo0S7ZslprN5utwjUaj8Syr1VomCMIndrv9la78tXuDnghqkJ+fH7HZbLMEQZiVl5d9BkZ/9Ho9n3h3/MCBOAbWOqjX6XT/1ev1C7H2g7IvXO3kb2evfxs7oztBDfcFTOyXO39wjXwaa1gYjUavUsBgMLjkCagzu2pPDQYDn8Cv0+k6NV71Bt0JajBw4MAsRFqx2WwNcI1DGGCj0fi8thwwGo1YOO5bdBq02/Duwvc+E76Vvxjl5eUHFxYWHokV8NQJQ1zasgqCIByuXsilI1DG4XD8nzYfYNjMZDJ1uIJfb2A2m4scDse7oijC2joTDYDVap0FV4aioqJ2Ffy44477p9lsvhshf9DrzMnKaeMGkJWVBR+xSTabbbrRaHysf//+rcIFw32CILxkt9sRXmYCeq/qfXsLTLZAKKeOnmVHlR/g2XcXqggNQEcTf3pSB3oD+Tf5kBKs/4IgtJkQqgY97CFDhvA6iLA+cC1QbbvXYrF8odfrN8rWbnwkU/379+diS75n3JKLYVtRFMOqQ/8iYAKJPAJxuSAIpxcWFp4u++e1wuuu0bxdnicwAHkDjh5wBNwgbDbbjoKCgvv1ev2bGG43GAytFvtfkp4Kar1ef5MgCvDRbX1nzWZzMa7FYrGsEAQB7/gKdCjhqgTxA1GCD54gCG/Bv1HuZM4RBCHS9ugZxx/dbvffME9DuyFTkTszO7sQ1L8xGAy1VquVjyBYrdbrBEHocKRTFMV1giC0RmCANczhcFTLIu5feXl5GIVjep1ObfXsdboT1Ngud+B8Sl5BQYGEOoj7gu+PwWBQ+xIfYLVav7JarcMR/crh4NZBuIt8L9dVjMJ1+27sS3oiqPFsCgoKEP2KgxV6cd2IYoLvrd1ufxijfvJm7hap0+la/ZVNJtMNVqv1a0zcVPJ+broT1DC0DBo0SA+9gu8BRhfkZ8sna8ICLXeGID7VbhZ/ttlsQbUuyM/NvzgTBbXZbI5ZrVZEmeHwSCwtEVuGQ6PZ7faXBw0aVKZs1+v0b5pMpt3QG+jwFhQUtM5zGDJkSLEcteYX6yQRBPE/MG7cuAO7E9Rq0IlSL1BjtVpvgzXIbDbfBstnQUGBw2azfW3Q6dq4sWCCaaYIaoPBMAsht7T5agw63Suy/ylcXLhfHEI4oaFTFm8Cer3+RovF0m7W/S9BDwX1gWazucFgMCxSZ2LEAo0+xDSOgclSeF6YtyAPz6MTwn205bi36DwtEAShUn2cTMJgMOgRQcFqtWJxrD2YCKctk4l0J6jNZnM5Rgph9ZOt2VOxXoEgCFXaTr9WUHcEFtcSBKHdpMbepDtBPWDAgEPMJhNGCZdich/8iEVR3GgyGj9Bh0Kv1yO+M4TV8GHDhvU3GAzPYcQzLzsbYuT/YLyAMQsJ98Zms90BQaf9nd4E8ZIhHC0Wi167TcFkMj2FCcBGo/F2o9F4G8obDAY+YqnX6y1wIzWbzfMMBsOFMFSIAncFOlrZHy6jBoOhjWvWz40gCBjt69SH2mwy1eNZDxkyZFhBdnaOIAqbjEYjJptyV085UtiDjiFD/g+GOZvNdlhJSclfEYoX+5lMppWoAPn5+TpRFLdhbYeeTNjdl8Cg0NXES71eH5SfYw06CHDZEiyWtQMPPfTPWJdCsAhfwTqPOONms/l+1F2DzsCPZzAYnsW+BQUFLxoMhkusVivCCa9A9Brt7xAEkcH8VEEtCMJD6qFXAKuJKAhfqPMyRVBjYo/JZNppMBg+NRgMCOc0U6fT3aJ210E4SHkY9X1B4A0ht1AbTab3dDrdtuyh2ZcgrjpGXYYN+cGC9kuDhR7gkqPNVwPLu1UUIUQw+7xTRFG8CL652nwAYSIP33YaDuyXBuG5MHIiCuI6RJeBPy0+3EOHDv25JjT9z3QnqBGH1+FwbJb9hCE6v8WkJkxo0s7z0ArqQovlBCyEctBBB7W66Bn0+pkYmWjd6WfAZDIdJ7vRdfo8hg4aOlIQhGbUNXmexp7BgwfziEsnnXTSfwwGw4d4pvL8DJabk4tJ8m3iUANRFD+xWq03avN7G7nTsKkr1yjMZdHr9e/abDa4in6FiD3q0ZS8vLxz4FoG67vZbF45bNiwNuIcLqUFBQXdRhTrTeDLbrVa79LmKxQUFAyxWCw77PZCxXVyk7K4i8lkqpcjzqAeYzShWZ7T8xy25+fnj4aoVuoA3Ad/zsmXCqIownjQ4Vw2hfz8/HHw8ebPymSuHzp06CnKNoywC4IwH9vgTqrT6R5UtmH012AwPAU3GGw3mUyL4FrYemCCIPoGP1VQY6gK/p7q1TP1Ov2r8Htv3SmDBDXCapnN5uUWiwXx0d8ym81z+KzqvJbFFCDE0LibTKaJiKWOsFeKhRpzBgoLCzFJCvFwx2PGdpGjiA0bOowvUvBLI89r6DLyjmyxW5uTk9OpzzwQRRE+fnO1+QDuUAgjZbPZ8rXbMgX4CkNsKeGpjurXDxOcvtfpdF3en0wA9x51sDNBjWFi+EnDbUtOj2LyIfK0E2gxHK/2oTYYDGZYt7H2ARbVQJQXufP4s8b5x3ljsrd27o0WLBAmimIxJumdfPLJbcKrwZ0HYTztdntJbm5L/N+OEEXRiBBo2vyfgQPkZ9LZhOdWlGepzZfhz1qbCeTj/6Lg/nYXdpFPhhUL+XNUfyvQKceEf0xQxArJSA6HAysl87kaYNjAYf0LCwuL4QJz6KGH8rk5Pzfy+9btJHRMiu3sWQFs68xHvLt9CYLIcGRBvdNisbRZ3r4zRFGE32xr2LyhBUP/A8uC2WRuyMvLsxuNxtGFdu4P94h6P1lQY+j9Z13lqgtahQeGG2EFwRAb4sfCRxr/dzqdRyMfvpAoh2V9IcpUQ66/h5CBRaH1qL8s+HB3+/HGM9fmdcABXZWTt7WLfpIpWCyWi6xW67cDjh1wopyF2fPbeuAS84tjtVoxMW1PZ4Jai8Viebgzlw3EABZFsU18fEwkhsUPCZ0OuHyol7smCIIgCOJHIgvqL3oqqAVBaCOoQVZW1hkIacU/0C3DchO0PW0IagicDBLUrRQUFJTJUSsGQ0DLE4nWYEhd9hXGghJlRqPxVYPB0GbyF2Kxd7SoBvHLgoU88Pw0eW/A31idl4lgEpPsJtCjDgvC5Fmt1tbhZTWo04IgHKXNR0zxoqKi/K4suwRBEARB/AgsFsvJHUUg6QhMUMOCBdr8gQMHHo5hOp1Oh5UQ2/kxQrgjksbPPTFIS05Ozj9EQViVn59/p5KHmMxY6RKhyERRPNNms10pCMKNgiA8CUFtt9sfhWDJ1+VfYLNaMQNfWdUSy8Z/aja2W7mM+IXBMsHwPcWCUXLWAWazearVam23uBJBEARBEATxI5BXkYvzRZhMJkzGmsmHvfXGi7Vli4qK+ssz0PmKYEOPGfo3k8mUwiQoLMCBGOJYHQvRJLT7Er8siIqAEZP+/fu3hkPU6XS7TSbTz7LaKkEQBPEz8/by5kMmp5v/O6Op+cmpW5pvGL9q9y8xeaLXeffj5r9M2ds8tGYH+492268Cxg5IpNiIKZubn5yyqfm+CWu/MWqLEJkB/KMNBsMtiPBhtVpnqlfzVIOJNlar9QO1Rf7EE08cIK/8OFsQhKk5OTmOtnsRmUB2drYVnaHc3FweO3bwySdjtVNEN7leW5YgCILo40xcvWfg1GWfrE2+HmfJW+5mjc+8wWYs2vrpxLV7WgOA/xqoWbN7zNRFWzdMHT/n+7rpK76ctHb38xNX7/zZFqTpbV5n7PeTVu6M19fMY8nb72eNDz7NZsxazSau/PIybVmCIHofxKnV6/Wri4uK4Rs/W/aN3zxs2DBtpAiCIAiiL/P6Mvb7+NJPZi68/wk2zWZi04qs/N/5l17JEvM3fpxY8vFpifpUdbvU2FRdm2zyJZKpippkytUm1afdtcmt9sTCtLGmYaNZnRLJTZaJCzblTZzXNLBm4ZZT1CmxaMug2sbNJ9QmNx7ZPn185Pj5Gw5/Z+GGv9W1Szv+Nqlh3UETJ67+w+vLlv0e16RODQ0Nv6tZt3fMgnnr2LxzzmUzXWVsVijAFr/8AYsv/XTGpHWfHdTQwH6n3e/115f9vm7Ztj+Pn7nxYO1vTmr47KC6hvQ/cF7tz3XjkVOSTcckFmwapL3GyY1NAycntw5puR/pNvdmUkPalJi/yTKpYYuzVnNPE8kt/D7HF6ZjuPftngfSqp2v1r85ic0osbNpDpFNs5vZnOHD2bQZK1j8o2+dOOeuIiYQBLHvOe7kk08wGo332Wy29ywWywuDBg3i8cQJIlOpY+y3rzPWbg4KQRBdMH4Hy5qWaGAzKkrZNFcZm+ap4KnObmHTnn2bzUkzNnft1x2mmSu/YNOX72AzVnzeLk1d+gmbvGgbm7y4bZqyeDurbWxiiWTqu3hD6nt1SiAl098kkqmvtKm2semreENqZyKZbmqfUlsSyXQqkUyvTCRTK9qlRVs/TMzf+M3M089k0woFNs3tZNOcJWx6kZVNf3Myiy//fH28IbVcux/y4g2pjxLJNI7f5jfjDel0oiH9aW3jlnbnylNDeo/2+vg1tlx3c8u96Pj+dHRPpy9v+XfOmq/aPQeeNnzDZi7ZxuqiETatzNH6HCGqp994J0ss38HijfycF8Ub0pPjDakXEsnULfFk+pyahlQIYh6dmYmNTYeiU6KtJwRBEPs7E5qac+s+bT5j6mfN1a9v+PIXiUXcm7y1dtc/p2zY+0DdoqZlUxduWTJpw7e3wRCjLdfXmbipWZiWbr69Lt1814SPmp3a7b8GPlj3jXnqxm9fmLZuT3zyR9/e/c6ar9tN4if2MRN2NhtnfTCrxaqpiDCviwvPqfc/xWalGJu95suO02qkXR2mWauQdnaYZiKt/KLTpBWTbRO2d5y0x2lN6/ewKTUL2LTykhYxLV/ndFzjdbeyaR99236fNufTWdKeW9vz1B7nh9T+nqiT9l62TR08B6T1e9m0uWtZnc/DpqFzpDzLIiubeskVbNrar9mMlbjvO3n5VmG+bjc/Jwj5RDL9XSKZ+jjRkF5Z07B5dqIx/VY8mbovnkxfWtOQGhGvTzsm1G8aXLd481Gw3GvrEkH8WCZs2FNat/6bN+tW7po+Zf3eR95bs5vH2iaITKNm1Zd3T5v24ffJlz5gDW9NZlMbm5omrN7p15brq7yzgf1t0rJPly988T0277TT2bwzz2IL35rMJi37bG4DYz2KRd4XqFm165aZM1ey5MPPsuT9T7C5UxezmpU7n9aW68vE13x19oy565qTdz7E6v97BWt85nU2dfHWppqP9mZryxL7kIk7mw9NzF336VzFeusqZ9NK7GyGz8Mm1zay+LJP3080pF+NN6Reb5OS6dcSyVQ8kUxPjSfTU9qkhvTkRDI9v3Zh0yJYRNul+s2w/q6PJ1Pr1CmRTK9NNKQ3xbmoS21Xp3hDalsimf40nkzvTiTTX6tTHP82pPdMXrS1xSquTcs+Y9PnrWfTAj42rbzoB7FpM7HpDz/Ppq79uv0+i1osyPFk6tt4MtXm9+S0O55Mf87PS3uuOP9kCpbstdprxHUnGlJr2t0TpGR6UTyZXoh7mmhMT253X5HqU2/Hk5tfUz+LBJ5FQ9OriSUfb5pz/W1smtXYMtpQXsymOwQ2/ZWJLP7hZ5/FG1K7py75uNXSPW/9HjZn7VdcpKMDpHQSILAV4Q7RPW/9bjZr9S5Wt+xTVrtwC5NHCjbEk6lkvCE9MZFMPZFIpq+L16fOgKtK7fyNuZMWbDwOrjja+kYQCvE1X188d+5a1nDzXWz++RexxideZtMWbfuYGv2+SSLVXDH9k+ar6z5pPvut5V8eod3e13isoeF3r83Z9Mc5czb9Mb52z6XJuqVsVjjAR/2m2S1s/sWXssnzNuypWbNLjDdsGDClcdvQeOPmTtP4+amsmvrNYm0yZU80bLZ1lOL1m60T6zeXxZOpMEYOO0q1C7cE8W+8IX1qoiF1ZrwxdUZHqSaZOr22IX1eorHp6pr6VJcpnmy6uebDHbPnPf0Gmw7Xz7IiNq3UwaY7RDbntQSLL98Zr6nffGcimbo3nkzdW1O/+TrtMbpLkxqbrk4kUxcmkk2nac+1q4RrrKlPj6ltSPHr7mmqbfk3WNOYKpwwb7MN7qY1a76+cPb0D9msSJg/Q2ieme5yVj8pyRJrvroFLpfaZ6JNeEZwde3qGe3LVLswFcRv4b519byR8Mxrln7638SMVd/MOXVsS12FsdRqZMm7HmY1Sz6eB3dWbV0n9iGJ9d+MnT9nNVtw4SVsVsDH5p52Ols0ZSGLr9j1kLbsvmAcYwe+35D+Exordaqr2/D/Zq34+C+JRVv+OaOx6VB1gitCTf1HR0xasvW4SQvapvELNh4XT27qPzG5dYi2EeNp3uahNSu+eGXhG7VsemlhS8fBbmYLLruKJeZ99Hli5S5bu33kVLMgdVJi0ZZjtb85pX7j8RPnbT4KftTac8X5z1yy8WBcj/Ya0Tgv66UKPWFjc+60hs27G265m80OBdic4VVs0Ws1LL70kzkTV391FO7d5IVb8uMNaU+isenM2mT6+kRD+qmWjlFTI9xb4g2pLyct3MLFM0Q1xPSctV/LIxK7ZIt9iwUeIhxlIMohzlEG7iqytfvreEMKLibLeKerIfVCbTJ9eyLZdEFtwxbuYgJ/ctyrujr2o1dHi29utk5KN984ual5HK5bu53ILPC+19RvP6JmceqkSY1NefFVXw6vnbH82zkjRrBphRb+8Uaj33DbvSy+aFty/NKmkzG3QXscIvOoW8b+PGnlzvfmTmrknaLka3E2bfG2ppq1e8q1ZX8saEMxPwZuBx/M2fSvyQs3/Qvt/cTGpoG1yaaTa5NNuYlFWwomLUqbauo3l0OMJpIpKd7YNDyeTI1MJDdfEG9In59Ipq6atGjLjfFk6uZE/eaH4w2bH4knNz+baEi9GU+mX080pGplg8XM2mSrIWhVPJleF29sWl+bTLPpp57GphXZ2hpk7noYxopmuPKh3dMaZbSpbuknvG2tW4Z/O0hLP2HTPvysByOgn7eMWGpHKjUjyGib56/fw9vnLtOGb9iMDz9jddXVbV0GS+xs6hlnsZkY0Vy/h81dh1FNGFk6OEY3CecBA02no6ydpDlrvuQGHe319zQp9xtuqNPX7mZ1l13TogGUayy2sbrTzuBulVO7ejaqZ9Tiltn9M9p36QcjV5cJZVKM1T38fEuHQblGVzmb4SpjU+P1rGZXc4eLLxH7kPHrvq6csmT70smTF30+rbFp7eQN31zBGPvVTGCbuLr5r5NX7ayZX5tsGep5dQKbtnDrtonr9lRoy/Zlxq/52jB11c66yXXLPqubtyE1Zd3eR+vS7B/ach0BN4740k//PTm5eUhtQ7o4nkyNmrRoy2XxZPrBeDL1bu3Cptn8I9OQ2gH3kClLPuYuKnAbgeiG1RsvdVvRvZM3hq0W8TVf8e3Tln3KEg2pFheTxvSaeDI9N9GYxsftQXz8Egu3jIg3ph019ens+ILUv+dsav6jcp7x1V/eN2v6h6zxsZdY41OvsemzVn1bs+rLK9peDdGbTFy9+g/oDNU2bj8hvnBL/uTGrY54w6ZYbWP6vESy6aZJC7c8ArGSSKbr4sn00kRjGnMRPo0nU9/wUZKN37G6B55q1+hjbsO0SY0svuSTvYnGpnQimV6SaEjV1DZueSyRTF+LejExmbLX1m8azP39aeLULwomcyfWfPnwonfr2AxYNfE8W40V63fEl35yfrxh82U1DZuviDemb6hdtOXueEP6bnTkaxpSzyWSqZcTyfT4RDL9QTyZnpZoSM/B6GbLfJj0ynhDagPmx2DOCm93GtI75Hkq38WT6W+nLNkuC6ZPuchBQvvS4j7X0u5w97Z1u1uFJReFaK/k0blWIQJXRZW7ItzjeFq3m02duZLV+b1sWsUP84wgxKaefzGrW/1Vt26MSuLHVn6nk8SFsHze3aa1+yZBLONa60aNYtNKClXXaGVTzzmfzeL3rUUQt9y7lvv3syXtdf+IpDzX2Wu+YtNX7mRTzzi77TWWF7O6SITVLdzCZq9rGY3tMsGQJLtN/qxJe086SVxQ3/M4mw5DhcfVco1uZ8v7OXEeS3zJsrTvMdELjGPst3WMHf4+Y3/Sbvu1UNvU7Kvb3nzV5HTzeb9mJ/3Jzc2HvcPYPne5WL26+Q+Tl2w9bNKi7SfWNjYJieQWiYuo+vQd8Yb0K7WNTVNkEbQ1kWzaPWnhVi6ulQ+YIrzxAVJEt+JTjkZq3rrdvGyLC8rn8gTW9BeJZHpzojFdn/hwx+yZE+exmQGvPPRqZrOrKtnM6ctZYu3usfDxjjekB8DP+7256w5LLNryf7BysT4qvGp2s/9M2dt8ysTm5j9ot+1LuCVwfuoQjPTA6gd/+UmLtoQxaRUjGbDoJRrTr8GKxye2JlMbE8n0J3DBwmRaPCvlGUK84Dni/z+IE/U8h51s5uZmNvXuxzSNfjn/uE2tmc9mrNvTWjfwQcQxeb1YvYuLJkzwrW1s+jjekF4db0jV1TamX4g3pG6rbWw6o3bhlnJYwScv/ORfdRs2tFl6nugZqA/oMHFL8IJNQmLhVm+iIXVWPNl0E1y84g3p9+L1qXmJxdvXTZmzlk0PB1vcBBSRAreBh5/nc3CU957XC0XUKsJMFjytgpbXl12yQFVSS71Ru6T9kFq2t8w9+cEq21b4aQXgD3lKORwX9Qodfe46CHe/hlQzRHs82bR3EiaLn3fhDx1AdP5sJjbjsZdY/MPP4QIHl8Vl8kT2TlOiIYXOAgwTczpKMCzEG1LTaxpSNV0ldDJrGja/mkimn8PoX0cpkUy9iI4L78AkU/d0luL1cOFIXT1xxRdvzX+jls0otvHOAubfzCgvZnMmzGGJlTufSyTT/61tSF/BUzJ9O1w/tMfqKsUb03fFG9KPJZJNL2rPtauEa4TbaaIh3e4+dJfi9al4PJmaFU+m5saTqZkIQDDriVda3CKVQAxWA5t9+wMssfSzLSijfSbtEp5RMj1F+1u9lXDd8WRqAu5boiH1vPb+aNLziWWfvjl5ymI2MxRoidoGI4XVyBZcMY7Fk+m1ddsYzX8iiL4CrIYINVizcMt/JjZs1k1qTLsnLdw6Fn7W3MWksWl8vCFVn0imNyWS6Z34cE3/8LPWnrjykfvBr1u27qz+ks1YtYvVnXFWS0OhfLwhyi6/hk1b83XLxMqG1F7u592Q/oxHaGlxZUEUl4ZEsmlmPJmKQxBAhMkuL/fAqooPRaI+fW68YfOptQu3wEfRg/CPPLxhfTqbu6jM++hYdChwfXBjgKWWMXaA9h78VGo++vKIyWt3vzp1+vIvp0xc8O3UxdtW1KzfG9SW6wwIIpwj3JUSyaacSY1bC+GDCB88bulNph+uXbj1lUSyqTaRbGrAPUokmz6Bq05t4xYuMJQhZe5Hz0chvlKJnbaihlsDuWiSxYr8LHEcdKoSDem98WTq83iyaWM8mW5EqM5Jkxfx8JU8xGN5MW/0Z116FYs3bvk6sXBLU6KxaTcskGqRhH/xe8pQqGL1U+pMywjJTu7rX9vY9AWEvzL6UdOQeiCRbLqwxRdzoxkuUBPnrf5rbzy/jISxA+rqlv25Zvn2IyYmNw9JNGyxcR9NdIgbUrfGk+lnE8n0BP5uttSHz+LJ9DcY5lbcu5S60NJZ2slmrt/LptQmW+amqCd8O0Q2ZdzNvOP0g7htb3VTD1VP+7DF0iy7jLUk1JuG1O4Wq3T6s9rGJswFwciFPC8lvTDewOedQDBNSSRTU/FuT2rc8pY89wcC7vF4w+a74snUTbCSow4k6lMX1iabTq9NNlUhoY2KN6ScfGSuMWWASxpc/uBWMnHWxuMnrv26es7ctWzeWeewGaWFbIazmDXe/TBLJJu21KzYcxLaAoSag8W+q6R9JJkE2u1Jyz+fnJwwh9VfMY7VX309S8K3eOWut7Rl+yq1G786snbR1o2NjzzH/eHh4pq84wE2OZnaOWHt3sHa8n2V+Kov70rOWM4WXHwZmztiBGu49R42o37Tt/vCDYsgiAwE1uPp9duPSGCyTkO6ePLCrZW1yfSl8fr0Q7XJLW8kYC1oTK9JNDZ9gg/r1A93sGmLtrK6aLSl160I6pJCNnXs6WwaPvCyn3f7pI6iIkc5gdVTtnyqRaDykYc1FBYriDp83PkE1Yb014nG9OdwX4AbAyykCQjE+tQ8eTLu+NqFW96IJ9PPQLRCqEDA1tSnLoSYnbRwayxRvzlQ29hUhglK6HB8sGATj79et2zb4e83pP8xed2uwxJLP2lY9Pw7XHDOdDvZ/Av/y2bOWcMSG/aOQDxz7vawcEuQT1RpTF2daGy6HwKiNtmUaOmspNbGk2kukHHu8MtsHUqGOJWHvblffGcCGW46yv3hlsQWdx74guJ5JJJpDMEjXOWSeEN6Wu3CLW/GG1JPxuu5n+oFtY1bo7jO2oatOsxFgIsGnrkiYOMrd91cP/1D7h4wd8ypLHn3w6xuwcY9tet3F0PoxpPb+ieSTRZMyIk3Nl1cm2x6kAulFpeATbWNTTsh1vFM4Wf5Q0dsJ5uhihaE62sV5PJ1yOE74ee/Fc+vtrFpPCyvtcmmK+P1m4fDQl+7tOlkzJHYF0IIo35LmpsPu68XRhpef539Bn7GsMhPWpAahncp3pCOTYJwTKbvTDSkXq5tbEqgI4ORHnQ00PFU5km01IkWC7LSIcFzVo8ocDGtqQvoBMcXbv12cmMTm3Ha6W1DkjpENuutqbBs4r6iw3pvvD59faI+dVVNw+bLMXkKk5gTyaZKvA/xBZv93MWrMVWodGDREUS9wQRnxPWPz9n09znLPv/7u7NW/AVzUTAnBXXp5+oQxdfsPnXaoi2pGe9OZ9Mnzmd1q3bOnrhh7zBtub4MQqZO2th84bQ1X31Qt/rL9yZvbj7t57q/PxdYBXrK6q/fnTp9+Y66uqWfT121c+r7K7/K05br69R+9N2p0z7cMXfSnHVrp67eNfGDdV+btWUIgtiPwARO7oqwJD1gIlxMPvx8av3dj8iRTMrlITsjm/XQc4gnDl/L1YnGpo1xRFyB6G2JCb4XriNTl7ZEOOEiQQlPCF841XC04g8OwaD4y/3gT9kiMDoaem4j1LvwM2wRfC1uCxDqmAAKf9AWgdq0K96Q+iz+4Y7tiMzCBQo6DnCFsJvZjHMvYJNhvWts+g4TbLgrROtv/GChVVws1OfWamGU3TFwntzavPILBp9mxH+Pwz+1Af6qqQ8x7FybbHq7tiH1ZKIxdWu8MXURLHmJxs2lNcmUHs8DlnpY5n7KXIuJH31XWbfii+m1CzZ+WLdm95sfrPsmX1umI3jkhaWpfyfqNxfULNjoSizcclYimb6jdmHTSzj3REN6TW1j0ycY/VCs7fy5yD6SLc/xByu3IiqVjhXEZqKx6VuMcmB0o8WVKfXSpMb0jTXJzadhln9i4bYsLOyEe6A9PzW1H31zcd3CpvVTpy/fVbdo28r4+r2nast0BKJMxJdt+vv4ZNMxcMNB54RPtFu45b/xeh7O8nWcVzyZWsKjCjU2wYrLLb0/XE9LnVOE8g9uVj/UWaVjqdQddL74/AZeHzZvijekGzHsXJvcAgv2HZjoB3cgHq0Ci1et2X3WvFmruPV2prOEW/0Wv/geSyz7bI72mvo6b3/RfMjknc3muq+ac2Hx124n+g5wb53V3HykNv/XRm+7CxIE0UepbWo+eUr9pq8abrqDzfRUsJk+N2u8/0k2qbGpKZ5q/nddXd1v4YbBhcj8DYdPrN94fG1yw8l8cmNjyjB54cdWrOTZEoZo89gWH+GmKxMN6RsnLdxyb7w+9USiHr6HqXd59JOG9Gy4inBf3WR6PV/QB77DDamdmGAHwabMzFdPiFKEutpnFOJG8fNsEetyXPZWi2CL2JmOYfQrrmXTisQfrPDoPFSUsilTl7BZ6/f+MHlJ/g1FqOMYGKKHIIKLRSLZtFlepGhWIpl6N7Gw6Yk4/B8bUhcjtvjkxdtLcV9aoiZs5OJw3Lj/XSD/ryDyjzbvp4DIMbMXbfknIvzE6zc6MMEWLkeTFm55IpFswnNdVtvY1ISODMQzngHuIXdn4GEkf3gm+FfbWcKzRicNUXHiDal1icYm+Fe+FW+Ev+rmCzB6gBVha1bufKCxbjGbe9oZvK7OO+c8Vj9zBatZ/eXVsLyiQ1Cb3OpKJJvG1i7cemU8ufmheDL1NlyTEsn0h/FkaitCgqLjhTrWMrrQ4n6jHjX4oXPQvvOE/6NeoZ7ChUMeuUAIz/qa5OYPWupE0814FyYlm/wYFYBQnr58+xFwHdLe245IrNs7etqipg1T3p/Fpk378Msp6/a8UvMrCJ1HEARBEL9a3l/ztX7Kis/nTqlN7q6buuTLKSt31tas2duroYAw7AmhjqH18fO3HT6pIX00Jj/yaBMNm3VT4JrQkHLKsUOxCM45iYbUJYmGzTfWNjbdFm9IPcp9VFvCdE2MN6SmJZKpZG0yvRSCjE/y43HM0zsSK75g0+55rGVilyKoyxxselRik+auY4klHy9PNKbnJBqb3qtpSD/Njw9XmWRqVHzRFmfN/JQe/t4I64jhce21EC2MX7LxYITxgz/15EVbpHhj+rLJC7feh44HYqy3uPSkvoR7CMQqRGyr/7Bs5VZWNW2JIvCDjzG2TfrwMzZtxgo2HdEhMMkLnaIikc2oqmRT5q5DeMBvMPkNx1CO3alQVo2o8N9AmEq4XcgjHfGWeQPbahubEB1jbiKZeqd24ZaHa+T48PGFaQ8fWWhID5g8d+th+8KNRcvrn7GDJu9tHjK9uflY7TaCIAiCIDKUKc3Nx9cx9h9tfl8DVkAIX0RVQJzd+Jrd1klz1u2Zf+4FbJrNzF0/MNt+0QczYdm8/9fm05ipwN8bE2vhbjGpcas70Zg+d9KirbcmGja/isgBicamVRgFaLUeyz7nrT7Gm75nUx59sW1oQCSHwKa88D6bjhValegUGqGM40FsJ5LpPYlkuqm2sWkZ5hTEk+k34C8fh683FvZIpiomNjblcR/8hvQ/KIwgQRAEQRCETGLd15XTkqkvki+8y5IPPcPmTV7Iald98c776V9vSMu+BkYsPli46V88YkZjUykmiE5auO1ajETwRUJW7Fw/HYucOOTJeorrTrGdTXt/FhYEgUV5MY+/zFeebbo30ZC+HCMNWKRk8uLt2YhEAveln+KnThAEQRAEsd8yYd2eEyenm/87bWvzuMSmZq92O5HZvJ9m/8AE2fprb25ZVQ+hHm0m1njXwyyxePsiRHOh0QaCIAiCIAiC6ILxa3Zbpy3Zvq3xxfdYw8138WW5py77ZH1iw15arYwgCIIgCIIgesKbH359zJSm5qsmrdvz+OTNzZe+tnrnodoyBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBNG7zJmz6Y81DRvNU5JNlkRyU6+m2at2WibUbxqsPQeCIAiCIAiC6LPULFh/0tTF29msVbvY9OU7ejUlN3/P4g2p6dpzIAiCIAiCIIg+S23j5hMSDanvpizezmobm3o1zVnzJUskU7XacyAIgiAIgiCIPgsEdbwh9e3kRdtYIpnu1TR79S4WT6YS2nMgCIIgCIIgiD4LCWqCIAiCIIhfiJr6dHbdsk8fSjSkHqjpxYTjT/9wx0MTFzTlac+B+OmQoCYIgiAIgviFqE02VS3ewtjcdV+zOWu/6rWE4y/ZxliiPj1aew7ET4cENUEQBEEQxC9EPJkKz1y5k0820wqnfZlwfESgSCSbKrXnQPx0SFATBEEQBEH8QpCg/nVAgpogCIIgCOIXggT1rwMS1ARBEARBEL8Q+4OgHj9z48FTlmwvq21s6vU0d+2XZfHGbUO159DbkKAmCIIgCIL4hdgfBPXERWnTPEy6XPMlm7VqZ6+mxVsZSzSm3tSeQ29DgpogCIIgCOIXYn8Q1DXJlH7qku1s8qKt7Vb929dp7tqvsSz3C9pz6G1IUBMEQRAEQfxC7C+CesribWzSwi3tzmtfpzlrviJBTRAEQRAEsT9BgnrfJhLUBEEQBEEQ+xkkqPdtIkFNEARBEASxn0GCet8mEtQEQRAEQRD7GSSo920iQU0QBEEQBLGfQYJ63yYS1ARBEARBEPsZJKj3beoLgrq2cQubsmQ7m7J4O55Hm22TFm1l3R2DBDVBEARBEIQKEtT7NmWyoI43pNjUpZ9wwfxW3TL2zvSVbNqHn7FJC7fy7XhGH8xZy96bubrL+kCCmvip1NSnx8xd+/Xr8YZUr6baZPr16cs/f722ftNg7TkQBEEQxD6DBPW+TZksqKcu+Zi9WbeMRYaPZnpdATPodey8S6/jIhvW6hkrd7KLr7qZVY4Yy+qWfcoSndQJEtTETyWRTD+3/FPG5qz9ulfT3HW72aItjE1KbirRngNBEARB7DNIUO/blKmCGvcfInnkaeexYUNOYVfceC+76pYHWNbgU9jYcy5mdcs+Y3PX7WHn/vcaFgxXkqAmepVEMv3wvHW729WtfZ1Q72es+JzVJlN27TkQBEEQxD6jp4K6duGWLhPEalfHIEHdu3QrqOVrLy4tYyNOPZvNW7+Xp/ueeZcNHXQyG3PWRWz+hm/YhVfcyMLRahLURK9CgpogCIL4VdFTQY3JayjTVWq/T9sPW18Q1HB9qFv6Cfc3hm/xtOU7WtKHn3V7jUiZLqhLSsvZVTffz+auhZhJsdlrvmL3P/seG3LKAHbX46+xK264mwQ10euQoCb6Cq8z9pu6ZdsOr01uPLKmfvsRvZk+mLPpX5Pmpw7RngNBEH2A7gT1lCUfs9dqFzKX18/8oShz+4KsrLyClTldbZLVamU33fs098PVHkP5sGWyoIaAhtvDuzNWsefen80FJfIef20ye+yVBHvmnRk8MsbkxdtYoiHVbn8lZbKgxjaPP8xEq5W9PnkJvx5sm73ma3bx1beyvNxsVlLmZNWjzyBBTfQqJKiJvsL7M9cdnUimmyYv2vpZIpn+tDfTjOWf74gvSE3QngNBEH2A7gQ1QqwhlNrZF13NBvT/Dxt52jnstodfZNfd8Si77s7HWhOsns+8PZ1NXfpxu2MoH7ZMFtQQkM9/MJdZLAILx0aymvrNzBeqZFlDTmEGvZ5bcMeec0nr/dDur6RMFdRI05fvYA88/wEbOmggqx5zJpux8guej/syffnn7PzLrmcDTvgPi1SN5hZ5EtREb0GCmugrJOZ9dGy8IdU8Y8UOPrG7N9O89XtYoj49V3sOvU3dsm1/rm1semXK4u218fpUojdT3bLP8BuPMcYO0J4HQfRpuhPUSBCQM1Z8wc644ApmLyxiExds4hPYsJ+SIJbRIMCqq91f+bBlqqDGucHNI1p9KsvPy2GPvTaZXXbdXWzwwJPYtXc8yl6fvJhde/ujLDcni51+3mWsrgv3j0wW1LCsT/twB3u1diF7+u3pXGDDrQXPdtbqL9nc9XvZE29MYQ8+/0GXnQYS1MRPhQQ10VeombvhP/Fkeje+Idr6ta8TvqWJ+tQM7Tn0NvFlm/6eSKa+WvDRN/w73ZupcXMzi9dv/mgcYwdqz4Mg+jQ9EdRIsDyPn7eBjTr9PPbIy3HuHqEt01XKbEHdMqGytMzJzr30WrZkO2MjTj2LSZUjuTsErLX1m5rZGedfxjy+EA8z19n9ymRBjXOGj/hz781m9z79NnslkeSC+sqb7meVI09jI087lz380kR+zdp91YkENfFTIUFN9BX2B0E9fsnGgxPJ9BYYlrTntK/TjOWf4xu5lAQ18aujp4IaaeaqXSyZYtyaCRGq3jZ9xedcaPZNC3WLf3GF28cCUhVr2Mx4fOYyp5u7Qsxe/SX/NxStZv5QpM8KanQM7nj0VZadNYS7fRQVl7FI1RiWM2woGz76DGZ3FLFBA09itz/yCn+e2v2VRIKa+Kn0VFDjneUjKKt28XdQ/d5xsbxyJ5/X0FW7Q4Ka+CmQoN63iQQ18aulJ4IaHzVMTnzoxQls3G0PsTsfe7XF2rmkxV8aE97uevx19sw701vztCmTBTUSPta3PvQCyxk2hI06/Xx26fX3sEJHMbvoqlu4RffMC65kJx53NLv0urvY9BUtvscdpUwV1EpYw9LyChaQKtkriUZWNeoMHjLv7ifeYPM2fMPen72WFZeWc8s8+VATvUlPBLVSl1E/r7n1IfbAc++3rvSJujxx/kZ264PP80nTkxe3TLDVJhLUxE/lpwrqrr6t2tRXBDWuSZu0ZTpLJKiJXy09EdQQV5dcfRufmGc0GFjWkEEsNmIsF2nTln3KP2bFJWXs4qtv4dZr7f5ImS6oa/Gir/iCXXvHY8xoNHKrrSAILDc7i+Xl5vC8S665vSWcXhf+xZkqqFvjUJeUsWtue4it383YrQ+9yK8R+bBIL9j4PTv7oqtYUKKFXYjepTtBzePbN27hCxFhLoPJZGJDBw9k5/53HK+rqJ/vzlzN9AX57J4n3uDvrvYY/DgkqImfyE8V1Pg+akd0O0t9QVDj/YMmwHcQ14akzLPi341kx6NFSiJBTfxq6U5Qw3cak9gQUi024jQ2Yf5G9ujLcZafm8MtmfjwYaIbwuldfsPd3C1EewykTBfUEMrwL8ZiJ/hQP/VmHXs1kWTPvz+bPfnGVPbm1A9Z/abvecPR2fAyUiYLapy7yxvkrh1w66jw+NnggSdyqzue6zPvzOQdpqpRp/PY2782QS0IwhhRFF/T5hM/P90JaowYPfziRDbo5BPYeZddzwXJLQ88zzv1iDiENuuDOeuYzWZn9z/zDi+vPQav9ySoiZ9ITwQ16hmfoL9qV2uas+ZrLjZj1aey596dyb8fXblFImW6oMZE9gdfmMAqR57Oyl0eFoxUMalyBHeXxByjl2vquR7Q7qdOfUFQ5+fnRwoLC68vKChw/P3vf/+rwWB4TBTFtaLFsiI3N3dcv379fqPdp69xwgknnGw0GZ+wWCxrRVFcKQhCA67PbDa/n5eX59SWJ3pA94L6E/bi+HlMV5DPHnmphs1Zu5svBvL0W9O4yIbbACaxeQNSnxbUkxdt5dFLzrzgCnbOJdew+R99y26871l+XR5/iPlDMXbfM++wmas6jrOtpEwV1EhoDO996h0mCCIPBxiKjWAXXnVLiwXQaGS5OcOYrqCAPf765BaXjw6OgZTpgtpqtYaKiopus1gsN4uieIcoig/LaYUoit/K/7/bYDD8Rbsv8fPQraBe8QW796k3mV5XwN6YspS/d3PWfs3nAKC+/vfaO3jbZLOToO4DHDBu3DiIJ4RJ6y5lHN0J6kmLtnEjzKXX3sEuv+4udsUN97CLr7qFXXTlTXxExajX80nu5196HXvgufdkK2774yBlsqCGkQVhVzEHB/OL4AZZWFTMiktK2egzLmBms4WHmIUxqqugBZkuqPPy8s6wiiIryM/bXVCQ/5VOp1tq0Ou+ysvNvjsvN7vWbrOy7OxsiOo+y+DBg48ym81bLRbLLr1e/6rBYFiEtUSMRuN7giCsLywsZDqd7gLtfkQ3dCeo8fK/8MEcLp7vffodLqbRw8a/j702iWUNHshdCALhSnbFjff0UUHdxD/IF15xE/eTvvia29g9T73NThnQn/nDMXbFjfcylyfA78HtD7/UZYOYyYIaQ3E49/Fz17M3py5lU5d+yid13fbQS9w3Hs/xtUmLuHDpyoqS6YLaZDJdUVpaysrKyuAq8J0oijNFUVwiiuLHgiDstVqtSwVBmKfT6f6u3Zf4eehOUCNGOlbuRBjLlyYuaHXpQIf+hnueYsOGDma3PPg8Ky4tI0Gd4QiC8A9BEFZbrdY1oihuFEXxU20qLCz81Gq13qjdNxPoTlBjZPOdGav4/JNTTjqeuwsGwjFWNfI0vhiaKFqZy+Pn6YZ7nuxyDk6mCmq8R/h2BKUq/k3EXClogA/mrmdOl5fdeO/T/JthtzuYNxiR3Vw61hS/pKCOJ5uunLnii5p4Mj1BmxLJ9ITJiz8eX+Z0fRupGvVNzYKN886+6OqdFrOJ3fn468sXbWXPzli56+1w5YhvnC7PnimLPx6PfbTHQZqyZNvE2ob0K5Ma1h2kPYdMwGQw3WC1Wvf279//KCXPaDS+YzAY3uH/1xvfhDsohHebHYmu6U5QQ6BhaBUT9AwGA3tpwgJuGYI7AD56V93yAPdtRK913K0P9UlBzRdrWbiFr/hYferZ3Do95swL+KqB2D5n3W7e48bwFlxb+mqUDzR4sDzDmoLRBgypYwEbuLmgDuA6X5u0kLu4dHavkDJdUIPcYbmVoihusVqtX+dmZ5+JPKvVerUoiqu0ZYmfn+4ENT7sL05YwEdNyiu87P3Za3g0D4R5REfw9PMu5RNqC/Jy2YPPv0+COoMRBOG3unzd9cXFxejgonN7piiK56lTYWHheVar1aLdNxPoTlAjYdVZTOoeMfYcNmzoICZVjmLvzVrN21W4JT38wnge57+7lXYzWVDjGl3eALe6IxIWBPacdXtYODaCR4lasYOxK264m5VXuLl7YWffyF9SUCcam+KLtyBS2a52afaaL9ncdbuZ2xdgF155E1u/h7F7n3yL6XX5bMK8j9iSbYwt+4SxC664kY9az1u3h++jPQ7Sgo/24lr3JhZt+af2HDIBwWp9VBTFj9R5JpPpSoho/F+v1w+z2+2ssLDwBHUZohu6E9RIEGFPvD6FOYpL2M33PcMtmPwlW7iFNwDX3fk4E0SR3XjPU31y6fGWONRbeBzq0869lC39mLGRY8/hDcWsVV9ydxBEwTjzgsuZLyBxv/LO7lcmC2rlOeKlQQcIEU2wFDnECtxB0Bk6+6Irmdcf/lVMSjzxxBOPNZvN7+BDbjabn7ZYLE8IgrBMW474+elOUCv1FRGFRFFkj7w0kddRjLLAIohO7fmX34DnyjuH3Oe/g2OQoM4cdDrd9YIgfH3SSScdqd2WyfREUEMkw2oL/+HbHn6J6fU6ZrFY2C0PPMeKSkrZA8++2+nEWXXKZEGN97Fq9Bl8/hSu8Z0ZK7llGh3by66/iz399gzuTuj2BjPWQp1oTL+FMLjac1KuEd89ZYE3RPgqKXWywacM4OtvoIMPl5eC/FwelAFGts6usWXF6NTHExubDtWeQyaQl5d3bklJCdrPGwcPHnxSQUGBaLVad5nN5gUnn3zyMWazeSra3WHDhh2j3Zfogp4Ialg2sSTqhPkfsZcn1nOLtWIRwn74P1wF3pm+ogvRmrmCGsIRH+QzL7yCv0gPvTiR3XjvM8xqtXFrLa7vwefHs6GDT+EvFsp2dr8yVVDjfNHI+cOVzGjQs8dfm8xXS0QDiFB6sK7AMn/epdeycLT6VyGoFfR6/ShRFHfDBYQEdWbQE0GNhHcP1iGEyPvhnUtxSzU+8O/NXM0mLlBva1/vSVBnDoLF8qTRaPRp8zOZHgnq1vq2hVso36r7kM8vwlwVuEXe/0zfFtRI+Ca8OGE+n9g+8KT+zIzIO4NOZm5/mL+fCMdqwLfl9ckto9gdHAMpUwW1co3Pvjebz50y6HV8sbNbHnyR5WRncVceuJqJVht75t1ZfMVk7f5KynRBfdhhh/2fTqd7paioiNlsNlii0QH8fNiwYUPMZvPVENuyD/XP/oz6ND0R1Oh1P/pygg/lYJKQxSJw/0UIZIhUCDVYc6+59cE+aaFGwlAcPsyh6Ag28KTj+UuDBgNh88pdXv5CFZc62UsTG/qkD7USNq+ktJydc/E1bN76b7gP3OuTFnOLNSaZwIXnkqtv+dUJagBfMLvdfrXVah2r3Ub8/PREUON9xYcZlmnUR/xfmyBSuoq8Q4Ka+Kn8GEGtJNRXJMy5ueCKG9jLNQ2drtGgTpksqLnLIB8JamJPvDGFTz589JUEX0G5ZfRzMndzgWGmK7eWTBbUuMa56/bw5/DerDW8bcH/n3xzGp+rcd8z77K3p63g19tZm4OU6YJa4ZRTThlqtVoNgiCIRx999BHIM5lMA/Py8k7RliV6QHeCGkIT1kt7oYOJVisf6jn9vMv4MMhN9z7NZq/9mjcUCJtz2XV39kkfaiS8HGgAET4O8ZnPvvhqPkv7oqtuZhdcfiO76b5neS8cZbp6kTJbUKf48OPFV9/KfcVwHegAvT55MfdFhd8YrleKjfjVCWr0tC0Wi7eoqGhsVlZWoXbjr4A/GgoKRtjt9stNJtMFQ4YMOVZbIJPoTlCjvsIVCRMSEb7ylZoGHpJLm7AdI2adxfklQZ255OTk5BcWFl5qsVjO7H94/4wVHj0R1NxdYGmLiFY6fxhdwffw3qfe4qO3yqqeXYnNTBbUyqT2V+INfEEluLNAdOIa4w2b+RoUCGCATkRn7yNSJgtqtDtwM8MiUrgu5XsPAY3OOxJczrT7aVNfENT9+/f/q81mk+x2+9hhpww7Wb0NEbBEUTy3sLAwIydVZizdCWpUqBc+mMuHO+AGkUwz7lcM/yJEwUAeenR9PQ410tQlH/NGD/7SCz76jqeGFGMPvTCevTB+Lp+8hzLa/dQpYwV1YxNv5OH7hWFI+J22WNpT/HlipUtY4REeESGe+rqg1ul055hNpkajwTA/e2h2KD8/byJCAxoN+j02q5Xl5eWN0O7TlxAE4UZRFB/B/w855JC/FBQULCguKuLDdjarDX7HCPckaPfLFLoT1LCEPfpKnEfWwQiK1WbjPqnaBH/GB5//gCYlZjg5gvAPk8k00Wq1rtDr9U8MHjw4Av93k8m0t9BuR7iu5RiG1u6XCXQnqFHHEHIV4WXxncC/z38wh700YT6fs6LLz2PjbnuYvRJPsrfqlnF3Je0xlJTJghqiEu+kTlfA30uEyDMaDXyFZLi5zFz9Jbt03O3MUVTcupqp9hhImSqocb4YbfcGwuyUASfwRaXQYcBIblcuLB2lTBfUgwYNOsxsNq9yFDnQjn4Llw+jxXiest1sNlvgDmK3209suyfRJd0JaiUONfyJnnlnBncLgDCFcL7wqpu50EbkD7gJXH7DXX1YUDexF8bP437Fz747kz3z9nSe0JmAmwQmKcIahkayq953pgpqJIhkDD06ikr4rGwIDWUbrAt3PvYabyyxLVMFNRqoifM2H1Wb/PjIjtKybexwW2HR2VariIUHllV4fHUWs5lZbfZPR5x2Qdm42x/MKioqbTSbzV9dftMjA7X7Kwm/kakztIEoih+IopjE/w0FhsriomKWn59/Sb9+/X5/4oknDkCQfqPR+NXBBx+ckRaG7gQ12guMfCHeNOJOX33Lg3yJcbybz747qzXhY/4+hmY7ebdJUP/yHHrooX82GAxJwWLZYzZbHtfrdGke57eg4J6//vWvf8/Ly/M6HA74bN6g3TcT6E5Qo54iVjpcBA26AiZYLFxUYlKXxWLm/wqCheVmD2WXdjGKi5Spgppb4Jd9yiLDR3Mh/fwHc/nINdYygLjGe9iwuZldxUPM+vu0oEbIQ8TVdnlDzGw2sWtue5i9NmkxN7bh+aDzDsNaVyPVmS6odTrd5ZisP2zo0MqDDjrob3q9/sYihwMdWy6qTSZTAeJSm835GT3SmXF0K6iXfMwnHGKyXuXI07jwVPym0ZBgIgIsRTZ7Ifeh7qyxyGRBzcPmLdrKI15kDx3MTEYDKyx0MDt31FcaRIFbw7CKYF8Om4dGEa4reKbajgEairemLecrY3Z2fUi/pKCuTaamTP9wx+fxhtSOjtLMVbs+PeOCy5nT7cXw3OZ567/Z4AvF2JizLtxVv7l54/wN36Tvf/bdL0RBQCzuL6Ys2v6Z9hhI05Z99nkimZ79OmMZuSKWKIpviKI4Bf+3Wq3niKL4mXq7UWf0okFEDGB1fqbQnaBGwvs6a/VXfGVERBFCvUVbpQyrt6TP5Pe6448bCerepaY+nT1p4dYVtY1NKxLJVLs0edG2Fa/VLlyL9vPGe5/+ePmO5lmPvFLbhLk4r9Y2Lpyxcuei+R9904jYxqede8muGSu+aHcMJc1d+9WKmvmp07Xn0Nt0J6hRx2B1vuept/jiJhgBRJ19c+oyPokPk9tvvOdJ9vqkReztacs7/Q4hZbKghkjEZL3Tzv0vjwePuQ1wkQjHRnKXQcSkvvHep7j7Z18W1AgNeO3tj3AtA/dIrB6cm5PNRp9xPo9q8tirteyVeCO/Ru0xlJTpgtpsNt5ltdq2qPOyhgy5WhQsTK83ecLh4cdD9/Tv/y+KQ/1j6E5QI2Go57Lr7mInHX8Mu/6ux2Vh3GK9xkS+YKSanXDsv9lVN93HLZ3a/ZEyWVAjITQeLNBuX5hbxNBIwGJdU7+J+QIRdtaFV7J3Z67iQ3Zd3atMFtTqa0VMUW0+EvK7mzzziwrqhvTCuWt3845eRwluORdcfj3T63Ts5XiS+4o///4c3giigYQrwRnnX84jncDCgsZdewwkPMdEMr0yUwW1zWZ7SRCET8xmc3FWVtYNZrN557CTW0Mc/V5XoHtZDsx/sGbXjKAngrqlPn7MfaSvu/Mx9saUJS0+qB2U6yyRoO5dEvM3WdCuz1z5BRdY2oQ4vRPmrecjnOdcMo4Pn09b9im7+4k3WM2CTWzu+j3s1UQjVqXjqwvCyqk9hpIWbWEsUZ++VnsOvU13grq1nq3cyV5NLOTLcuMbcuaFV/LQckXFJdxtEK6RvH3uwrKZyYIa7yJcO0ecejab0fIt5xoAnQmEnEXs7UuuuZWHXe3LgrrFffUu3mmAnnl3xip26bV3sqLiMh4yEIu/YeVk3KvOrvGXFNSJZNPYmat3TkkkU7Udpdlrv645/bzLNul1ui/em71uYt2yz2prk02JBR999+6ZF1y+Nzcn+4tLrrltTqHDwV74YN6sqUs+TmiPgTR50ZZJ8Yb0xJr6j/hkRqKHghqWTLw4aBSee29WqxiDxRP5+Pf2R17mwqUzh/1MF9RIEFtY6AT+4bBUV7j93MoQqz6VXXzVzdy3Gi+cdj916guC+qemX1JQJxpSC7oKP1X34afs6bemcX9whASEOwAs77Bk4oP333F3sOOOPoKdccEVXbq14AMeT6aWZqqgLigouNtms+2G7xss0RgyNxqNIrYZdIY7y8vLsRDTY5ka9qg7QY02BR0/PGu0T+gMdRXNo7NEgrp3SdSnjWhzOm1buWUTC/Fcxo779+Hs0uvu4iIFzxWiA2EPMcKJBXwQx7hlXkcHx0mm2dx1X7N4fepK7Tn0Nj0R1EqC8Wnqsk+5JRPzUeD7bzIZ2QPPvtepn786ZaqgRpq+4nN23mXXsxOPP5q7QeBaef7yz9mL4+fz54gweqFoVZ8W1Fh99eJrbm01DqIj0TLxMsVHHG6+/zm+mJR2hFedfklBHU+mH1y6HXPddnaYkpubuZY75aT+7KwLrmBz1nzJO7owPtUs2MwiVaP4iAMs1JgYPn/D3nbHQEJ5dI7jy7b1157DfktPBLVS2Tr2HWqJCYtjtN/Wdv9MF9S4FljA8PJgMklpuYtbTjDx4pJrbuvUnUWdMl1Qo8MDYaLN/zEpkwU1Ej7KCOd0zsVXc+sm6ieue/bqr/jkS/jlouPU1b3KdEGNCVyYWJKdne2FP5zFYnnZ4XBwfzdBEEYIZuFyWKq1+2UK3Qnqqcs+4XM2EPf9kZfjLQss9UDQaBMJ6t6lW0Etr7aLkb6Lr76NR4BQhBgMM7BSn3/Z9ezx1yZ1KaaR+oKgRoIonb/hG/bW1A+5NRfug4+9muDhZ7VltSmTBXXLc9zMRp1+PosOH8OfH94vfPPxbcSIboUnwCpHju2zghrfxouvvoVHZlE/L9RvxJ2euWpnyyhLN8/ylxTUNfXpO/GuaM9JnXAt19z6MCsuKWNvTlnCn+UPkc4+YiNPP49vw6jg1E5Gs1si1qT3Tlqy9TjtOey39FRQ/9TUNwT1DwmiDRUMy4yKosCuveMRPiFTW06bMl1Qvzl1Kf+ItVhL/rdnnsmCWmkU4PqBa4SPH8Tx29NX8EltCF+FoVeU6azzh5TpgrozzGbzv+12+yHa/EyjO0GNdw0fNVi8YL0879LrWE1D6kfPuCdB3bv0RFC3jDZs4+4cGOXDu9fyDJv4XI4J8zaw2Wu+7vYblMmCGteITjvaDSzqAn9pjI69PX05F5rYpnQkukqZLKiR4PYIy6xWMLe0u1g5EOEu17bbT50yVVAr14HOAVaDbgl9CHcjnO9m/v1AfYXoVkbmtfsrKZMFNZ4bLM/QAaiXaku7Uo9xfYhw0tU1kqDuABLUnSc0GnADQY8NFhbt9o5SpgpqCEs8g6BUyYqKS9nDL03kz+PHiBMlZbKgRk8b1un7nnmHNwxo5NETN7aEzOMz0qtPPZtPcOsqBGJfENT5+fmXFxYWzjOZTM/2799/mMFgqLHb7Qh1xMxG44cDBgzI0e6TKXQnqDG8fO9Tb7KS0jIe+x4LLWFy1+U33MteSTRyCxHaLQzL8jBknTT8JKh7l54IamxDO4MoQlfdfD+fz/D29JXMF4qygrwcpi/IZ+dffmOL4OziO5TJghptyTszVvG2BasFwt0DYQER7QOT2iJVo9lz78/pVlRnqqDGewSRiEn5NlshX+CkZYJw2+vhAQu6GQHNZEGtLPB2ziXXMF9AYlfceC975p2ZrMLj5/UUI9bhylF88n5Xc40yWVCjw4D3UFeQx6646T7+zYQBQ60B8f/OtISSSFB3AAnq7hN6pF35S6lTpgtqxNgsKiljeXk5vNGABWX6ii+4gGkZwmspp91fnTJZUKOOnXr2RfxjDSs1lo4fOmggX3IdsbfRgGCCFMI9Yfiys5iwmS6o8/LyquUwR4uNRuMXFovlS7PZ/IXBYBih0+lOs1qt3xgMhhXHHHPM/9Pumwn0VFDb7YW8Xn4wZz1fYAkfNKSgVMUnCsGXE1azztyYSFD3Lt0Jav5hXrydh4sbMuhkHg0K8eDthUV85dl7nnyTnXr2xXwkAoK7Kz/jTBXUaDPReY9Wn8rDjl5960Ps1gdf5CIME/WuuvkB3uaiUw9f46lLOhatSJkuqOFfi7Cr+Xm5vJ3FomB4ZnzBkyUf9+j7kcmCGqMnGA0bOrjlm9ES6z4fIVj59+Oy6+/mE07HnnMJ/0Zo91dSpgtqLMKHSesmk5lPwnzqrTre6cVzrFuGiaZ4jh2/00oiQd0BPRXUuMFdJ4jOzo/RlwX1j0mZLqixxPgt9z/HnnyzDrGZuSUFVhX4qbaEdNrabc80kwU16vJZF13BQzwmU4xfq0FfwK8Ns7YbNjWzWx58nosyuL90Fu0k0wW1xWJ5VxCEdfh/dnZ2AWKK6vX6oLIdC9v05bB5akGN4UlYpGGNxiThy66/h3eY0DE6+cTjWhZ2UcVUVycS1L1Ld4IaIgvvGaIjwFca0UDQCcLCGYjxX7/pe/4hLylzsjMvuLw1glRHKVMFNa4RLh5oS+96/DV+TejMvz5lCbdSwzKNuRzYjkl9nUXCQsp0Qe0LRtiVN93LJ+ehkwBhjY4E3kG8m/h+TOrCfxopUwW1YpUtq3Cz08+7lH8/rr/rCZafm80X5Zm3YS93WULYwApP16EBM11QI8iCVDWSu3VEq8eynOyhPAjDLQ88z68V5fiz7OS9RiJB3QE9EdTwo4nXb275twH/dpY6HnZF6iuCGtYU9LghqNTWS+5btOTjdkNc2pT5gtrFQx/CnxFuLGgwCh3FbOjgU/jCBLbCInbhFTd1Ofya6YL6nEuu5g0//o8GAlYx+PXBign/aazuCTGGD0BnUWkyXVALgvCWIAjr8f+cnBwjF9T5+RFlu8FguACCOicnp08KagxB3vXYK3yhjA9mr2nt5Ckz7iHC3pi8hC/08sGctbx+a4+BRIK6d+leUG/nk570unweHQErz2JIfcyZF7I3pyzlHSUIsOLScnb2xVd3OfE7UwU1X6uhdiEXzFi2GoIa7Qyst1i/4c7HXmH1m5qZyxNg5106rstr7AuCGqHx6jc387xbH3yBd4YQexsudfiWICxpV2s1ZLKgRl3EGgawQOOZXXvHYywvZxgPqbvgo2/Z3PV7+bY+L6ivvoX5gxHeucM7CDesULSaL9SXl5PNO0u+YJQL7s40BQnqDuhOUOMDhsbC6fIwjy/Ig7Zj9idWD1QnLIBy491P8tBk2mMgZbqghmCGiMTwMULKPPJyDXcJUCYfoFK9UtPAV1Ls7OONlOmCGh8uHrR+5U5+TXgmWDb3wRcm8EgmWNzmoitvYlPQIHRSJzJZUON6EN1j4EnHM3uhgxWXVfAQQLDAw8Jwz1Nvs+ysoTx4P8p3VicyXVDn5eWdARFtMBhWmUymr8xm8+cWi+WLgoKC6/R6/UU2m63ZYDAs7asuH+jYvppIslvuf5YLMO3wI+oy2ia8sy3PsOPOPAnq3qU7QQ2jBNpPfDcQyhK+t3geEKHwtUXbgxGyk084louzrt7tTBXULdexkRWXlPMQefC7vf+Zd7nFD5b5Z96ewUafeSFvkzCfg4vmDo6DlOmC2uMLsYuuurkljCWie/Fwcmn26Mtx7g6BkaOzLrqyyxHrTBXUSJgzhRCPg04+kbn9YT7CoNfruSHqxnueZhdfcxvfhjJduSdluqC+8MqbeLzwljjiW/gIH/7/7HuzuMENI7xw7+nK6ESCugO6E9TIR4OJoaoB/Y/lIXPufuJ1dtO9T7Ob7vshXXfno+y5dxGjumNH/UwX1NOWfcYnH9jtDpadNZjlDBvCPAFJjmO8g1fC8y+9lrm9gS5735kuqD3+ELvxnqfafLhgucULhc4QfMg6e4ZKymRBjXN/4o0p7No7H2Mjxp7LOwjw2Xz6rTq2YON3vCFxOIrZc+/N7nKCUKYL6n79+v1Wl6/7r8PhmGYymR4dcNyAQXq9fobNZmNIRqOx8cQTTxyi3SlT6E5Q807s4u0tAqOTd60niQR179KdoEbCe4aRBPhNY/EWfAf4d2XxNh51B2Hl4LfKRVgXx8lUQY0Ev1P4R2PBD1ilzSYjE0Uru/3hl7m7B0bJLrzyZn6ftJ1Ddcp0QR2OjWCXXX9XG8MZnhv/Rsrfj64meyNlsqCGeHx35mrunhSKDuf+8FhmHYu6YHVPjGzGRpzGF+zp6juZyYIazw4+1FLlyDZaBv/i+UHrYCS+bumnneocJBLUHdCdoEaC4MJDOPuSa7jf7fh5G/iQFvKUhIeACtaZ20cmC+qWxuITPoFEl5/PHnxhPPcxxsIgpeUV3F0Awz0XXnEjC4SjfVJQK0mJbsF7nR08q86uS50yWVC3hG9qaRSU0IeIpYkQQXj+6CApoxGd1VWkPiCoO+JAh17/T4fD8U/thkyjO0G9rxIJ6t6lJ4Jaed8w4of3T93GwFUQo4ItIw1wsev8ncxkQY1rRJuBa4RVD6Hz8N2AoaLtNXZ+n5AyVVDz1NjErwMdhM6+Ey35HW9TUiYLau7auXg7/3bgecEKDZcIXDNWScZz5WHlutA6SJksqPGMcD14lp0aKxqbOn3GSiJB3QE9EdRIqEAT5m/kDvnwt+kuCL82ZbagbrEaYFgHQzlwDUC8W/jACSJEtYu/WOjVBcKxPimocb5ImIzw33G386HWroRpVymTBbU24Zm3zD5vWYAAncPOInuoUx8V1H0GEtS/DnoiqJXE370OorHwD3Mn7ak6ZbKgVhJfRGrJdi66fmiLW6zx3QlNpIwW1PKz6kn72VXKZEHdWcKz5M9VXsxGu12bMllQI/HgAz2oz10lEtQd0FNBjYTGkPveLt7GhwQgkGEJRC+8u/37gqAuLXNyKzSW1IT4wox0WDd1+Xl8gReE6UK4rj4pqGWXD/gyDjnlZD6R5Kk36/jzwzPt7N50lPqSoP5fEwnq3qWnghp1VhlxUOoqH31YubNT3z7t/iSoe48fI6h/auoLgvqnpkwX1Psi9UVB/WNTpgvqfZFIUHdATwQ1trWsqNNSBh+4x16bxIODI93z1FvcCgifx86G7DJbULd8tCtHns6yhgzi8SYVCzxmwd79xBssNzuLGfR6Hti+rwtq+MCdccEVLDtrCKsecxa77+l3ufUEVnhY5tFZ6mo4q88IaljlZZ9FnuR70K5cBynTBbXFYrnC4XDMtlqt00RRXCoIwofqZLVaPxRFcW5OTs5B2n0zgZ4IajwvvGvwd7/mtofYdXc8ym6850l29S0P8Ogt8L9tCZfXeV0lQd27/FhBjefR+j7KSVums9Q3BfUPbVD7be1TXxHU6nb0h2fZs7a1rwjqzupnSx3u+lr7qqDm19bD7yQJ6g7oTlBjiANRPqSqUTw+IZbkvOm+Z/liGQiTA59qxBQ968IrW0WL9hhImSyokeCA/1JNPQ/7ExtxqrzMeMs9wQt4x6Ov8rBI2NaXBTV8wm++7xke2gkz7jFrG4sqFBWXsLFnX8wuve4u9tALE7qcWJLpglrx2eSzsBEKicfTbFmcR5no1lFDqU6ZLqj1er1dFAQ+AdFisdwjCMKD6mS1Wh8URfH2nJycP2n3zQR6Iqjhu3jFjffxTi4WxcD7lz10EF/pc9jQwXzRBSVqRGcdQBLUvUtPBTXan5mrMLrZsniUEuOWR4ro4WhDXxDUMMQgUoTi8oF2BHWw5f+dR4VQUmYL6pQ8AbFlRBoJHVq+8BlWSFzccr3t92ubMlpQy26B/BpRP5X/t+lA4JvSdX3PeEEtXyfaWHwrcU34l0+0hIHxw8+69RMnQd0B3QlqiMcXx8/lC2EgED9uOMLmOV1e9vb0FfyG33D3kzyUDGI2otHUHgMp0wU1Jo5ARKPhe2liPX+Z1C8S/v/GlKU8HmVn9wop0wU1/MSvu/OxFncdfMiWfMweeO59NvqMC/hzxUIZsepT+2wc6hZXnZ3s2XdnsZGnncf932GVR30tr3DzsE6IvY2OYldL5Ga6oAZZWVkGi8XynS5fd5p2W6bTnaCGMEHUHQhnxEXnk4KmLWfDx5zJn+uLExawcGwkX/ETi0x0JgRIUPcuPRHUSof2mtse4VF30AZhLgpiGuO9vOiqW3i8W3xrtPuqU0YLalmEvDB+Hp9j9M70lbzunXXRVayktIyH6bz9kVe6FdWZLKgV3+nzL7+BxxGHmL7xvmeZ0+VjZeUVzOXxszsff60lAkgn3w6kTBbUEJk19Sl28dW38nqKBF3D46WjM4FrvvcpNvqM8/tsHGp8I/GuIUDB469NZk+9NY2PSj/x+hT+TkIHjDj1bPZW3fIu58qRoO6AngjqlybM59YgrHiFsjabnd3+yMvc1xjbZ6zcxYULlpftLGh9pgtqvBwT5n3Ew+WUO13cCoYVvaarXqTr73qMr6CkTHLTHgMp0wW11WbjQ+bKimSwFkGgYvlxTFR8Yfxc7jfe2fUhZbKgRgMA33AsUoOYsFg+9oLLb+DPrnLU6azU6ebxYPGcW5aU7/g6+4KgBjqd7nyTyTShX79+GX2eWroT1C0Lu7zKn2HNgo28XcGiCs+8PZ3HFR8/dz17f/Y6/v97nnyj0wm2JKh7l+4FNSxfO9gFV9zER8LgMnfmhVcys9nE/KEoG3naufwZlru8PBRZVxOlMllQ4zt456Ov8kVAcD2O4lImVY3my1Yj5Cw683k5Oezpt6bz0VDt/krKZEGNbyBibJ903NF8EZ6HXpzIl+HGgjWX33AP7yzBNfKGe55iU7kQ67htzWRBjQ4P1mMYdPIJbPjoM/giLrhG5OHZYLVdLGyD56l2g9WmTBbUMCRNmP8Rv76swQN5OMBw5Si+qJvLF+TPNmvwKWz46DNbR5K0x+DHIUHdnh4J6okL+EpXiHLxyMsJZit08Hi++Ihh+6Ov1HJ/XPhT90lBjaGr5TvYuf+9lg0++UQ25qyL+DK4eJHQU0WPGy8S4lBjcZu+6PKhWAywktfzH8zRDLGm+DAlrNK4tu6GXzNZUKOOIVKLKIo8xBFf9XLF57xe8qHYJR9z/3F9QT57s67zoPV9RVD3VboV1Cu+YPc9/Q4XYbc9/CL/m8eCv+wGPkkYockefrGGr+xFgvqXoztBjfcLI5mYf4KFPxBuFQlWMSwrj9FALM0Nt56LrmxZMER7DCVlqqBGm4L6qCso4Ja9t6ctZ6eefQkbeFJ/bq1u2NTMYxtjkZBz/zuu7y49vuRj5g1IPBb13PV72DmXXMNsdjvv3MK4BqNM1cjTWUmps0tjRaYKapwv6rLL62dub5B3BFFXMQIPt1aMpGAtg8tvuJuv59BXBTXeMcyjyh46mOsBzFHJy83hMdTx/V+w8XtulUfn6OWahk5HjkhQd0BPBPXLNfXMUVTCe9+DTxnAhg4eyIaPOp2/RAgtl5ebzUwmE/exnrqk45ufyYJamXyA4Z2gNLzFGoYlqu95ir9I6DzgRcKiBH01bJ6SMOkQAhPl0CDA9QHX89grCd5xgujs9hgZLKhRl08//1Le8M9eu1ueZPkpf/nRMUqmGLvr8deZyWhgb3WxChQJ6t6lO0GNOgg3AJc3yIYNHcSfJyLsYHQBFs4n3pjK3ZPw8X59ytJOff5JUPcu3QrqJR+zNyYv5gtiPPDce3zuBt7RmvpNzGg08JUwl25nzB+OsbMvuqpFUHZwHKTMFdSf8HlGcIuE+9yS7Yx35lF3Ia5hqMCIC1zPzrv02i47DZksqPEsMedm+Jiz2NKPGTvzwiuY2xfiQhp1YP5H3/JOEay3LXNWOv5GZrSgXrydu+fAIg0jGvJmr/6KL2QHAxsCFtx0z1PcsNZ3BfWX7MIrb+SaDt/Ehs2MXXr9Xdwyjc7enHW72WOv1DKDrkDWdB23rSSoO6A7QY18NH74uMGqgJWfsIwqem1oJN6ftZov9YwlK7vyt8l0QY0GoNzpZlfccA+bI1dGvHg33/9sy4v0cpyNu/UhPkzZlwX1uzNWsrenfcgbep6mL+fPtqysgj9HuH28N3N1p9eHlMmCGtvG3f4It2yecf7lfDIpVrp6b9Zqdv+z73E/TvTGMfl0/Lz1nXYeSFD3Lt0Jaoya4IOFRaTwcRt1+nmsesyZ7Mqb7uf+fliWHNa+/9/eeYBZVZx9nCSmfYkxaowlJihiQ+ltgd292/fu3nb6zJxz7r1LESv2Eiv23qPGqLFFE8UoWAFRAaVJF2FZQIqwNFHsNcbzPf/ZczaXyxZWWLyr7+955tl76s45M2fmP++8M/PklCUtLtJDgrp9aU1Q49izM1Y1LpIFNwH0DKErvWf3o727/jneu/ym++T3iqlJA1e0pkKuCmoIi2emr5ArI4arY9KnH3kSfv84jjx49iXXy8agHGfUQqMhVwU1AgwxWO2xb5+ecjDwdXf90wsVFXt3PfqC7AmEP26/Pr09kRohXT6aq0NyWVDDwITGO6aVRfohbbEfkzGgZ3PI4MFyhUFmpzqsoIaIbjAWdvXOvOga+QwIz8x4yzegzvXCkbjsURn72rJmjU4kqJugNUGNEGQ0ubyoPx8sukMaVoV6Uwrp1kb35rqgbujqMWShn/khTV/xmRRm+JBgnXbSIzqkoA58qDWDe4UFBXJWDww+gD98UVFIukggYCaFoSNHNTSOmnnGXBbUeEbEHYvXDOjfT/YwYDYazIbRq8cxMkQTmnQn6OBLj3doWhfUDQFlxoQ56+T3iK7Il9/YInvFEFCJT1v2iRxQnH1dEEhQty+tCWoEfGe3P/C0V1Rc7PU49ij5PaKXE+47WE0Qll3mpDu0DzXyIoxNML6gRxM9Y3gvsO6hjuzft48nksPlOJ2WBkPnsqAO4p0cdqJ39BGHyUYSxlbB7SoSU7z+/XrL5eVbM67lqqBGQKMB48OO6nqIlz7u5MaJCWQeX7hZ+vwffujB0rDWUQW1HHg5e61cQh1pN2bSQple2A8LNXzEMcnEtXc+0uIgWhLUTbDjgnrLNgEZb9xrddKH6u9PTpbdIi2toJTLghohKBCPOvxQb+jxo2QlLFe4WrhJfjjDTjjdO/zQP3jMTrfY+s5ZQe0XCuiShCUFBb879Hjvvide8R56epoXi6ve8aPOkUuuPzRuWovvKpcFNYKcDqj2fSm67nzkee/eMS/JZ4Sv2L8mzpcWThxvzqqJQIK6fdkRQQ0hdtVtD3gDB/Tz7nvi5Qa/27Jy2ejDwK/qaELOquBX0Ntdj0CCun3ZEUGN3gbM/oTBznf+4zlp0URaohzFt/zguNcaZh5oZZquXBbUCDAywW3uXxPmNvZ84b2gvMGMNcGy1i09Yy4L6mB2CPy98W+Pe6POGS1dB86//CbpDom54aEBWuoxQshlQQ0jEp7xjoee8a694x/SrTWYEWvWqi9lr/ylN/5Nzovfkp94LgtqTJnXMH3lBln/Pz9rtfyNNEO9hx7qhl6Wlo2kJKiboDVBDfH82MT50sfNTo3w3JrjPJO7nmowL6Ea0toZjStylcFr//Jwi4ODcllQI7zy5nvSLQDdIQ3dHA2ZDN09ENyYbg7HAut19vUIuSqog4C0htBMDj9JjuTFAEyMOudOjXf+5Td7c9Z5zQ5CCELOC2p//lCkIdIOhTymrLrsxrvllHkYE9BSyxuhownq/fbb79eD8/JOKCkpuRyLvvTo0eOI7HNyidYENSwmcNXBwBj4af7j+de9yqqI7EW59e9PyvSEoEa3ZEsDZ0hQty87IqiRBkgfWL8gSjA+BX/xfV5x873euNeWSX9VlKstCbFcFtR4RuRZWKZRzzX02n4gy54rbrpXuoSgLGrtGXNZUDfMQ43pZBt6qpGG89d7spfhmr88JNMS05U253MbhFwW1EgbOS/zgo3ebQ+MlRMxoN6AgEb9CN9ipCNCS+mYy4Ia8cY3C6MovjsIZ+RXfJ8wpt3w13/K5wvmp86+PggkqJugNUHd4B/2lpzu6NijDpcV3PGnnSfF5RnnX+6FQiE5lRxaqPc89mKzXT0dQVAj7rNWfyULClgVgoIDLW8828JNnsyALX1IuS6o0TrFcyLA+ocpc+BPDMsfRi+3NGAmCLksqJFmF1x1qzfqnItlgYG5NjF1HqZBCldHvH59e3uDBuVJy3VL01fluqAuLi6+LhQK3YffXbp02SsvL29BRUUFvsd3iouKITy/HDhwYHn2dblCa4IalqCb7x3jDejXx3vilcXe2Km10oXn9gfGycFP+EYff3Gh7EqnWT6+O1oT1Hj/L8x+W/YQwRKNvw+MfVX+RZmK2aMuuPIW75HnXpcN/ZZ6OXNVUMtnfP1tKUayn/Huf02Qs9JcfM3tsjcFVno09rPvEYRcFtRIGzSCTjn7EukyiHngb7r3CVl/oB7Jyxvg9evbR/Zyov7Mvj4IuSyo0fB7fNIbXkW4Ws5cVlxc4vU45iivoUwtlgvaJYefKMd2NOdb3HCf3BXUyH9wQ7r/qSmN3yWmI0XPCsZRwWjx4LhXZePohdfXtKgNSVBn0ZqghgCD/zQs1Vi1bNCgQXKOTViP0IJBJsOLn7MWls3mu+xyW1Dj2TfIzAX3gL//+xX5FwEFI3yNsUQ3jj/8zPRmV4NEyHlB7Qf4jaNFOmbSG3Ihlz69unuXXHtHhxfUyGPHn3quZ4qkN3vN13JGD/iDXXztnbKw/PfkJXJQCVbeg2WsOZ/NXBfURUVFz4ZCobn4nZeXl6qsqPQGDhx4WqdOnX58+OGHdyksLJw5ZMiQLyC2s6/NBVoV1HLavKekr+3Dz8yU4zXgawvf99dXf+XNWPGZXNxlQL++0mLdXJ4gQd2+tCaoITowcLSwsEA2iDA/fHlFpVdcXCz3ofKGUQaD2TBFaUsD9nJVUMuZTF5+08vHap4DWnrGXi2u1YCQq4K6wQK/1TvlnNFyujUMCIYv9VGHd5GDEMdNWy4bRBDX6M0OXAqy74OQq4Ia8YW1FnU9dM1Dz0z3xs9e591y37/l2Kpb/v6kd+vfn5KiGlOz4n0094y5LKhRR2IKy+7djpCzXeFZkV+RV5FPkV8x/z8aEY9PWthsjwMJ6iZoVVDL0LDkqOwSeGaGnIMRK5iddPr5Xll5hXfP45Na9bfJZUEdDEpUDCYnOscUT7DYlpdXeKHCwowBe/2lpb4jDkpsLgRTymF6HDm7RzPvKDPksqBGXsZ0Tkinxe963g13PeqVlpXJtEfFN3vNf6QPp5w2b/KSZq0MuS6oQ6HQmKKiopf936OKioq2Zh7Pz89XkGe7d//T3pn7c4XWBDXyJGafQWMW03DddM8Tnp0+TjaGIKQfHT/Hq44pXt8+vaTfKrl8fDe0Jqjx/mERQ49QcUmpbCCdcNr58tvDYCiMwbnylvvkjEMYlNhS+ZOrgjp4xmB8ClzpTj7zIjmDEtwlYeW8+rYH5DNjlqWWnjGXBTUMa5j6b8TJZ3rzN3jexPkbvYLCkHf9XY/KRZcwJSL8qTFbVkedNg8DD1HeYFD73HpP1hmvr/6PZ4qUnJmmdqsn59/GOS25fuayoEbawMJ+8pkXSr2D/IlGA/LweZfeKFe9xDSQ6AHE4MXmnpEEdRPsmKD+X5B+YQs3e+dfcas3sH9fr1ePbt49j7/oTWnFJzWXBTUCBh+i8NMsRw7Ys+wa6ZiPa7AcJ+ZIxQT2Y6cubfFddTRBjYAGBQRJQ1dk0z0MmSHXBfVp546WhcRdjzzvnX3JdXKO9GAqKzzriJPOkjMNYMGJjiqoCwvzH8wfMmTT4MGD4z179rymID//4yM7H3mIf/gXAwcOHDN4UN4XXbvu85usS3OC1gS1XGxoyVa58AfmS8U3iZl2+vXpKS19cPWAeLnhr/9qsTFPgrp9aU1QyyDT4EPZO4TB3UhLLN0MgYlluW9/YKz0q24ou5ovf3JVUCM05LMPvSdeWuSljxslnxECDFMEYtXdOx9+tsFPvJUyNpcFNeoI9PxVRePeU1PrpEsdjGkoW2GYQQM4pjQsitKS2MxlQY36AAZDPAes7jAiogEPIxus8rC88+QwLxpXO+wsH3Jw7KItsty88Z4xcvVk9B7d/a+Jcll1NJpQ9sIlsrnnQyBB3QRtFdQoDFDw4Zp/PDtTOrBDZLbkF4aQ64IaIZhGDd1ymE4Gy6k/NnGBnCrv7Iuuln6bzbkIBKEjCuq2hlwW1PC9PffSG7zBgwfJSg0WTFiMYJWeu+4b76yLr/W6/PEAb9TZlzTr74/wXQrqCfM2XP1a3YdzJ85b/3pT4dW6j2eecvYlm9BoQEHft3evb3r37P7NHQ8/s3zehv9OP+6Uc1Z2O+JQ75SzL/p4Su37210fhFcWvTN74tz68TPWfvPL7Di0N60L6oaCv8EXc4OcBx6remFxEKQl5sHFfgix5tzMEEhQty87JKj9gO8NlTgGlKJLGQPa0bBtyWUnM+SyoN72GbfKGSKwOmQoVOgNGTLI+8uDT7c6EBohVwU1QuZMWBiXImf7wuqzb74rnxuuH0cc9ifvylvvl2I7+/og5Kqgls+49APvqtselI121CFwh0Q6QnDCB94deoJ35GGdvYuvuaPF+iOXBXUQpCZb/onsGRp24ulyAS2Ia0w4ge8ZxqfsazIDCeomaLug/l9ACwbXoguhpUoNoSMIagRUDshk9z/1qpyvGD6aEC2YmxErDGWfnx1IULcvrQlq5LPnZq72xk6t8+4Z85IceIllgDHgAumKBuBFV90uV/RsqXH0XQrq8fPWP7tggydFRlNh2rKP5NzMsPDBqoAKAIsOYPojrGB2x0NPexddfbv8LlF5ZF8fhNdXfeGNn1P/ybilW/bMjkN7syOCGgU6Km30JGBgNAYMw0KEBm/NcSd7J591kffYiwsaKrZmyh8S1O1LWwS1nM5yyVZpmHhySq2c0xd+xmggYdrVjmyhzgxw6UBZgwGIeMbKqmrv/iendHhBjQYsrNRYLAsLoAVGNDwvhOhlN97jXXfXo9I1pCU9kcuCGgF5FOUq1p846YzzvRNP/7NcmRVpc8GVt8pxOZj/vqVn7AiCGj1HsLIjryJgoZ6KcJWXGn6i7ElBudrSM5KgboKdEdRtCR1FUAcBy6kizlilrbS0zLvspr/tkBWFBHX70pqglnOlLtoi0wpTVUGMwWqNygwrfqKQQKWA5ZCx3Vy+/y4F9YR568dMX9FSoY9eok1yiq5AcD47/S05KOiR52bJdzBn3TfyWEsNXVSeE+bWb5q8ePOvs+PQ3uyIoEZaYZrDAQP6yVkEsOSxSI+UK13CRx4WFc2y5YDF5maH6EiCunv37l2Ki4sPC4VCXfG3Z8+egQtPzrJDglpORfa+9NuEvzsG8CHvQrjAjQ75+d9yJhe40zV/n1wX1DKv1X0kxRaeF/UdBAsWOkHDT469aek95bygbggYFDxn7TeyjJXrUrzxjnSXRAMf+1qbTzyXBbWsP958V6YfBq1jhV30gmEgKRaQgi5AfkVjKfvazJDbgrphTBzKV9QZ+CbxbGjo4i9mrHn+9TXSj5p8qNsICermA0QLhBisgS0VEJmBBHX70pqgDtIY1gXMCtG/Xx/pD4fRyqjsUIljuWOsnIiBULnoQ926oG5YRAJLNhcVN/i/YcAsGn7opiwoLPTOhwVpwaZml1ZHyGVBjfcPN4/ePY71Tjj1POmrCRcXTHkIn0ZMnQdLEQa5YeaP5vJERxDU/fv3L8zPz18Eay3ypfxb3PC3sLBwVl5eXp/sa3KFHRHUyKtYlhq+xP379pYL82DwkxRfvngRqWFy7IMUlE3cAyGXBXWwANjVtz/onXfpDd5fHx0vp19D2SMXIhrQzzvtvMsbxnHIWaW2vwdCrgtqxA89Chi0d/VtD3rPzlzljRx1ruzJRVkLVxD0JkFoZ18bhFwW1BDC/355sRyEiCk7B/Tv69WMHCXrf7wb1CGYXlY1eYf1oUajDnXDqedeJusNjEepjsa9R5+f3dDQrf1A9qgUFxVJUU2zfLQBEtSth5ZGLGcHEtTtS2uCGtZoWDWPOaqrHGl/x8PPyYocA9hgVYAQu/OR5+QUQR1VUE9d8r5cgAi+4UOPP036E59x/pVy8B6mQzrpjAvl3Kmn/fnyFmekyWVBLeehvudx2ShCBb3oHc+77s5H5SIvEGAQyXDtwYDT2+5/slmfzVwX1L169epZUlLycVFRUf3gwYOv6dOnT7qoqGhgnz59jsvLy7uhsLDwvyUlJVt69ep1ePa1uUBrghpuAS/MXuuFq6NymWrMW/zny2+S4xvOuuhqafnD92w5aW/U2Rd1SEENqzoG6p9+/hXyu8MczZiWE43daFyTZdDxo86V063d+LcxLbp+5LKghkUTU8dBgGF6NaRnUVGJFyoqlm5nl95wt+w1OumMC+QiaQ3T0W5/n1wW1GjwjDjpTK9Xj2O8S667S85ggoYCc2pkOsPtDGN04qrRYQU1vje4d2BdkeNOOdu765EXvEhcldM+YpEs1JF///dkryB/CAnqtkKCetcGEtTtS2uCGnn55LMu9IqKi6VVAYUDBJms0EMhaVG5/8nJXlFRqMMKajwjlomPK3qDT/XyT7zZb38t5992a0Z68+o97/Q/Xy7dJNCN3twz5rKglhbqR8d7PY492jv1vMtkWqIMwfSOEGlw88ACExAw8HfE+dn3QMh1QR0KhYaWlpZ+061btwOyj4Hu3bv3LSsrQ8NByT6WC7QmqBvmaF4krbQXXf0Xb+66hsWxrrr1AbnY0lkXXSu/UVioTz3nkg4pqCE40AOGRaPOG32DtPJddM2dXvdjjpKuEHPe/tp7+c0tXmU4IhecwveafY8g5KqgxneExjmEJGa9gpUTU+h273aUd9lN98gB36+v+VouDIKytiUjVK4KasQXDaOYonlOzfHejJWfSzeI+5+aKkU1Zv6SaXv17XImkI4qqNGIPfvia+SsSc/OWCWnkoWbR1wxZA8nxjdgNeFQQQEJ6rZCgnrXBhLU7cuOCGoMJMHiAsF5EFsQ0qVlFXLABdwHSkpKO7SgHjnqbC8aV6QlCIU8/PxgWcH8qBDXcIfAAhMQ1BjIl30PhFwW1EG3JEafH97lj3KO39eWfSQrdaQrlgU+/NCDveEnnSkrweZ8b3NdUBcUFNRAMDe3VHyvXr3KcHzw4MGJ7GO5QKuC+o13vH+/skjO+440nLb8U7kfeRZTdKFB9LfHJ3lDR47qsIIajYYxLy6QvSnX3vmIFJcYIIwGLsoYWD3RIMSaDaedd1mHXdgFgw0hJLHwSeBXjMV47nj4WW9K7fve9BWfyakCIzGlwwpq5GVMRnDmhVc1ziCEBtCDY1+TKydiCfLLbvhbhxfUeD5M/YdeB3y7yKMwUmABG7i7YEE7zPhBgrqNkKDetYEEdfvSqqBe9pGcBQIuH5jiSU6F6BeKf39yivRlhAsI5r9tyXqby4Ia7hBX3vJ3+Yx2aoScTg4uHw0Wv2ukcMF0geHqmHSLaC5P5LKgRpDxnr/Bu+mex+UiIMGsLPgLiyAaDcGiTNnXBiHXBXX37t2PLC4u3lhUVPTpkCFDHh4wYMD5hYWF6oB+A0YPHjz4UfhRFxQUfHHEEUccmn1tLtCaoA4W6IGLAPyJn5m+UqYXzsd3jEbgwAEDpH+8dAHpgII66DGJxFRMYSndsfBswaJZz89aI6eU63bEYQ0uH824JyHkqqBGgKsKGgSYNu/MC6+RjVspyBZulr/hbnb04YfKhXsgsDuaywfKCjwPTw6XjaOHnp7euGDUjLc+8y6/+V6ZvnCtE8lhHVdQ133kjb7+bq/bEV28K26+z5viLxOP/ZgacFBenldREfbKyytppcS2QoJ61wYS1O1La4Iahdy4V5d50YQufcIw+wXeyYR59bJljgE1cIWAxayjWqiRjyEkL7n2LjmfL8QKnhWDZ1C5oTtPDjJ5YY6c2jL7+iDkuqAOnhUNCJmG/sBg/EVhjv2tfdO5LqhBnz59uhcUFLxYUCCX/v0mFAp9jTQtKCj4b35+/rhu3bqVZF+TK7QmqBEgxK6+/SHvmCO7Sotm4PKANIR1F6L6yK6dpZtSQx2x/T0QclVQI6Dh/sC4aVJsYdCatEL705Jh9gss7XzOJde3uCQ3Qi4LaqTXszNWyrmYmTPUnx5vo3xOCFF36PEed4fJ2TFwLPv6IOSqoEZAOjYYXvrLRWxQDyC9EJCmsFDDlQduLx1VUON7RY8tBpAO7N/Pe2rKEpleKFeR/+574hWUPfKYnJ2GBPWOQ4J61wYS1O1La4K6YdqjLXKKLnRFvvD6mm3yNgpIFBK33v+U9BtrzlUglwU1LO7oUoUVaNxry2UFhsn5IU7w7PAZD6wtLc1O0xEE9c6GjiCoAzp37vzb/Pz8vYPQpUuXvbLPyTV2RFAjSME59lXvoXHTMhqxaBi9IwO+1Yeentbi3PC5LKjxnQULgz07c+U2ZQ6mIsM3icG0rb2nXBbUeEakHQQWpiTd9vgGuU9Oo9fBp82bvGSrN2bSG3JsRmZ6oa5AGkJwY3xHS1Mg5rKglum4aIucEg/f3XPIrxnPgnoFU1tiACqmtWwuz5KgbgIS1Ls2kKBuX1oT1EHAe4BlrKl8jcIO92jqWBByWlBnPucbm/3gW0t8sb0jeZ0ENbGz7KigRoDgRBd6tthCGsENoqljmSGXBXUQmvv2drRczmVBHQSkV8MS6tvux77mDBSZIZcFdRDQaGhoIG2fH7G/waVl++sar89hQR0EuCo1V0dCcLdWR5KgbgIS1Ls2kKBuX3ZUUO9s6CiCemcCCWpiZ2mLoN7Z0BEE9c6GjiCodzZ0BEG9s6EjCOqdDSSom4AE9a4NJKjbFxLUuy6QoCZ2FhLUuzaQoG5fSFDvukCCuglIUO/aQIK6fSFBvesCCWpiZyFBvWsDCer2hQT1rgskqJuABPWuDSSo2xcS1LsukKAmdhYS1Ls2kKBuX0hQ77pAgroJnp+9QX+1rmGKnwkYAdpOAfd/bdkn3guzN/LsOLQ3z8/b0A+Jj5Gs2fHa1WHGis+88XPrH8qOQ3szdubqQ8bPrf8Ppk3LjtOuDiiQxs9dPz47DruD8XPrX5+69KPt4rSrw5TaD7zx8+oXZf//3cH4uesfw8IX2XHa1aFhENj6jWMWez/LjkN7M37+hr/MwsIJTcRrVwaUO1NlA2xDYXYciJ1nwpyNA+TCOruhbJ258nPvhdfX/Tk7Du3N4y8t+8P4ees/Rx2SHaddHVAXT5izfkp2HNqbhxdu/NXEeRs2yDKhiXjtyjC19kNv/JzvpmydMG/9E9OXt3/ZipUxJ8yp3zJm7tbdPlPPC7M3XIdvJTtOuzpMwvcwd/2XY2fX/zE7Dh2aMWPG/OStt976/cqVK/dva5g8/+0T56z63Ht1ybve1MVb2i3g/nNXf+FNXrh+VHYc2jtMWbgyNr1uq/da7XvbxWtXh/lvf+W9tGDduOw4tHeY/uaawZMXbvSmLd26XZx2dZi35gtv0oK107PjsDvCy/PWLZm96rPt4rSrw+srP/Femr9u5bylSw/KjkN7h5fmrxs/7+0vt4vTrg4zl3/oTZq37sNFy97ukh2H9g4vz1/3yIJ1X28Xp10dUO7MXvWp99qCt63sOFDY+TDtjbfjKHN2R9m6YN1/vJfmvX1DdhzaO0yfv7L/SwvqPdQh2XHa1QF18cvz1s3LjkN7h9lLVx350vz6D1AmZMdpV4fZKz/1Xpq3buWc2toDs+PR3uGVhfUT561p/7J1xvIP8IyfvL5kxTHZcWjv8NL8+nvwrWTHaVeHaXVbvVcWbPBmLlk3MDsOrYVNmzbtv3jx4n2ytWxOUFtbe+CyZcvmrly5sraurq5NYenSupVL65Zvrq1b1u4B/2dpXd3K7Di0e1i2bHmtfMb2f86ly1ZsXlq3bO12cWj3sGxZ7VLEYXc84/LNtUuX128fh/YPtXXL1++O/NqQV5dtyP7/uyPULl22DvkoO067Osj3uHTZpmXLli3NjkN7h6V1y97eHc+IgOesq1u2IjsOFHY+LK2rW7E7y9a6ZctWZ8dhN4TdV7Y2/I/1TcShXQPKgKV1yzd+38vWpXW7p2yVeWXpsk11dcvqsuPQ3mH3la3yGVG24iG3i0dLYd26dfg7JlvL5gSe5/24trZ237q6ut+1NaCVsGXptD23LF26G8K0PfH/suPQ3mHt2rX7bB+X9grT9ly9YMFvs+PQ3gHpv2VLdlzaK0zbc+XKuXtlx2F3hHffXf6b3ZNfp+357vLlv8n+/7sjbF25cq/d84xL91y+fNZ38oyrVy/47e56RvyftWt3f7nzQwi7u2x9e9GivbPj0N7hh1K2oizYPj7tEX44ZWt9ff230mU7E1avXr37ytYtS/f8Ntpz/fr1Mp7ZWpYgCIIgCIIgCIIgCIIgCIIgCIIgCIIgCIIgCIIgCIIgCIIgCIIgCIIgCIIgCIIgCIIgCIIgCIIgCIIgCIIgCIIgCIIgcorKykpL1/WZtm1PN01zblVVlRIcY4xVcc5v2vaKjgfnvKSmpuYlzvlrCLZt4+8Lruv+PvvcXUU8Hr+ourr6+IJ+BX+MRqNPxuPxPbPP2VEYYxekUqnJQfxTqdRrjLE7ss/7PiKEuIQxlgi2q6qqjqupqZnBOXe3PfN/cM57CyHuyd6fS3DOH3Jd9zUhxKtCiBfxF9uc80ezz+2oMMbOFkI4mfs452nO+emZ+75PMMaiWWXNq5zzsY7j/Cb73I5EYWHh0ZqqjbO5PUNwMTsWi92QfU5HI5lMHuE4ziS/PsC3ONMwjIcLCgr+mH1uR0cIcWEqlZpRUVFRnLHvFCHEiGC7tLRUT6fSM2zbPqvxwg7CGWec8UshxOOu6+J7k+mZTqdfZoyx7HO/LwghbkmlUlOC53UcB3n4acMwfpl9LrEbiEQip3POPU3T/hqPxx01kfinEOJrVVVlJWgYxn6c82Oyr+toCCHOdBxnIec8jmDbtiaEeK89ny0UCvXTNA0Z/aVwOHx59vG2wDmf4jjOXUH8U6kUnmFI9nnfR4QQEyHM8LuwsLDAtm2PMXa1YRhds88NgHjhnPfI3p9LMMaKHMdBOiaFEB/Ytl2DbTT+ss/tqAghnhBCXJ2178bvU6MhG8755bZtzwy+Vdd1Oed8C2Osw4q04uLinpZlbeWcT1RVdWg0Gr2Kc/6hZVkPhDp3/kX2+R0F27bLhBDr/e8unkgkTrIM4z1VVSdnn9vRsW27F2PsH4aufza4d++DsI8x9iDn/C/4nZeX15VZlmdZ1n22bXfPvj7XSSaT+woh3kE5Gnx7juNAUN+Wfe73BSFEreu6F2U8b1wIUZl9HrEbCIVCvzN03YtG4ydk7lcU5RZFUV7FbyHEUY7jVOBjFELowTmMscOEEEOD7YqKiqM45ze4rntLSUlJpoXbFEIMCLY558M45wehcsm8vr2BoBZC/DNr3xu2bXdxXfdYIQQP9kej0Vg6nb7Zsqxru3Xr9utUKnVYKpW6XQhxsxDiUiHEbWgZGobxBzyPbdt747pIJFIUCD/G2CG2baNl/OPRo0fvoapqCiI+8/+3BcYYLJiN778p4vG4mkwmbzUM44Z+/fp1wT60VIUQqVgsFkXaaJp2YadOnX4SXFNSUvIHy7KuxHVlZZXJYH8oFPqtEOKCZDJ5Q+HgwoJg/4ABA37DGPtzOp2+tTpcfUawn3Pej3NuBdvo2bAsS1pCbNs+YWesc7DuCSFOwm/DMMYkEonXg2OwsOC5kCaMiasHDx7cC/sdxznYbzghfZF2OOdS27ZvxbbjOAfiPF3Rj0ulUrepqnrZfvvt92v//x3EOT8u+B+oXDjnwj+WZowdERzbFYwcOfKnQojFI0eO/L/M/Y7juIlIpBpxN03ziiOPPLKxh6O0tLS/aZq3JJPJ2wzDGNW3b9+9sB/5OJ1O3yCEuD3pONcVFhaWB9f07dv3/wzDOBNpF4lEzg32+/m/0YoMoS+EqPbvdzwa1cGxtgIrvBDivKx9V3LO7w22o9Foqeu6t6InLC8vr0/GeW40Gq1ijOFbuxJ5z9/fL51OXyWfMZm8ubKy8vhOnTrtEVwXi8Us+R3o+vXHHHOMFLGmaf6ac35CNBqV79jPHzKNGWNHM8Ya8/7Owjm/jHP+t6x9i5CvTNPcC/EIhUIyvoqiWLZty3g4jnNkOp2+As+FMHToUDzjIBzr1q3bzwzDOAV5FT1fwfMKIQ6HgAj+j+M4eUE5gYqVc96Y/jvBjxRFmayp6ozMnVVVVUM0TdtSWVl5CLY7d+78C8MwTkMcY7HY+bgO+1GHMIPZsVispqam5pbq6urGniUhRKimpuaa4JlTqRQaI7LsAolEogb5VVOUq7r/6U+ynB06dOh+yJejR4/+Mbbx3lDG4bfdwA6LQbwfxthrmfuGDBmSb1nW+0EahUKhA7jFL0eeqqioaKyz0PDVNE1JJBLn+vmwsZwEalx1cI2madcee+yx+wf7+x7R93dqInFNMpm+VYkpKFfkc3Tt2vXnuq6f6r+/C4JyGmnMGGtMY9d1BwshZB2LPIx6KDi2I6iK+r6machDuPcdtm1fi9+6rl+jKcq6zHOLi4tRhqLsvLlgUEEh9sFQUVNTcyXSy3Gcm8Ph8Cjst23brKmpuZ1zfi2+cb/OPAfHCgoKDmSMXYH3UV5eng7uzzkPo1GTsS1c1+3p/x7muu6hwbHWEEL8TgixJNM6yxi7EeUHfnPOjUCLlJSU7C+EuDiVSgXv7mexWAzbt2kJbTi0Eef8ej9fXsoYuxnPAx2EkysrK0/Gs+i6fn3Pnj1l/jdN82ec87NQlvl5+SbbtkcGcamqqirhnN+K6xRFGXbggQc2lvdCiBNRj/nl4FmoE4JjLSGEmG1ZVmOZGeA3LlDva6lU6pZEIiF7BBFHVVUvra6u7hycm4jFRum6XorfnPMzEAfEhXN+cuY9Wyinj0PZht+u6/4K9T1+M8YKhBCxzHt8r9E0LaZp2gf777//r7IO/SQcDv8cP1BwCSGeZYyha+jp4ASIFbSO8Nuv3D9ijD3DGPunaZr/jUQiqn8euj4bK2/OeR0sq6i0Oefy+t2BbdtnwFoWbPsi5s1YLLa/bdvDhRBTsT8ajdpCiP8YhvGsaZrLdF2frapqHwhsIcQ/hBD/hXjzGw+HCiHeHjZsmMychmG8L4T4Cr/RCBFCLMPvsrKyo4877jiPc/7v/8WobcAyhAIGHwRCUJn4/CgajY7mnH/KGLvXsqy5mqa9jUIB6Yj9hmF8ZhjGU4yxDyBKcVFBQcGhuq5v4py/YlnWg8xiX0ejUYgTVGQzGGMbTdOcqCSUTyDm0LhQVbWWMbaIMXa3ZVlfxGKxW3G+37X/ckZ8H0Lhgd9CiE2qqh78v+i2Dbw3x3FOKysr0yzT+qS6unow9vtpuNl13b+j4DR0fa2qqqv8a0qEEIuQRqjshBD3CSE827bvQiWAwjcWiz3CLPaeZVl3maa5PmhEcs4HCiFWZ/x/NAKlmECeYYx964ZRU/iFX206nT4gcz/nfA2zGPLiOMZYvWEYMn4VFRUKnoUxNsayLBRwH0WjUdlYFELMcV33eVQGuq7P0zTtq+rqatx3j0QiMZsxtsKyrL+apvlpPB5/wL9mKOe8sZGCAlMIIS3IQoh6x3G6/S9WbQOWaEVRHsncB/clxtjf8TscDg9njH3OGHvIsqyX8A2VlpbKBosQYhVj7Gtd15/mnK81DGO6v/+SZDK52n9GNLa8eDwuG8TRaPQ6xtgnlmXdY1nWG6qqriwrK9tr+PDh+3DONxiGsY8fB4gSmcZoTHDO52XGcWdABcw5l+8WDBs2bE80mJDn0NBGPPD95ufn7+04jgcRgPMYYyOTySQs2TcjJJPJt4QQ1+FYIpGApW2dn1ffT8QT47Dftu0E7h38L7xbIcR4/EYc8J0Gx74toVAIQvn96urqRrerADTS/J8/SyQS0zjnqxFHwzA+VhTlMRxwXTdcU1PjIS1M0xwruPivqqrSzQBuWclkcnHwzK7rfhB00SN/orxCfrUMY5WiKPORj5EfkS89z5OCHULJtu03/N+vt8VQ41uoZwXlKsSzpmh3qA2Nhx/B9UPX9XrO+auMsftRRsZiMSlObNu+Cs+ladpMy7JQPuOb6odjkUjkDs74x8w0UU4uRbmJdwXRrGnaG4yxVZxzWIK9SCRyJa5JxGJTGWNvyzQ2zA/jiiLrC8dxVM75mxlxRln/DH6jjLAsK6/xgXaASDiSNgxja1lZWb4vqK+vrKwsMgzjw3A4bAbnwbAkOP+aMfZvuEdyxj7DtwnB5Lruenx/qEvw/cViMRd50a8n5yCPo9xFvRsKhQ4xDGMDY2wKejTwTUejUSnW/HriruB/cs6nQVziN+rPtlhbfUFdyzlvbLxA2CJf4TfnfBK3ORp6aMjee9JJJ3mu6w7EtqZpTyOvMcbuMQzDi0WjU4UQaNzieb7mnD+GZ0OPthKP/xkawX+WRYaur8rLy9sHBhEhxEeu697j5+XHoQ9w/3BFeJRfZj+Ib1Jw8VUkErkGx0zT/AnqSMdxHkIvNO4RGOlaA4IawjV7PwyeKFs0TdtqmuaTjLGvDMNAw+nHiUTiS0VRZCMK8TZN04PuQZmEnlLHcf7quu6DiFPQqGypnEYeNAxDNlRgfMF1/n40lGUZ8IMALUqIqez9mcAiZ9v2IyikNE3LLLgHc85n4reaSIzTdf254JimabeoqlqH336X7zlouSAgAziO09+v0GZhH3yfMq2m7UFzgto0zQNg0hBCwJ/6V6qqrlEUJagMf6pp2jeqqsrKGh+qEGJBcI90Ov0LfMCoMKurqy9ijP0XH5j//4qFEFIAxGPx6a7rfiyE2MZq1RY450+m0+l6v2JebFnWZk1VJ/bu3fugrl3DP9dU7RNdkdaOwNKxTonHpXWAMfZlVVXVpfhdXl5+rGVZXjgcPjiRSFyj6zqeR757RVHOhMUJH1Z1dfVJQ4YM6TlkyJAiNJYmT568RzQaTRq6/m4oFJKW3EQkUqnr+jc9evT4leM4EJ3PZqTzPbBS+HFfahjGkShwYGnb5sF2ANu27+ecL7eF7SmK8lCwH40FvAtYG7FdXl5+rmVZ9fgthEBlMSc410+rxkqpsrLyGF3Tv45EItIaMmTIkD/pmv5NNBrFdYej9yLjWUYgf+A83yfWxH5UwMH9doYWBHV9NBKRebFHjx6/N0wDBV8IhVcgILt163YAGni2bcvGDOd8Kqw++D148OC4aZofnnjiiXvD0qvr+qewzOBYNBodpOu6BwGBihDlQMbzXieE+CvOwzuzbbvvt027aDR6NWMMFW7egAEDDq6urtYEY+gZkuMyNE1bZ2iarOQgYPwGrBTbENGxSOxh/O7Wrds+qOgikcgA+HcGFuBuXbr9yTTNNSin+vbti+/1i0QiIa13eXl5v9Q1/Z14PH4yxBca8Mlk8k++FQXfJwQanlHHe8soizIbq22mOUGNysY0zT8F+TAajT5i2/bnnPMJ/nUnMcYayyg02iGeKioqeuqa9lV5ebm01uEbRtpVVVXB/xdWoJlB2nHOzw8qMb/h/xfsHzVqlDSQfBt86/6SaDT6p+xjAdXV8Yiu61+EQyH5LYbD4d5IL1ivk8nkINsWXtB7FI/HL9E07R385pzfzTmX1lJ/+3n05A0cOHB/Xdf/o0Sj0kKfn5+/n6ZpX6KnDd8JGiEjR47cy09LFhhEbNueAAMJ9gdGoZaARd9xnM9s25blqmmaW2H8KCsrkw0ZRVGu03UdDR4pLDRFORFGKP/aS3A+GhPymKZN0TRtDAwPaMjG43FpeUXPiq7rHymxmKYoSgXS7uCDD5ZW1KrKqnMNw7gnEokU4PmKi4ulcQZpjvdXVlZ2eDKZDKFBn/F9XgzjDs7jnC+AlR/72/J9KoqCBipE4XIYjvC/FEWRdXaAqqqLdV2/L9jWdf0VVVUfxPtljMlGMsofwzDqMo1mfj5uLKcTCfVWQzPQ4JH1jKqqp6qq+h5+w+iCfJqRfycGPS7QB7Zto2d1h8raHRDUTzpJJ12YV9gdeRUuSyNGjDgGBi/UifiecF5ZWZllaNrEjHvMQ0MYv9EoQvopfl0LdF3/QFGUU1B++flSWpfR0yKEWIjfhmGEo+GwtNZ27969iy3sJ2zblu9o4MCBfVVV/bK8vFwaNnEPPEtw/5ZoTlDbtt0ZAr6srEz2vMWqqqLwRkAeiUajF6qK8hH2JxIJW1XVz7B/0KBBhZqqfe7vRw/1okBQt1JOL0AckE6GYRyK+h774bOPZ8R+1L+Nkfu+out6QlGUL/br1EkKpEwKCwt7+y2WlOM4jxUVFQ1BiycejT4eiUQuw0Ab27an4FxUAjU1NWhNykIplUqhe/MlHEMrvKamZiMKZGQUFF7JZPJodBvhN/Zxzlfpur45FotJIdAewMLZnKDmnEdSqdRHiIvrup8nEglpAQWMsads2w7cOI72r5Eft1+4zUHXp6qosMicicEtOAYLqW3bz0NAqKq6SdO00bZtb+Ny0hYYY+Nt2z4f1hmEqqqqEZZlbUABh3SCRcBxnLn+e16UTqdXolfBFxIo8BoLGcbYfHTz+xaWVXgmpFsymUThPK+xK3XYsCOTySRapahQfoSuaaQlxCb+j+u684QQa9GNDqttMpn8CPsR0uk0/C3lwBac4zjOMnxosLxEo9FLgu7gHQHpZprmGUgXxth7kUgEhZds2du2vTyZTC5njC1Np9OeYRgv+nEtRGET3ANde75o/a1/TwizD23bDt7ZglQytQ5C3Hfl+dzPm3gWNGRk3sHgwXQ6/TaOwbodj8cfy7DSfStaENSLTNOUIgRYljUZjT/81jTtKsMwPtJ1/X3btj8Nej8gzlKp1FrE27Edj1nWGhSWjuMYqVTqHRTwOGbbNtIOPRAHwDUnmUx+kpF2WwK/Z6RZMplcgfhZlvVBLBa7vi2N3759+/7O0I0nUHkxy3o7kUh86tgOrDGZ90e+Q9nxZk1NTR18rHGMMQYLc2PXIiwjqGBRJqVSqfcRV8uwPk4mkxDaPf0KeYvjOLCQ4VkW1aRl/h6B7wDP67ouvoUlqVQK+2WDizFWgeeXacrYGl3T6xORxHaV1I4CodWKoJ4Oi6Cqqp9qmnaWEGISzoMrSGYvIKyHEJtwcXFd9z00APy0m+84znq4HqEL2nGcTzPyKnqcZGODMXZpOp1+13+ujZqizCsrK2tWFDcHLNSqqn6OAWvZxwYNGnSUb2nHuI53Ublm5C9YJQ/B+zVNc1pwjaIoKP+leIN1MtPHHlZEv4F3kBDiY9u2Z/vf50J8dyir8Q1zzpFeEE9Iy7UQ0rheCBEYHpZYlvVuIpF4evDgwc0OBvd7shYG5SrSRVGUG5HX0bODxlE6nV4TlJGu6yKvSqMJLLSWZUn/Y2AYxgjBxNP++I2tQT5EeYl7BHmXMdaYxgF45mQyuU0a27a9QdO0w9Gln5XGmwO/Z5TXqVRqpXxe03w/Ho/fhYZl9v0zSSRij1iWtao8JI0rd1mWdUNFcXFP9IDEY7FGVyzBxHxVVRvHc5imOQyNNTRA0+n0B/L7s6z3Ue5GIpFGtw0Y0GDRDbbhZldTU7M66x3KxiznfDTyaFD2pFKpjznnQe/2q8lkEu9+CRou6LGAW1Fw32zQC+W/oyYFNcpwy7KGKooySVGUO9F4Qz0AMcgYa6wrsvHru9747bsDroBLZHDcMAz0NFzmn9tYjsMQEQjqTp06/ULX9btN0/wAjSvXcT5DTykOxMKxPFVVv+lT0OdANBJxD9QJwf1bojlBDa2C9xkYB/De8M3B1TESieyNBlRBQUEfTdPGxWNx2dsRiUSqE4nE13BF8RsD0DqyrG+pnMY3n0wm0eMCfYd6fgP2o2GFctqvK9drqrY4Eokcvm1Mv0egNYzWViQckf6SAZWVlWWmYXgoKJPJJKzYsrAKh8MnwcnfNM1XdF1/U3AuB26YhoGW6z9hCYN/WyKRQCF6NI5xzse4riv94vxEQoHbzzCMQZxziJmDYHGBj6hhGBt3xKrwbYDvaKbLRaaght8pLHyIn2maq2HRCs7TdX2pZVmyiy9bUMNqB4ulaZpTErEY3sGBQWELQccYm6nr+sqqysqThSswMOnJ4L5tBT7U6NrM3BePx+MQx2aDf+XnsVgsMXLkyN+hYEFc8WyIo2VZW8JlYdkt6Ps5ouA90rKsO3Rdn4oKyk+3P6JLCwIMFkGcj4F/lmWt1HUdPtFDdV1/G91RmB3FF2M9IcDRXW3b9otBOqNXA4OzcA/btpc6jtMHfluRSCTFLPaJruuyq21HyPShrqqqSsGaEFhy/I+4APkoVhUrYYxt0HW9n1+YNSuodV0fbJrmF+FwuJvvk/k7wzC6ozKEiPUrNfksaBig8MV1mInDcRzMUnFQuKysmnO+Dj7M/4tt22lOUKNbuLq6utEvXdf1DYlEolTTtOHoUo9VV4vS0tJ94/E4LAHyG/UHr8pxCvF4vDeew7AMR9f1qGEY70Ik4HlVVf090g7fASzuQohpwfM6jgMhdyfu5zeQC+GyE62COzODiK/IjOeOgDETcI1CvmKMQXBKVwTTNLfAunPyySfvi/eAngxYV/xrVlZXVjdagjRNq0ej27btU23b/heeUVGUwyzL+gdcCWCRhtUtGo1WBN+BYRjdUMHC1cN3N+vr+9XrQaWOxiBErl8WYeDWzaZprsyIfpuwLOtyIcSDwXamoEZvCmNslmEY8yORyF9RFgY9WU0Jalh5DEUZZBjGJ7D2Iu38geI94CsKH2CIqozy9epgrIhv/UNP0UElJSWwZE8yDfPbuJ39GG4NqqJmd9/+GD1jserqGsZYKVwGIpHIHzLjOCo86ue2bVehyz+4KF4djxi6sQW/mxLUEOcoi0zTRLd4X9wPecOyLBgB9vZ7kOowQ4efX49Hvvevn4BxFXjmyrIy+JCj7II/cpM05UMNDMOoTyaT/TCORtO0WUEZie8A5QTOQU+OqqqNPbyKotys6/p4uBgZhvEVertwje9udAzibprmCbquLw+uKRxYeLhhGOWWZSloIKPBk/n+/J41PMfcjO/zOrhK4HrfQo1y6KDKykqNMbZV1/VmXdKqqqqQX7zSwtL+2MZ3HrgVlRUVhWwhvMClzjCMt2KxmHS/AGhoGIYxFi5wQohxssyNxQ41G9xaGt9htqCGa4Su65hxo7GeQVriGMS2bdv3ZpS1UwJ/ePS8OI5jNaRlJQbdbcaA2OC+2WAWLc45BF2Tgtrv6XxBUZStcHUQQryC3nJVVfN0XYfFXFpje/Xqhd4QPXApyhTUcBE1DRM9fY1ucNLlxzBG++c2Kag1TbsTPWmRcFj2bsK667qubLxgYghVVaVV1x9jIXtfgvu3RHOC2nVd1Ntb4buObdSXhmF8GvQy6bo+TVGU5zVN2xguC0v9h4HGqqpK1z+4SsIgEdyvpXLaz4OKX/4MCFxd4X4WlNPFxcXwaBhrGqY0tH5vgaVLcPF5NBo9B93g1dXVp3LB308kEs+iwET3C3yfsq8zDCMUVEixWOws+C3CbzoUCiFzvh74z8ENABVgcB0Kf3SzmaaJrvU3kfkgaizLusyyrF0uqOH+UFJSUqWq6gpVUccG+31BvQIi2J/GSwqSRCJxq2BsU3VFRbGqqqPQXR24Bfi+eysyBPVPOeewAEmBV1NTg4GWK3AMFeWwYcPgwyR9+4QQp+FdNEasjaBLHoO7fIvPIYlotBRWBlVV4Q+NQUNzIGhLCksK4AcHHzkIbP9a+FC/Fg6H803TvFdRlA/QCsWABcuyvkkkEsnCwkIULBNUVX0+Pz+/C7qBNE0biQ+BMQaLpV5cXHwY/K0MzTgrPz+/bywW+zsqB1hEHMdBN1+j2w/8xGDBwW/4qiaTyd4VFRV/jEQiDvJKWwS1EOI5DJYItlVVnagoyrxQp9AecAWBoIa4r66uDvv37oeCMvCrBBAy8MkNfNPQWNR1/V34VBcUFAyoDlefjUI1EomgYMcgROnXCizLgo+trDgDH038v0hlpJIzvg4DiYJzvw1+V+WqYKBkAHpu0DtQXV1dCJGmqiq67ODzdjF8qkvyS3pIP0ch3jcMAwUyepSmo0tWxq8iMgCC37Ks4wcNGvR7wzC+MQzjksGDB/eLRqO367q+BtY7dJlnfuOcc8zgcL8ftxVoHMbj8YMikYgJQa1p2g77NTYFBkEFglNRlLFIp/Ly8pLS0tKwrusblbhyGo4JId5Cz0M4HA6hwtJUzYPF27bti2zb/jeeEd20lmU9Ces1nl9RlDcdx3kWPWrhcBgNiQ8gsOHywDl/C+IW97Ysqz8sJ/jtD5yeg/uVlJT0gD8+vq2saLcKXJ8qKiqiqqquVxNqtqB+C40YCAr09Jmm+S5cA1zXLUcvCc7zx6lI/2cAFzGIHT+voov6WqQdfG7xnsLh8H64PrPh6Df+pH81xBLSEc9VXl4+BL0r8KcMzm0LSkQZwBn/RlPVB+HOUVlZKd2EIKL79+9/ACpuTdPgb3uFH0f4t9dX5FXsA5cP+BorinIV8jJcb2LRmGw4IH5CiMbp92CVdBxHoOGPBpRt2w+GhoTyYMxBWobD4R5omAWVNsDAJ9u2Z/m/UU6ehmeGYUhw8ZZhGBiI3SQQ1PjWg3JVUZQjYrHYbWi0I8+Hw+EKZjHEfVhocKifpmrP+v7VyMfnp1Ip6T8MVw7Lsr4Mh8Mwvuyhadpbtm0/XlhYOCgcDg/Tdf1DuD1VFxd3xr3R41ZSUlKsa/pGVVFfClxaMHuR//6uQSME42B8QZ05EBv1QNBjVus4TsT/FhTO+XsQg5nPGNC9e/e9NU37CMI42IfBwRj0HGwnEom7VFV9B2V6IpGAK9l6GB8g+jnnX0QiEQzCHwkXOPzPcDiMBu3DlmU1utfB7Qg9u8E2jAKoZ5SYkkY9o6kaRK100fFdfhqn5fUNR3KQLoQayib8H3xXENSGYTQpqEtKSvqg90zXdGkIDPbDdS3Dmv/gyJEj4TYnjTN+z0RRWd++exm6jnEXt6LhqSnabDWReDew7iKvQRzjN4xNiqLguknQBZZljRCcexUVFYNRxmSW434dJIWyYRiPmoa5cMiQIccgvziOg7L4WfTuwr8+FouhJxz5Gj2nqwOx2hooO+Hyk70fBgzXcaE/nkAPumVZLyQSibrAwh+Px4cNHToUPbrS/QyNEZRb0Wj0Pn+cB8qlFXD9wPFWyulaXddlgwONJiGENEZgrEtQTpeXl2Nc0pOGYTSOs/regoIOLRCIE/jLxuPxh4MXD6soptrJvgaJiBaHvwmfmusZY+hShsVuduAvh+5HtGgzrnsa3ZRo4TiOg25XdNGsxrWJRGIbS/muAJWWoihLISwyZzzAzBuoYHwnegzykl206N7UVBWNgHpYdlGQBtfAWotrAh8peQ8uajErCrbRKsRx/IYoQ1ckfFf97eHZI//bAmPsr6lUarnfhYgKYL2haa8Gs3lA0KPnAFNA4V1Go9EHkYb+QIkFlmXBZWQtBmqhcg3uq2naucyyNsEtwzTNN0sKG2b0SCQSsI5hP9xKnh3QtaucYQHiG12DGGxhWdaaiooK6YIAq0LmzA3wnw5GeKMycF0X6VzHGPsYo4zb6PJxT+ZMBvADNgxjVTgcRs/C067rLsU7wZRJiUQCQgbd+yiYZFcW8P0uX86cbQSWGPi849mZxTZXh8PSygDLUKawgQWTcy59eeG7mE6n0d2F59kKn8nA9+3b4lvdXobYytqPucbHI+9CWFZWVkawf9CgQceqiopnrofV2jCMySiUO4VCe8Dak06n4X6F97FeU5SX83vly/tiFhhYvfG88DWvrKwMBoahIm6cxg4uThkuH/CtrkWhyRj7UNd1VMY77PLRFP79pVUMXaf+YNlNCCi4g94Rf27VF/D8nLG6ysrKOPajQVNTU/OW/y28ZVnWsmCGhYqKClhmMBfreny/0WgUc5H/1HcTwGAaeW/0mAR+8XDz8V1AkKbI1+hqlzMatAVYtlRVxfWri/KLGr8x3xUF3cyw7Oxj2/Y6TM+GY77LgRQfmNUEg2eD6zAoKvAvjkQilXhOP+0gpoOBcfAFbxQv/oh72bvAOT8V78kvLzaZpjm/JT/o1ohEInHLNPHe4U72Dga9wjUwOA7/Zs443IMQx/UQwdgPwec4ziIMKnUcB767YyHucAwDl7IGrT8azGARrazsY1kWXCCQ/9+prq6WeQazLqGcRfmLbQhO27blQGsItCD/Q1wauv5MSy4fmFEiqIfkNYLXGYaxuaKiQrqVAVVVT4fLjF9G1paWlkr3BvTAua47zTAMuJ6gnIQBQYowGKcsy3od4yCQDyORyO2BBTQSiaRR3/rf74x+/fodif3+jDbL/fe3IZg9w3Gc0szeTQzaC6aCg1thMpmU5R/n/ANMf9ucL3V1dfWF6FnOnBEH5TQsicE26gxd1+uqw9WjOoU67aHE4/Bph4vbWkMzZMMH7mNwKfS/vxUoU2D5Du6BiQyy10hQVfVsy69nLMtajMaEf25jHgf+IEXZK4dGQyqVCsra9w1NexD1c+Z9A9AASafTyCP4v5nPdxlj7GL8hq826r/AJQZaJLDuxuPxYjRg/DpyEaZnzbjHhMzpdTGWQdM0NGTwLWCwrGwA+GKysRz3DTPSUJefnz/EMAy4r6yV/siGMTUejz9vmuafU6nUZ4HLi2/hloae4P+1BOq4zFnUAvxenFrDMCa5jvu2YRgzQqHQUcHxnj17osfWw8wu2IaRI51Ow41qsR+Xpb67xhU43lI5jboSvZ3+bzQAg/E8bkb5swHfDnrGGyP5PednZ5111q9g0c3cie78pqZwaWo/rMv+oJ5G4NQe+OEA/xqIqR+hOwsDXvzpwho/gl2N/xFu9wxBXPAsQeEcgOfIfhc4N/uZswZLNB7HPTMLNryDwMH/24Br8Z7wvhCam7gd8c4sdHyx9ia6abKnZQsI7t3E/l9kp6cP3tk25+P5Mt9hZrrjHQWDTr5NDwTum5mHQBBnHPMHrfw6c+BDE/lzu7QLwLNk+h1mX5u5jf8XpMOuHGiR8V00goaQruvHNJU2OBdpE+SxIB9m5pNm0k4+b+bAu+znzcyr2B+832+Tdk3R1LeA/Jydp9EDpqrqsdnPj/gGZQfilnksIPs7aCL9M7ezy6Jv3WCA20lTZVlmuZdZZmS++6a+oez35KddY/xaSjv8xjttKS98G1obZJQdR3/Qp/QTz07LpuqHYAxHQGY+B9nPnLmdmf9bimMGjWmfkZ+aSP/QHtllHiy7fi+cfM+ZxwIQ92a+m+3qyoDs95f9vN/2+8Q52fuy378P8mjjuXifmd8Szm/p+2vq+wZN1TPZ/z8z/fE7SMvWBtXiPk2dk/kNZX3/TeW17dIYZHy72wC9lJVXgjIlODe7zPlJZvniT7OHXijMLCK/U7xP9HwEQrw1mngGCVzdAg+C7HcOMDAS7r7hcFi6/sC/3Lbta4L37Y8Pw6wm26wX0FQ53dwzZ5bTzeV1guhQ+IIag8C+9bR1xHcDrBlNWR9+KPjW4jZNCUbkHphbGH6o2fs7OphiLXCNIohvA2MM7juyJzfA/14a3XC+DfBRRy9dtqEQJBIJ9BBiNrNGF03fza9x7QV/38kYlJu5jyB+0KCFiHlDA99RouMAX8Vsv+ofEpkLBhAdFyzsEgw0+z7hDwjdqfEEBNEe+K4XxzfR+wARP9y27Stbmw2GIAiCIAiCIAiCIAiCIAiCIAiCIAiCIAiCIAiCIAiCIAiCIAiCIAiCIAiCIAiCIAiCIAiCIAiCIAiCIAiCIAiCIAiCIAiCIAiCIAiCIAiCIAiCIAiCIAiCIAiCIAiCIAiCIAiCIAiCIAiCIAiCIAiCIAiCIAiCIAiCIAiCIAiCIAiCIAiCIAiCIAiCIAiCIAiCIAiCIAiCIAiCIAiCIAiCIAiCIAiCIAiCIAiCIAiCIAiCIAiCIAiCIAiCIAiCIAiCIAiCIAiCIAiCIAiCIAiCIAiCIAiCIAiCIAiCIAiCIAiCIAiCIAiCIAiCIAiCIAiCIAiCIAiCIAiCIAiCIAiCIAiCIAiCIAiCIAiCIAiCIAiCIAiCIAiCIAiidUzT/FmnTp1+kr0/YPTo0XvgHEVR+jqOc2T2cWI7fjRy5Mif4p3577bdwP/B/8veTxAEQRAEQbQ//6fr+gWGYdTbtr3YMq31lmX9Y8CAAYcGJxQVFYU0TVvAOX9LCPGmEOLLWCx2wba3+X4wxvN+MnHdN+6k+m9unbz5m/OfW/Z5l+xzdhQhxJPJZHKJ/86WMMbqI5HI6dnn7SzRaPT/OOfjOOcHZR8jCIIgCIL4wfDinA3VM5Z/es/EefXtEl5auPmeCXPr735x3pZtRFc0Gn3ZMIyvEonE2YZhdIvH49yyrEW6pn1cMnDg/rBYx+PxNaZp3lhSUtLDdd3fG4axX0uW7I7KhLXf7DOp7sOps1+Y5c275W5v3kNPeVMXbNg6fsVnVva5O4IQotZ1XYcxdrSqqsdGIpGbOedePB7vnX3uzpJMJvc1TfN7lyYEQRAEQRA7zMS566+sfdfzZq38vF3CnDX/8aYt/9h7YdGmHsH/rKqqUgzD+Hrw4MGHbRubTr+yLKs2kUjcVlFRMSCRSMwKh8NnJ5PJxy3LejgUCh0bnBgKhX6XSCT+mXJTz1uGdeuxxx4LEd6pvLzcYIw9Z9v2c47jPMs5v7dTp04/5pyfmkqlxmI/QjKZ/NM2/7kdeHrWmkMnLdpUNn52fdmL8+pLmw6bSicu/XDs/Eef9aZWlnhTykLelNIC7/UzzvZenL7i04lLPzImzl1Xsv11DWHC/PXlkxduzh+zeHGja4cQYr5lWY3vCmiatkoIkcLv8vLyYy3LetR13ecYY2PLyspKsd8wjD9wzi+Lx+N/TqVSz2uadrd/vwGpVOo5zvkznPN/4f0JIca5rnuoEOICIcTvcF5hYWF3XdefcV33eUVRLtx33333FEL8Df9HCPEY53xsTU0N3n/Ctm0TITOOBEEQBEEQHZIX566/YMaKT72J89a3S3hp4WZvwrz6/4xfsPGY4H/quv63eCw+d9uYNAABrWlaLWNssG3bXyuKsiURj1+t6/oEwzC+KS0t7Q4rtaaqcxhjSw3DOFPX9Y8TicTMUCh0sKEbnqZpjzuOM8y27VM55++PHDkSrglTHce537bt4/ywd/b/3pVMnLO+YvKSrR9Orf3Am7z4veZD3Ufe1BlveVM0xZsSCXtTlFhDKMn3pvzlAW/K6q+8yW++u/11fpiy5D1v2rKP8a4nzVj7zS/xvyGoXdfVbdvuomna4XCT0TV9bWVx5ZGhUOgATdM80zTHOo4jDMN4VlXVz7p27fpz27Y7p1IpvL91mqZdxRjbpGnag4yxP6bT6eMYY1cIIT4WQhzPOR+mqurBnPO3Hcc5uH///vvqur6FMTbBNM2zYRGPxWIP27at4X1zzuuFEA/jPhD7QogHhBDXZb83giAIgiCIDsd3Iaht277bsoxrto1JA9FwuIJz/moymcwXQngDBw5stGxDaOuqfn1FRUVXwzC8/qH+B2D/kCFD8jRNu0PX9X7MYh8P7tOn0fLNOV/kOM5vOOcTDcMIB/vbmwlz6q+qe9/zpi37yA8fNx1Wf+W9MmGONyVa6U2JR/8nqMtD3iuXX++9Cgt/9jXbhI+82b7onrb0U+lWI4SYk0wmV8P1gzG2vCad9lRV3dSjR4/f413oul506KGH7l9VVXWElkicZdv2ejQ6IJw55/8pKSwsxn0qKysL8J5LS0v3xbZ/fEHwjIZh/JJzXjts2LA9VVVNaZr2YXCsoqLC0XX96mCbc/6C4zjxjO2/IR/ALSWVSh22zz77/CY4RhAEQRAE0aF4cd6GC2eu/Nx7cf7Gdgkvv7HFmzC3/r+ZghquBJqqTdk2Jg1UVVVdrKlqLcSvruuN4g3oun69EOJ227Z7CSFmZR4DnTt3/oWiKPcyxj6zLGupbdszOeebR40a9XPO+QTOuZF9TXsxecHGQyYt3Pz0iws2zZ44b/3MpsIE/F2weebEOes+nTbqNOnqMSUR8aZUV3hTw6XelHFTvYm1H7wxce76GdnXZtxj1pTFW2dNmFt/dvC/YaHmnJeYpvnrcDj8m/z8/FLTNJfqun4LjicSifMYY58Yuv6epmn1jLGNeEeMsSMYY4uC++Tl5UnBDNcObMOyjAZKKBTaA9u4P+d8CQS167onc87HBNdmwzmfZNu2nbF9fSqVegcDJ03T/FDX9PpwONzYeCIIgiAIgugwvDh3wyXz1n2znSvBrgqvLf3Qe+mNzd7zc9bCVUNSUVFRzBjzSkpKYplxOeqoow7EjBSJROIy+PlqqvrJkUce2TiYUVGU5bqu32QYxpG6rn/ZtWtXadXs37//EYZhXITfoVAojzH2VTwev9F13ZgQ4i3XdX+1uwV1W3hh9Zd8xsyV3utnn+e9psa96a7rvTH2FW/C4q0TJk/2pHhtC76gbmzAgFgkdgdj7N+maR5gWRbcMaKdOnX6ZX5+/hGWZW2aPHnyHnD5sCzr0/z8fDnDSEVFRU9N0/5bVlYm06A5QX3SSSf92jCMEZqmbQj+X1FRUalhGKcE200I6vsYY5fi97GHHro/5xxxezY4ThAEQRAE0WEYv2DjIVNqPyjPHuy2q8Kk+fVlGFQ3ceHGX2X+36qqqn8Jzj1FUe7knJcrivJnZrENqqqu6du37144R1GUubquvx2pqjoukUg8KbjwCgoKBnfr1u1nuq6vtixrYlVV1QhDN9YpicSKbt26Qdi9ryiK9M3F7BOc8zW+y8drnHMR/P/Ro0f/GJZuWGYz4/VdMX7Vl+bkN99d9NLEuZ9NmbVq08ur/3PHpJVb5XtoK0KIZa7rnmHbdhmCoigXwX0mGo2eEI/HD0JjJhaLXRyLxUYyxurS6bSXP2BAt5NPPnlfx3E8XdenJRKJ4RDLsVjslU6dOkkBbVlWT875qkBQx+PxPTnna4877rgD4b+ORg5j7M7q6uqTTNPE/3gmiBPnfIbjOOmM7Qds237Ctu3iWCRyim3b8Ie/Gf7YgUWcIAiCIAiCaIV4PO4YhjHPtu3X5ZR5un51586dfxscHzhw4OGGYWDwHCyuMysrKxPBsbKyssM1TYNIm2+a5rjevXt3jlVX1+i6/mKw0Agsp5zzh/xBiTcwxoqC67HgCWNsJnx4g33fNX/zvJ+O97xDnvE8OWvGt0UIcU8ymZwJtxhhi1mWZb0RqaqCzzqE8E8qyytvtG17IWdsYSIWe8g0zYmRSKQgdXwKs3wsNAzjnpSbmq/r+gN5eXn7BPc1DONQCOFgmjzfh/ohx3EOxDZmC7EMa4HjOAsURbn/iCOOaHwOxtjNEPfBNuf8uHQ6PR1xtG37DV3T/gWhzjk/gzEmZxchCIIgCIIgdjNtnA/5R/Fo/D6svph94IeKYRjdIaiz9+9OIpFIZSKRuDV7P0EQBEEQBJFjpEPpX1SHw+cF7iVEo0vHmsCl47sgWhVVMnsiCIIgCIIgCKLDYJrmXoyxisBlhiAIgiAIgiAIgiAIgiAI4vsHZtYYPnx415KSErlceAY/NgyjKxYQwQYGvTmOcyRcEVzX7ZlKpY7p0qULuWgQBEEQBEEQP2ySyWS/oUOHempCfS1zfygUOtZ1Xc+2bbksuRCiMplMfoTFPxCwAAlj7J2KioryzOsIgiAIgiAI4geF4zh5gvOvVFX9TygU6hrsj0ejoyGoGWOvY5sxxjjnUzBnNEJBQcGBqqpiCfE3/Evg6xv4+2b+ziY41tzxpmjLuR2Vtr6TbL7NeyUIgiAIgiB2FizmYVnWDEVRVkYikQv83T9JJBK1qqpOFkJMxA5fUE/IvLaioiJqGEYd57yH4zhvCCEQ3sRcxtg2TbNXcK4/T/Irruu+gSCEkCvxVVVVHccs9rbjOEuVRGJafn7+fsE1tm0/mEqlFuFenPN5ruv+PjjWUbBt+3lFUcYG2wcffPAvLct6zbbtq7AthDjKtm35zvD+0un0ouAY5oEWQlwcXMs5v5Vz7gbbAUKIp1zXle9JCPESXHM454+pqvqY67rLDcNYGIvF5AItnHOLMXZHcC1j7DzO+bnb3JAgCIIgCILYcbDAB8RtPB6/Lh6PL8W+wsLC3oqifK4oykghxFTsE0IoEH5YMhxB1/UzLMtaFw6Hr4NYxkqHjLFSIcQmiHRsY5lxBMxJPXLkyL045+uSyWQljkFIVlZWFmClQMbYmYlEoshxnLmKoryM/9e5c+dfWJa1xnXdGv/8eiHE4dnxz3UYY8uZZXkVFRXSFx2NkBEjRsCV5n5s27ZdKIRYhWf039n1QogXcAwCWgjx14x7jRVCnJNxewnnfAWWEsf1WOYcKxwmk0msfLkwGo3GLMt6WdO0xWgoOY5zEudc3h8wxm7hnN+17R0JgiAIgiCIHcYX1JNKS0u7q4r6FQYjqqp6hqZpC1VV7SOEmIPzGGNVruu+L4SA1Xqyruurkm7Si0QiDwT3wrLiQojFENHBPs75k4ZhdBs9evTPhBBLhg8f3rjan67rN2maJl1KQEVFxQBd1z/DyolYbVFTNS+RSHTHMd93u8MJas75S5qmzYpFIpdhO1odfdo0zaW2bcsVCIUQIc554zuwbRvLjMtlwhljl7qu+wrnPI3gOM4czvkJGbeXwLKducokBDVj7GM0jLA9ZMiQPxmG8UUkEtkbFmqsnhjc03XdiYyxq7e5IUEQBEEQBLHj+IJ6On5rmrY6EonA+vxcPB6/sKam5nAhxDwc83HcejsAAAPUSURBVF0+pPuHz4/CZWUhxtkHuq4fgx2c8/2FELVCiMZlrrEUNgQyLNQ4lkql/hAcE0Lckul+oCjKvpzzOixPXlVVdYSmaZ8UFBQcCp9tCPWOKKht235VN80T4vH45MLCwqPjsdgMwzAus237Ef84LNSy0QKEECcKIZ72f/85lUqtxXtHSCaTm4QQQzPv758HlxgpnoFt210sy6rFe/d3/YRzvgQuM7ZtJ5LJ5DvBPVOp1BrO+ej/3Y0gCIIgCIJoE76gnoXfiUTiJl3TFmmatq6ysvIQTI+XJai38aE+4IAD9jNN81PLsvpguylBHZBOp3+bLagVRRmtadrGYDuhJZimal/jd2Vl5TnxePzN4BhjDKLxoGC7o4BZUuBLnkgknmCMTYrH4xfZtp0UQjyB47qu9w5mUgGZgpoxdh3cPoJj8IvmnJ8ebAdkC+phw4YdZFmWV1lZWYbt6urqQl3XvW7duv3atu0axthTwbn4H3D7CLYJgiAIgiCINiKEqBZC1OF3RUVFz+HDh3u6ri/CNmOsAP69+G3btuk4zntCiEsQTNOE7/RWRVHqysvLpYsHrNHwoW5q8KBt23vjWE1NjfQlBvArNk1zM+d8qmVZ8Bf+RE2oF6fT6UMYY5t1XV+B/2Xb9uWO43wCIbrtXXMfIcRqDBKsqqo6BdMTlpWVwVJ/JlxhMKd3OpV+0TCMFRnn49gU/Oac/0UI8Y/gGOd8EqzWwXaAEGKtZVn9g22kg23bHxmGsV7X9fsZY+9Ho1HpmiOEOI1z/mpwLuf8PsbYPcE2QRAEQRAE0UbgRmHb9qn+5o/h16yqqoENxtghtm2fEZyXSqVu55w/hGAL+0FFUa7r3r37wcG94vH4npgxItOHOsCf5eNcuH5k7i/My+tuGMZ9ruvifmnscxzn9FQqtdK27b/gfwkhHkwmky8IIRqFYEcB72/48OH7Dxo0qHM0GpVi2HfzUIQQ+SNGjLi3vLzcDM5njA0O3Do45xEhhB4cg88zGjnBdsb+swzDaLT8w+WDcw7L+MhUKvWAqqonI21xTAgxiDE2POPcBOc8HmwTBEEQBEEQ3wOEEFfAgpu5jzEG4bcgcx/RNIyxw+CLnr2fIAiCIAiC+IEAKyosuJn7MIuFEMLJ3Ec0jW+hxiDE7XoKCIIgCIIgCIJohZEjR/4U7jqYHSX7GEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQxPeH/wfwU4r81w85ygAAAABJRU5ErkJggg==" alt="" style="border-width:0px;" /></span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;">&#160;</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">У цілому, за 2025 рік, на виконання наказу 132, гарантований покупець забезпечив ПУП електричною енергією обсягом 3 533 тис. МВт·год на суму 20 637 млн грн (без ПДВ).</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">&#160;</span></p><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;font-weight:bold;">Продаж гарантій походження електричної енергії, виробленої з альтернативних джерел</span></p><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;font-weight:bold;">&#160;</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Згідно постанови КМУ від 27.02.2024 227 "Про запровадження обігу, гарантій походження електричної енергії, виробленої з відновлюваних джерел енергії", яка врегулює порядок їх видачі, обігу та погашення, Підприємство протягом 2025 року отримало 7 023 099 гарантій походження електричної енергії, що підтверджують виробництво електричної енергії з відновлюваних джерел (далі - ГПЕЕ), які підлягали реалізації та перебували в обігу, за вересень 2024 - &#160;листопад 2025.</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">&#160;</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Після отримання ГПЕЕ Підприємство виставляло їх на продаж. На звітний період Підприємством було проведено 727 аукціонів з продажу ГПЕЕ (540 на платформі ОР, 187 на платформі УЕБ), на яких було виставлено 2 676 780 МВт·год, реалізовано 63 218 МВт·год загальною вартістю 316 тис. грн. (без ПДВ).</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">&#160;</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span><img 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" 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" alt="" style="border-width:0px;" /></span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;">&#160;</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;font-weight:bold;">Виконання ДП "Гарантований покупець" спеціальних обов'язків із забезпечення збільшення частки виробництва електроенергії з альтернативних джерел енергії</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;font-weight:bold;">&#160;</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">За результатами 12 місяців 2025 року обсяг електричної енергії придбаної у суб'єктів господарювання, які входять до балансуючої групи</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">ДП "Гарантований покупець" та яким встановлено "зелений" тариф, склав 6 520,92 тис. МВт·год, з яких:</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;font-weight:bold;">&#160;</span></p><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#081827;font-size:11pt;font-weight:bold;">6 031,12 тис.МВт·год &#160; &#160;&#160;</span><span style="color:#081827;font-size:11pt;">Енергія сонячного випромінювання</span></p><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#081827;font-size:11pt;font-weight:bold;">183,37 тис.МВт·год&#160;&#160;&#160;&#160;&#160;&#160;&#160;</span><span style="color:#081827;font-size:11pt;">Енергія вітру</span></p><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#081827;font-size:11pt;font-weight:bold;">128,57 тис.МВт·год&#160;&#160;&#160;&#160;&#160;&#160;&#160;</span><span style="color:#081827;font-size:11pt;">Гідроенергія:</span></p><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#081827;font-size:11pt;">&#160;</span></p><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#081827;font-size:11pt;font-style:italic;">-що виробляється мікрогідроелектростанціями</span> <span style="color:#081827;font-size:11pt;">-</span> <span style="color:#000000;font-size:11pt;">&#160;&#160;</span><span style="color:#081827;font-size:11pt;font-weight:bold;">18,18 тис.МВт·год;</span></p><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#081827;font-size:11pt;font-style:italic;">-що виробляється мінігідроелектростанціями</span> <span style="color:#081827;font-size:11pt;">-</span> <span style="color:#000000;font-size:11pt;">&#160;&#160;</span><span style="color:#081827;font-size:11pt;font-weight:bold;">70,35 тис.МВт·год;</span></p><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#081827;font-size:11pt;font-style:italic;">-що виробляється малими гідроелектростанціями</span> <span style="color:#081827;font-size:11pt;">-</span> <span style="color:#081827;font-size:11pt;font-weight:bold;">40,04 тис.МВт·год;</span></p><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#081827;font-size:11pt;font-weight:bold;">&#160;</span></p><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#081827;font-size:11pt;font-weight:bold;">63,41 тис.МВт·год &#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;</span><span style="color:#081827;font-size:11pt;">Біомаса</span></p><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#081827;font-size:11pt;font-weight:bold;">114,45 тис.МВт·год&#160;&#160;&#160;&#160;&#160;&#160; &#160;</span><span style="color:#081827;font-size:11pt;">Біогаз</span></p><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#081827;font-size:11pt;">&#160;</span></p><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#081827;font-size:11pt;">&#160;</span></p><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span><img 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" 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" alt="" style="border-width:0px;" /></span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;">&#160;</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;">&#160;</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">У грошовому виразі обсяг виробленої електричної енергії виробниками за "зеленим" тарифом склав</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">48 535,52 млн. грн (з ПДВ),з яких:</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">&#160;</span></p><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">ЕНЕРГІЯ СОНЯЧНОГО ВИПРОМІНЮВАННЯ &#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;</span><span style="color:#000000;font-size:11pt;font-weight:bold;">42 358,05</span> <span style="color:#000000;font-size:11pt;">млн. грн (з ПДВ)</span></p><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">ЕНЕРГІЯ ВІТРУ &#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;</span> <span style="color:#000000;font-size:11pt;font-weight:bold;">925,57</span> <span style="color:#000000;font-size:11pt;">млн. грн (з ПДВ)</span></p><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">ГІДРОЕНЕРГІЯ: &#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160; &#160;</span><span style="color:#000000;font-size:11pt;font-weight:bold;">931,74</span> <span style="color:#000000;font-size:11pt;">млн. грн (з ПДВ)</span></p><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">&#160;</span></p><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;font-style:italic;">- ЩО ВИРОБЛЯЄТЬСЯ МІКРОГІДРОЕЛЕКТРОСТАНЦІЯМИ &#160;</span> <span style="color:#000000;font-size:11pt;font-weight:bold;">173,79</span> <span style="color:#000000;font-size:11pt;font-style:italic;">млн. грн</span></p><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;font-style:italic;">- ЩО ВИРОБЛЯЄТЬСЯ МІНІГІДРОЕЛЕКТРОСТАНЦІЯМИ &#160;&#160;</span> <span style="color:#000000;font-size:11pt;font-weight:bold;">505,11</span> <span style="color:#000000;font-size:11pt;font-style:italic;">млн. грн</span></p><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;font-style:italic;">- ЩО ВИРОБЛЯЄТЬСЯ МАЛИМИ ГІДРОЕЛЕКТРОСТАНЦІЯМИ</span> <span style="color:#000000;font-size:11pt;font-weight:bold;">252,84</span> <span style="color:#000000;font-size:11pt;font-style:italic;">млн. грн</span></p><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">&#160;</span></p><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">БІОМАСА &#160;&#160; &#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;</span><span style="color:#000000;font-size:11pt;font-weight:bold;">847,70</span> <span style="color:#000000;font-size:11pt;">млн. грн (з ПДВ)</span></p><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">БІОГАЗ &#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160; &#160;</span> <span style="color:#000000;font-size:11pt;font-weight:bold;">472,46</span> <span style="color:#000000;font-size:11pt;">млн грн. (з ПДВ)</span></p><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">&#160;</span></p><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">&#160;</span></p><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">&#160;</span><span><img 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" alt="" style="border-width:0px;" /></span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Середньозважена ціна купівлі електричної енергії у виробників за "зеленим" тарифом упродовж 2025 року, з урахуванням встановленого НКРЕКП "зеленого" тарифу на електричну енергію, вироблену суб'єктами господарювання, на об'єктах електроенергетики, що використовують альтернативні джерела енергії, та надбавки до "зеленого" тарифу за дотримання рівня використання обладнання українського виробництва, склала 6 203,00 грн/МВт·год (без ПДВ), а саме:</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">&#160;</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">- у І півріччі - 5 957,09 грн/МВт·год та у ІІ півріччі - 6 472,60 грн/МВт·год;</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">&#160;</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">- довідково: І півріччя 2024 року - 5 509,77 грн/МВт·год (без ПДВ); ІІ півріччя 2024 року - 5 971,16 грн/МВт·год,</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;font-style:italic;">&#160;</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">у тому числі за джерелами енергії:</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:13pt;">&#160;</span></p><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;font-weight:bold;">Середньозважена ціна купівлі електричної енергії в розрізі місяців, грн/МВт·год (без ПДВ)</span></p><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;font-weight:bold;">&#160;</span></p><table border="0" cellspacing="0" cellpadding="0" style="border-collapse:collapse;"><tr style="height:42pt;"><td style="width:62pt;padding:1.5pt 1.5pt 1.5pt 1.5pt;border-top:1pt #000000 solid;border-right:1pt #000000 solid;border-bottom:1pt #000000 solid;border-left:1pt #000000 solid;"><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:7pt;">&#160; За джерелами енергії</span></p><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:7pt;">&#160;</span></p></td><td style="width:62pt;padding:1.5pt 1.5pt 1.5pt 1.5pt;border-top:1pt #000000 solid;border-right:1pt #000000 solid;border-bottom:1pt #000000 solid;border-left:1pt #000000 solid;"><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:7pt;">&#160; Січень</span></p><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:7pt;">&#160;</span></p></td><td style="width:62pt;padding:1.5pt 1.5pt 1.5pt 1.5pt;border-top:1pt #000000 solid;border-right:1pt #000000 solid;border-bottom:1pt #000000 solid;border-left:1pt #000000 solid;"><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:7pt;">&#160; Лютий</span></p><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:7pt;">&#160;</span></p></td><td style="width:62pt;padding:1.5pt 1.5pt 1.5pt 1.5pt;border-top:1pt #000000 solid;border-right:1pt #000000 solid;border-bottom:1pt #000000 solid;border-left:1pt #000000 solid;"><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:7pt;">&#160; Березень</span></p><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:7pt;">&#160;</span></p></td><td style="width:62pt;padding:1.5pt 1.5pt 1.5pt 1.5pt;border-top:1pt #000000 solid;border-right:1pt #000000 solid;border-bottom:1pt #000000 solid;border-left:1pt #000000 solid;"><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:7pt;">&#160; Квітень</span></p><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:7pt;">&#160;</span></p></td><td style="width:62pt;padding:1.5pt 1.5pt 1.5pt 1.5pt;border-top:1pt #000000 solid;border-right:1pt #000000 solid;border-bottom:1pt #000000 solid;border-left:1pt #000000 solid;"><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:7pt;">&#160; Травень</span></p><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:7pt;">&#160;</span></p></td><td style="width:62pt;padding:1.5pt 1.5pt 1.5pt 1.5pt;border-top:1pt #000000 solid;border-right:1pt #000000 solid;border-bottom:1pt #000000 solid;border-left:1pt #000000 solid;"><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:7pt;">&#160; Червень</span></p><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:7pt;">&#160;</span></p></td><td style="width:62pt;padding:1.5pt 1.5pt 1.5pt 1.5pt;border-top:1pt #000000 solid;border-right:1pt #000000 solid;border-bottom:1pt #000000 solid;border-left:1pt #000000 solid;"><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:7pt;">&#160; І півріччя</span></p><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:7pt;">2025 року</span></p><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:7pt;">&#160;</span></p></td></tr><tr style="height:29.1pt;"><td style="width:62pt;padding:1.5pt 1.5pt 1.5pt 1.5pt;background-color:#F9CF46;border-top:1pt #000000 solid;border-right:1pt #000000 solid;border-bottom:1pt #000000 solid;border-left:1pt #000000 solid;"><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 0pt 0pt;background-color:#F9CF46;"><span style="color:#000000;background-color:#F9CF46;font-size:7pt;">&#160; СЕС</span></p><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 0pt 0pt;background-color:#F9CF46;"><span style="color:#000000;background-color:#F9CF46;font-size:7pt;">&#160;</span></p></td><td style="width:62pt;padding:1.5pt 1.5pt 1.5pt 1.5pt;background-color:#F9CF46;border-top:1pt #000000 solid;border-right:1pt #000000 solid;border-bottom:1pt #000000 solid;border-left:1pt #000000 solid;"><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 0pt 0pt;background-color:#F9CF46;"><span style="color:#000000;background-color:#F9CF46;font-size:7pt;">6 087,54</span></p></td><td style="width:62pt;padding:1.5pt 1.5pt 1.5pt 1.5pt;background-color:#F9CF46;border-top:1pt #000000 solid;border-right:1pt #000000 solid;border-bottom:1pt #000000 solid;border-left:1pt #000000 solid;"><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 0pt 0pt;background-color:#F9CF46;"><span style="color:#000000;background-color:#F9CF46;font-size:7pt;">5 934,98</span></p></td><td style="width:62pt;padding:1.5pt 1.5pt 1.5pt 1.5pt;background-color:#F9CF46;border-top:1pt #000000 solid;border-right:1pt #000000 solid;border-bottom:1pt #000000 solid;border-left:1pt #000000 solid;"><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 0pt 0pt;background-color:#F9CF46;"><span style="color:#000000;background-color:#F9CF46;font-size:7pt;">5 929,01</span></p></td><td style="width:62pt;padding:1.5pt 1.5pt 1.5pt 1.5pt;background-color:#F9CF46;border-top:1pt #000000 solid;border-right:1pt #000000 solid;border-bottom:1pt #000000 solid;border-left:1pt #000000 solid;"><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 0pt 0pt;background-color:#F9CF46;"><span style="color:#000000;background-color:#F9CF46;font-size:7pt;">6 030,94</span></p></td><td style="width:62pt;padding:1.5pt 1.5pt 1.5pt 1.5pt;background-color:#F9CF46;border-top:1pt #000000 solid;border-right:1pt #000000 solid;border-bottom:1pt #000000 solid;border-left:1pt #000000 solid;"><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 0pt 0pt;background-color:#F9CF46;"><span style="color:#000000;background-color:#F9CF46;font-size:7pt;">6 070,26</span></p></td><td style="width:62pt;padding:1.5pt 1.5pt 1.5pt 1.5pt;background-color:#F9CF46;border-top:1pt #000000 solid;border-right:1pt #000000 solid;border-bottom:1pt #000000 solid;border-left:1pt #000000 solid;"><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 0pt 0pt;background-color:#F9CF46;"><span style="color:#000000;background-color:#F9CF46;font-size:7pt;">6 058,82</span></p></td><td style="width:62pt;padding:1.5pt 1.5pt 1.5pt 1.5pt;background-color:#F9CF46;border-top:1pt #000000 solid;border-right:1pt #000000 solid;border-bottom:1pt #000000 solid;border-left:1pt #000000 solid;"><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 0pt 0pt;background-color:#F9CF46;"><span style="color:#000000;background-color:#F9CF46;font-size:7pt;font-weight:bold;">6 023,13</span></p></td></tr><tr style="height:29.1pt;"><td style="width:62pt;padding:1.5pt 1.5pt 1.5pt 1.5pt;background-color:#D8D5D4;border-top:1pt #000000 solid;border-right:1pt #000000 solid;border-bottom:1pt #000000 solid;border-left:1pt #000000 solid;"><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 0pt 0pt;background-color:#D8D5D4;"><span style="color:#000000;background-color:#D8D5D4;font-size:7pt;">&#160; ВЕС</span></p><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 0pt 0pt;background-color:#D8D5D4;"><span style="color:#000000;background-color:#D8D5D4;font-size:7pt;">&#160;</span></p></td><td style="width:62pt;padding:1.5pt 1.5pt 1.5pt 1.5pt;background-color:#D8D5D4;border-top:1pt #000000 solid;border-right:1pt #000000 solid;border-bottom:1pt #000000 solid;border-left:1pt #000000 solid;"><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 0pt 0pt;background-color:#D8D5D4;"><span style="color:#000000;background-color:#D8D5D4;font-size:7pt;">4 058,60</span></p></td><td style="width:62pt;padding:1.5pt 1.5pt 1.5pt 1.5pt;background-color:#D8D5D4;border-top:1pt #000000 solid;border-right:1pt #000000 solid;border-bottom:1pt #000000 solid;border-left:1pt #000000 solid;"><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 0pt 0pt;background-color:#D8D5D4;"><span style="color:#000000;background-color:#D8D5D4;font-size:7pt;">3 920,38</span></p></td><td style="width:62pt;padding:1.5pt 1.5pt 1.5pt 1.5pt;background-color:#D8D5D4;border-top:1pt #000000 solid;border-right:1pt #000000 solid;border-bottom:1pt #000000 solid;border-left:1pt #000000 solid;"><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 0pt 0pt;background-color:#D8D5D4;"><span style="color:#000000;background-color:#D8D5D4;font-size:7pt;">3 998,83</span></p></td><td style="width:62pt;padding:0.75pt 2.85pt 0pt 2.85pt;background-color:#D8D5D4;border-top:1pt #000000 solid;border-right:1pt #000000 solid;border-bottom:1pt #000000 solid;border-left:1pt #000000 solid;"><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 8pt 0pt;line-height:1.07;background-color:#D8D5D4;"><span style="color:#000000;background-color:#D8D5D4;font-size:7pt;">4 088,87</span></p></td><td style="width:62pt;padding:0.75pt 2.85pt 0pt 2.85pt;background-color:#D8D5D4;border-top:1pt #000000 solid;border-right:1pt #000000 solid;border-bottom:1pt #000000 solid;border-left:1pt #000000 solid;"><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 8pt 0pt;line-height:1.07;background-color:#D8D5D4;"><span style="color:#000000;background-color:#D8D5D4;font-size:7pt;">4 121,97</span></p></td><td style="width:62pt;padding:0.75pt 2.85pt 0pt 2.85pt;background-color:#D8D5D4;border-top:1pt #000000 solid;border-right:1pt #000000 solid;border-bottom:1pt #000000 solid;border-left:1pt #000000 solid;"><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 8pt 0pt;line-height:1.07;background-color:#D8D5D4;"><span style="color:#000000;background-color:#D8D5D4;font-size:7pt;">4 040,98</span></p></td><td style="width:62pt;padding:0.75pt 2.85pt 0pt 2.85pt;background-color:#D8D5D4;border-top:1pt #000000 solid;border-right:1pt #000000 solid;border-bottom:1pt #000000 solid;border-left:1pt #000000 solid;"><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 8pt 0pt;line-height:1.07;background-color:#D8D5D4;"><span style="color:#000000;background-color:#D8D5D4;font-size:7pt;font-weight:bold;">4 033,61</span></p></td></tr><tr style="height:29.1pt;"><td style="width:62pt;padding:1.5pt 1.5pt 1.5pt 1.5pt;background-color:#205CA5;border-top:1pt #000000 solid;border-right:1pt #000000 solid;border-bottom:1pt #000000 solid;border-left:1pt #000000 solid;"><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 0pt 0pt;background-color:#205CA5;"><span style="color:#FFFFFF;background-color:#205CA5;font-size:7pt;">&#160; Мікро ГЕС</span></p><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 0pt 0pt;background-color:#205CA5;"><span style="color:#FFFFFF;background-color:#205CA5;font-size:7pt;">&#160;</span></p></td><td style="width:62pt;padding:0.75pt 2.85pt 0pt 2.85pt;background-color:#205CA5;border-top:1pt #000000 solid;border-right:1pt #000000 solid;border-bottom:1pt #000000 solid;border-left:1pt #000000 solid;"><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 8pt 0pt;line-height:1.07;background-color:#205CA5;"><span style="color:#FFFFFF;background-color:#205CA5;font-size:7pt;">7 691,67</span></p></td><td style="width:62pt;padding:0.75pt 2.85pt 0pt 2.85pt;background-color:#205CA5;border-top:1pt #000000 solid;border-right:1pt #000000 solid;border-bottom:1pt #000000 solid;border-left:1pt #000000 solid;"><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 8pt 0pt;line-height:1.07;background-color:#205CA5;"><span style="color:#FFFFFF;background-color:#205CA5;font-size:7pt;">7 720,93</span></p></td><td style="width:62pt;padding:0.75pt 2.85pt 0pt 2.85pt;background-color:#205CA5;border-top:1pt #000000 solid;border-right:1pt #000000 solid;border-bottom:1pt #000000 solid;border-left:1pt #000000 solid;"><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 8pt 0pt;line-height:1.07;background-color:#205CA5;"><span style="color:#FFFFFF;background-color:#205CA5;font-size:7pt;">7 694,48</span></p></td><td style="width:62pt;padding:0.75pt 2.85pt 0pt 2.85pt;background-color:#205CA5;border-top:1pt #000000 solid;border-right:1pt #000000 solid;border-bottom:1pt #000000 solid;border-left:1pt #000000 solid;"><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 8pt 0pt;line-height:1.07;background-color:#205CA5;"><span style="color:#FFFFFF;background-color:#205CA5;font-size:7pt;">7 894,00</span></p></td><td style="width:62pt;padding:0.75pt 2.85pt 0pt 2.85pt;background-color:#205CA5;border-top:1pt #000000 solid;border-right:1pt #000000 solid;border-bottom:1pt #000000 solid;border-left:1pt #000000 solid;"><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 8pt 0pt;line-height:1.07;background-color:#205CA5;"><span style="color:#FFFFFF;background-color:#205CA5;font-size:7pt;">7 779,70</span></p></td><td style="width:62pt;padding:0.75pt 2.85pt 0pt 2.85pt;background-color:#205CA5;border-top:1pt #000000 solid;border-right:1pt #000000 solid;border-bottom:1pt #000000 solid;border-left:1pt #000000 solid;"><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 8pt 0pt;line-height:1.07;background-color:#205CA5;"><span style="color:#FFFFFF;background-color:#205CA5;font-size:7pt;">7 569,48</span></p></td><td style="width:62pt;padding:0.75pt 2.85pt 0pt 2.85pt;background-color:#205CA5;border-top:1pt #000000 solid;border-right:1pt #000000 solid;border-bottom:1pt #000000 solid;border-left:1pt #000000 solid;"><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 8pt 0pt;line-height:1.07;background-color:#205CA5;"><span style="color:#FFFFFF;background-color:#205CA5;font-size:7pt;font-weight:bold;">7 728,16</span></p></td></tr><tr style="height:29.1pt;"><td style="width:62pt;padding:1.5pt 1.5pt 1.5pt 1.5pt;background-color:#205CA5;border-top:1pt #000000 solid;border-right:1pt #000000 solid;border-bottom:1pt #000000 solid;border-left:1pt #000000 solid;"><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 0pt 0pt;background-color:#205CA5;"><span style="color:#FFFFFF;background-color:#205CA5;font-size:7pt;">&#160; Міні ГЕС</span></p><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 0pt 0pt;background-color:#205CA5;"><span style="color:#FFFFFF;background-color:#205CA5;font-size:7pt;">&#160;</span></p></td><td style="width:62pt;padding:0.75pt 2.85pt 0pt 2.85pt;background-color:#205CA5;border-top:1pt #000000 solid;border-right:1pt #000000 solid;border-bottom:1pt #000000 solid;border-left:1pt #000000 solid;"><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 8pt 0pt;line-height:1.07;background-color:#205CA5;"><span style="color:#FFFFFF;background-color:#205CA5;font-size:7pt;">5 629,70</span></p></td><td style="width:62pt;padding:0.75pt 2.85pt 0pt 2.85pt;background-color:#205CA5;border-top:1pt #000000 solid;border-right:1pt #000000 solid;border-bottom:1pt #000000 solid;border-left:1pt #000000 solid;"><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 8pt 0pt;line-height:1.07;background-color:#205CA5;"><span style="color:#FFFFFF;background-color:#205CA5;font-size:7pt;">5 613,98</span></p></td><td style="width:62pt;padding:0.75pt 2.85pt 0pt 2.85pt;background-color:#205CA5;border-top:1pt #000000 solid;border-right:1pt #000000 solid;border-bottom:1pt #000000 solid;border-left:1pt #000000 solid;"><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 8pt 0pt;line-height:1.07;background-color:#205CA5;"><span style="color:#FFFFFF;background-color:#205CA5;font-size:7pt;">5 701,65</span></p></td><td style="width:62pt;padding:0.75pt 2.85pt 0pt 2.85pt;background-color:#205CA5;border-top:1pt #000000 solid;border-right:1pt #000000 solid;border-bottom:1pt #000000 solid;border-left:1pt #000000 solid;"><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 8pt 0pt;line-height:1.07;background-color:#205CA5;"><span style="color:#FFFFFF;background-color:#205CA5;font-size:7pt;">5 866,19</span></p></td><td style="width:62pt;padding:0.75pt 2.85pt 0pt 2.85pt;background-color:#205CA5;border-top:1pt #000000 solid;border-right:1pt #000000 solid;border-bottom:1pt #000000 solid;border-left:1pt #000000 solid;"><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 8pt 0pt;line-height:1.07;background-color:#205CA5;"><span style="color:#FFFFFF;background-color:#205CA5;font-size:7pt;">5 863,67</span></p></td><td style="width:62pt;padding:0.75pt 2.85pt 0pt 2.85pt;background-color:#205CA5;border-top:1pt #000000 solid;border-right:1pt #000000 solid;border-bottom:1pt #000000 solid;border-left:1pt #000000 solid;"><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 8pt 0pt;line-height:1.07;background-color:#205CA5;"><span style="color:#FFFFFF;background-color:#205CA5;font-size:7pt;">5 814,50</span></p></td><td style="width:62pt;padding:0.75pt 2.85pt 0pt 2.85pt;background-color:#205CA5;border-top:1pt #000000 solid;border-right:1pt #000000 solid;border-bottom:1pt #000000 solid;border-left:1pt #000000 solid;"><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 8pt 0pt;line-height:1.07;background-color:#205CA5;"><span style="color:#FFFFFF;background-color:#205CA5;font-size:7pt;font-weight:bold;">5 751,73</span></p></td></tr><tr style="height:29.1pt;"><td style="width:62pt;padding:1.5pt 1.5pt 1.5pt 1.5pt;background-color:#205CA5;border-top:1pt #000000 solid;border-right:1pt #000000 solid;border-bottom:1pt #000000 solid;border-left:1pt #000000 solid;"><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 0pt 0pt;background-color:#205CA5;"><span style="color:#FFFFFF;background-color:#205CA5;font-size:7pt;">&#160; Малі ГЕС</span></p><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 0pt 0pt;background-color:#205CA5;"><span style="color:#FFFFFF;background-color:#205CA5;font-size:7pt;">&#160;</span></p></td><td style="width:62pt;padding:0.75pt 2.85pt 0pt 2.85pt;background-color:#205CA5;border-top:1pt #000000 solid;border-right:1pt #000000 solid;border-bottom:1pt #000000 solid;border-left:1pt #000000 solid;"><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 8pt 0pt;line-height:1.07;background-color:#205CA5;"><span style="color:#FFFFFF;background-color:#205CA5;font-size:7pt;">5 086,20</span></p></td><td style="width:62pt;padding:0.75pt 2.85pt 0pt 2.85pt;background-color:#205CA5;border-top:1pt #000000 solid;border-right:1pt #000000 solid;border-bottom:1pt #000000 solid;border-left:1pt #000000 solid;"><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 8pt 0pt;line-height:1.07;background-color:#205CA5;"><span style="color:#FFFFFF;background-color:#205CA5;font-size:7pt;">5 086,20</span></p></td><td style="width:62pt;padding:0.75pt 2.85pt 0pt 2.85pt;background-color:#205CA5;border-top:1pt #000000 solid;border-right:1pt #000000 solid;border-bottom:1pt #000000 solid;border-left:1pt #000000 solid;"><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 8pt 0pt;line-height:1.07;background-color:#205CA5;"><span style="color:#FFFFFF;background-color:#205CA5;font-size:7pt;">5 086,20</span></p></td><td style="width:62pt;padding:0.75pt 2.85pt 0pt 2.85pt;background-color:#205CA5;border-top:1pt #000000 solid;border-right:1pt #000000 solid;border-bottom:1pt #000000 solid;border-left:1pt #000000 solid;"><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 8pt 0pt;line-height:1.07;background-color:#205CA5;"><span style="color:#FFFFFF;background-color:#205CA5;font-size:7pt;">5 168,60</span></p></td><td style="width:62pt;padding:0.75pt 2.85pt 0pt 2.85pt;background-color:#205CA5;border-top:1pt #000000 solid;border-right:1pt #000000 solid;border-bottom:1pt #000000 solid;border-left:1pt #000000 solid;"><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 8pt 0pt;line-height:1.07;background-color:#205CA5;"><span style="color:#FFFFFF;background-color:#205CA5;font-size:7pt;">5 168,60</span></p></td><td style="width:62pt;padding:0.75pt 2.85pt 0pt 2.85pt;background-color:#205CA5;border-top:1pt #000000 solid;border-right:1pt #000000 solid;border-bottom:1pt #000000 solid;border-left:1pt #000000 solid;"><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 8pt 0pt;line-height:1.07;background-color:#205CA5;"><span style="color:#FFFFFF;background-color:#205CA5;font-size:7pt;">5 168,60</span></p></td><td style="width:62pt;padding:0.75pt 2.85pt 0pt 2.85pt;background-color:#205CA5;border-top:1pt #000000 solid;border-right:1pt #000000 solid;border-bottom:1pt #000000 solid;border-left:1pt #000000 solid;"><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 8pt 0pt;line-height:1.07;background-color:#205CA5;"><span style="color:#FFFFFF;background-color:#205CA5;font-size:7pt;font-weight:bold;">5 123,93</span></p></td></tr><tr style="height:29.1pt;"><td style="width:62pt;padding:1.5pt 1.5pt 1.5pt 1.5pt;background-color:#00B76C;border-top:1pt #000000 solid;border-right:1pt #000000 solid;border-bottom:1pt #000000 solid;border-left:1pt #000000 solid;"><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 0pt 0pt;background-color:#00B76C;"><span style="color:#000000;background-color:#00B76C;font-size:7pt;">&#160; Біомаса</span></p><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 0pt 0pt;background-color:#00B76C;"><span style="color:#000000;background-color:#00B76C;font-size:7pt;">&#160;</span></p></td><td style="width:62pt;padding:0.75pt 2.85pt 0pt 2.85pt;background-color:#00B76C;border-top:1pt #000000 solid;border-right:1pt #000000 solid;border-bottom:1pt #000000 solid;border-left:1pt #000000 solid;"><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 8pt 0pt;line-height:1.07;background-color:#00B76C;"><span style="color:#FFFFFF;background-color:#00B76C;font-size:7pt;">6 499,10</span></p></td><td style="width:62pt;padding:0.75pt 2.85pt 0pt 2.85pt;background-color:#00B76C;border-top:1pt #000000 solid;border-right:1pt #000000 solid;border-bottom:1pt #000000 solid;border-left:1pt #000000 solid;"><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 8pt 0pt;line-height:1.07;background-color:#00B76C;"><span style="color:#FFFFFF;background-color:#00B76C;font-size:7pt;">6 499,10</span></p></td><td style="width:62pt;padding:0.75pt 2.85pt 0pt 2.85pt;background-color:#00B76C;border-top:1pt #000000 solid;border-right:1pt #000000 solid;border-bottom:1pt #000000 solid;border-left:1pt #000000 solid;"><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 8pt 0pt;line-height:1.07;background-color:#00B76C;"><span style="color:#FFFFFF;background-color:#00B76C;font-size:7pt;">6 499,10</span></p></td><td style="width:62pt;padding:0.75pt 2.85pt 0pt 2.85pt;background-color:#00B76C;border-top:1pt #000000 solid;border-right:1pt #000000 solid;border-bottom:1pt #000000 solid;border-left:1pt #000000 solid;"><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 8pt 0pt;line-height:1.07;background-color:#00B76C;"><span style="color:#FFFFFF;background-color:#00B76C;font-size:7pt;">0,00</span></p></td><td style="width:62pt;padding:0.75pt 2.85pt 0pt 2.85pt;background-color:#00B76C;border-top:1pt #000000 solid;border-right:1pt #000000 solid;border-bottom:1pt #000000 solid;border-left:1pt #000000 solid;"><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 8pt 0pt;line-height:1.07;background-color:#00B76C;"><span style="color:#FFFFFF;background-color:#00B76C;font-size:7pt;">0,00</span></p></td><td style="width:62pt;padding:0.75pt 2.85pt 0pt 2.85pt;background-color:#00B76C;border-top:1pt #000000 solid;border-right:1pt #000000 solid;border-bottom:1pt #000000 solid;border-left:1pt #000000 solid;"><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 8pt 0pt;line-height:1.07;background-color:#00B76C;"><span style="color:#FFFFFF;background-color:#00B76C;font-size:7pt;">0,00</span></p></td><td style="width:62pt;padding:0.75pt 2.85pt 0pt 2.85pt;background-color:#00B76C;border-top:1pt #000000 solid;border-right:1pt #000000 solid;border-bottom:1pt #000000 solid;border-left:1pt #000000 solid;"><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 8pt 0pt;line-height:1.07;background-color:#00B76C;"><span style="color:#FFFFFF;background-color:#00B76C;font-size:7pt;font-weight:bold;">6 499,10</span></p></td></tr><tr style="height:29.1pt;"><td style="width:62pt;padding:1.5pt 1.5pt 1.5pt 1.5pt;background-color:#00B76C;border-top:1pt #000000 solid;border-right:1pt #000000 solid;border-bottom:1pt #000000 solid;border-left:1pt #000000 solid;"><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 0pt 0pt;background-color:#00B76C;"><span style="color:#000000;background-color:#00B76C;font-size:7pt;">&#160; Біогаз</span></p><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 0pt 0pt;background-color:#00B76C;"><span style="color:#000000;background-color:#00B76C;font-size:7pt;">&#160;</span></p></td><td style="width:62pt;padding:0.75pt 2.85pt 0pt 2.85pt;background-color:#00B76C;border-top:1pt #000000 solid;border-right:1pt #000000 solid;border-bottom:1pt #000000 solid;border-left:1pt #000000 solid;"><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 8pt 0pt;line-height:1.07;background-color:#00B76C;"><span style="color:#FFFFFF;background-color:#00B76C;font-size:7pt;">5 723,34</span></p></td><td style="width:62pt;padding:0.75pt 2.85pt 0pt 2.85pt;background-color:#00B76C;border-top:1pt #000000 solid;border-right:1pt #000000 solid;border-bottom:1pt #000000 solid;border-left:1pt #000000 solid;"><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 8pt 0pt;line-height:1.07;background-color:#00B76C;"><span style="color:#FFFFFF;background-color:#00B76C;font-size:7pt;">5 717,14</span></p></td><td style="width:62pt;padding:0.75pt 2.85pt 0pt 2.85pt;background-color:#00B76C;border-top:1pt #000000 solid;border-right:1pt #000000 solid;border-bottom:1pt #000000 solid;border-left:1pt #000000 solid;"><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 8pt 0pt;line-height:1.07;background-color:#00B76C;"><span style="color:#FFFFFF;background-color:#00B76C;font-size:7pt;">5 722,34</span></p></td><td style="width:62pt;padding:0.75pt 2.85pt 0pt 2.85pt;background-color:#00B76C;border-top:1pt #000000 solid;border-right:1pt #000000 solid;border-bottom:1pt #000000 solid;border-left:1pt #000000 solid;"><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 8pt 0pt;line-height:1.07;background-color:#00B76C;"><span style="color:#FFFFFF;background-color:#00B76C;font-size:7pt;">5 815,91</span></p></td><td style="width:62pt;padding:0.75pt 2.85pt 0pt 2.85pt;background-color:#00B76C;border-top:1pt #000000 solid;border-right:1pt #000000 solid;border-bottom:1pt #000000 solid;border-left:1pt #000000 solid;"><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 8pt 0pt;line-height:1.07;background-color:#00B76C;"><span style="color:#FFFFFF;background-color:#00B76C;font-size:7pt;">5 814,61</span></p></td><td style="width:62pt;padding:0.75pt 2.85pt 0pt 2.85pt;background-color:#00B76C;border-top:1pt #000000 solid;border-right:1pt #000000 solid;border-bottom:1pt #000000 solid;border-left:1pt #000000 solid;"><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 8pt 0pt;line-height:1.07;background-color:#00B76C;"><span style="color:#FFFFFF;background-color:#00B76C;font-size:7pt;">5 788,85</span></p></td><td style="width:62pt;padding:0.75pt 2.85pt 0pt 2.85pt;background-color:#00B76C;border-top:1pt #000000 solid;border-right:1pt #000000 solid;border-bottom:1pt #000000 solid;border-left:1pt #000000 solid;"><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 8pt 0pt;line-height:1.07;background-color:#00B76C;"><span style="color:#FFFFFF;background-color:#00B76C;font-size:7pt;font-weight:bold;">5 764,13</span></p></td></tr><tr style="height:47pt;"><td style="width:62pt;padding:1.5pt 1.5pt 1.5pt 1.5pt;background-color:#F4F1ED;border-top:1pt #000000 solid;border-right:1pt #000000 solid;border-bottom:1pt #000000 solid;border-left:1pt #000000 solid;"><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 0pt 0pt;background-color:#F4F1ED;"><span style="color:#000000;background-color:#F4F1ED;font-size:7pt;">&#160; Загальна середньозважена ціна</span></p><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 0pt 0pt;background-color:#F4F1ED;"><span style="color:#000000;background-color:#F4F1ED;font-size:7pt;">&#160;</span></p></td><td style="width:62pt;padding:0.75pt 2.85pt 0pt 2.85pt;border-top:1pt #000000 solid;border-right:1pt #000000 solid;border-bottom:1pt #000000 solid;border-left:1pt #000000 solid;"><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 8pt 0pt;line-height:1.07;"><span style="color:#000000;font-size:7pt;">5 847,45</span></p></td><td style="width:62pt;padding:0.75pt 2.85pt 0pt 2.85pt;border-top:1pt #000000 solid;border-right:1pt #000000 solid;border-bottom:1pt #000000 solid;border-left:1pt #000000 solid;"><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 8pt 0pt;line-height:1.07;"><span style="color:#000000;font-size:7pt;">5 867,05</span></p></td><td style="width:62pt;padding:0.75pt 2.85pt 0pt 2.85pt;border-top:1pt #000000 solid;border-right:1pt #000000 solid;border-bottom:1pt #000000 solid;border-left:1pt #000000 solid;"><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 8pt 0pt;line-height:1.07;"><span style="color:#000000;font-size:7pt;">5 846,92</span></p></td><td style="width:62pt;padding:0.75pt 2.85pt 0pt 2.85pt;border-top:1pt #000000 solid;border-right:1pt #000000 solid;border-bottom:1pt #000000 solid;border-left:1pt #000000 solid;"><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 8pt 0pt;line-height:1.07;"><span style="color:#000000;font-size:7pt;">5 983,97</span></p></td><td style="width:62pt;padding:0.75pt 2.85pt 0pt 2.85pt;border-top:1pt #000000 solid;border-right:1pt #000000 solid;border-bottom:1pt #000000 solid;border-left:1pt #000000 solid;"><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 8pt 0pt;line-height:1.07;"><span style="color:#000000;font-size:7pt;">6 035,91</span></p></td><td style="width:62pt;padding:0.75pt 2.85pt 0pt 2.85pt;border-top:1pt #000000 solid;border-right:1pt #000000 solid;border-bottom:1pt #000000 solid;border-left:1pt #000000 solid;"><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 8pt 0pt;line-height:1.07;"><span style="color:#000000;font-size:7pt;">6 011,43</span></p></td><td style="width:62pt;padding:0.75pt 2.85pt 0pt 2.85pt;border-top:1pt #000000 solid;border-right:1pt #000000 solid;border-bottom:1pt #000000 solid;border-left:1pt #000000 solid;"><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 8pt 0pt;line-height:1.07;"><span style="color:#000000;font-size:7pt;font-weight:bold;">5 957,09</span></p></td></tr></table><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">&#160;</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">&#160;</span></p><table border="0" cellspacing="0" cellpadding="0" style="border-collapse:collapse;"><tr style="height:41.6pt;"><td style="width:62pt;padding:1.5pt 1.5pt 1.5pt 1.5pt;border-top:1pt #000000 solid;border-right:1pt #000000 solid;border-bottom:1pt #000000 solid;border-left:1pt #000000 solid;"><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:7pt;">За джерелами енергії</span></p></td><td style="width:62pt;padding:1.5pt 1.5pt 1.5pt 1.5pt;border-top:1pt #000000 solid;border-right:1pt #000000 solid;border-bottom:1pt #000000 solid;border-left:1pt #000000 solid;"><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:7pt;">Липень</span></p></td><td style="width:62pt;padding:1.5pt 1.5pt 1.5pt 1.5pt;border-top:1pt #000000 solid;border-right:1pt #000000 solid;border-bottom:1pt #000000 solid;border-left:1pt #000000 solid;"><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:7pt;">Серпень</span></p></td><td style="width:62pt;padding:1.5pt 1.5pt 1.5pt 1.5pt;border-top:1pt #000000 solid;border-right:1pt #000000 solid;border-bottom:1pt #000000 solid;border-left:1pt #000000 solid;"><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:7pt;">Вересень</span></p></td><td style="width:62pt;padding:1.5pt 1.5pt 1.5pt 1.5pt;border-top:1pt #000000 solid;border-right:1pt #000000 solid;border-bottom:1pt #000000 solid;border-left:1pt #000000 solid;"><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:7pt;">Жовтень</span></p></td><td style="width:62pt;padding:1.5pt 1.5pt 1.5pt 1.5pt;border-top:1pt #000000 solid;border-right:1pt #000000 solid;border-bottom:1pt #000000 solid;border-left:1pt #000000 solid;"><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:7pt;">Листопад</span></p></td><td style="width:62pt;padding:1.5pt 1.5pt 1.5pt 1.5pt;border-top:1pt #000000 solid;border-right:1pt #000000 solid;border-bottom:1pt #000000 solid;border-left:1pt #000000 solid;"><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:7pt;">Грудень</span></p></td><td style="width:62pt;padding:1.5pt 1.5pt 1.5pt 1.5pt;border-top:1pt #000000 solid;border-right:1pt #000000 solid;border-bottom:1pt #000000 solid;border-left:1pt #000000 solid;"><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:7pt;">ІІ півріччя</span></p><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:7pt;">2024 року</span></p></td></tr><tr style="height:27.1pt;"><td style="width:62pt;padding:1.5pt 1.5pt 1.5pt 1.5pt;background-color:#F9CF46;border-top:1pt #000000 solid;border-right:1pt #000000 solid;border-bottom:1pt #000000 solid;border-left:1pt #000000 solid;"><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 0pt 0pt;background-color:#F9CF46;"><span style="color:#000000;background-color:#F9CF46;font-size:7pt;">СЕС</span></p></td><td style="width:62pt;padding:0.75pt 2.85pt 0pt 2.85pt;background-color:#F9CF46;border-top:1pt #000000 solid;border-right:1pt #000000 solid;border-bottom:1pt #000000 solid;border-left:1pt #000000 solid;"><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 8pt 0pt;line-height:1.07;background-color:#F9CF46;"><span style="color:#000000;background-color:#F9CF46;font-size:7pt;">6 512,75</span></p></td><td style="width:62pt;padding:0.75pt 2.85pt 0pt 2.85pt;background-color:#F9CF46;border-top:1pt #000000 solid;border-right:1pt #000000 solid;border-bottom:1pt #000000 solid;border-left:1pt #000000 solid;"><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 8pt 0pt;line-height:1.07;background-color:#F9CF46;"><span style="color:#000000;background-color:#F9CF46;font-size:7pt;">6 497,98</span></p></td><td style="width:62pt;padding:0.75pt 2.85pt 0pt 2.85pt;background-color:#F9CF46;border-top:1pt #000000 solid;border-right:1pt #000000 solid;border-bottom:1pt #000000 solid;border-left:1pt #000000 solid;"><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 8pt 0pt;line-height:1.07;background-color:#F9CF46;"><span style="color:#000000;background-color:#F9CF46;font-size:7pt;">6 534,81</span></p></td><td style="width:62pt;padding:0.75pt 2.85pt 0pt 2.85pt;background-color:#F9CF46;border-top:1pt #000000 solid;border-right:1pt #000000 solid;border-bottom:1pt #000000 solid;border-left:1pt #000000 solid;"><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 8pt 0pt;line-height:1.07;background-color:#F9CF46;"><span style="color:#000000;background-color:#F9CF46;font-size:7pt;">6 674,26</span></p></td><td style="width:62pt;padding:0.75pt 2.85pt 0pt 2.85pt;background-color:#F9CF46;border-top:1pt #000000 solid;border-right:1pt #000000 solid;border-bottom:1pt #000000 solid;border-left:1pt #000000 solid;"><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 8pt 0pt;line-height:1.07;background-color:#F9CF46;"><span style="color:#000000;background-color:#F9CF46;font-size:7pt;">6 598,07</span></p></td><td style="width:62pt;padding:0.75pt 2.85pt 0pt 2.85pt;background-color:#F9CF46;border-top:1pt #000000 solid;border-right:1pt #000000 solid;border-bottom:1pt #000000 solid;border-left:1pt #000000 solid;"><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 8pt 0pt;line-height:1.07;background-color:#F9CF46;"><span style="color:#000000;background-color:#F9CF46;font-size:7pt;">6 508,76</span></p></td><td style="width:62pt;padding:0.75pt 2.85pt 0pt 2.85pt;background-color:#F9CF46;border-top:1pt #000000 solid;border-right:1pt #000000 solid;border-bottom:1pt #000000 solid;border-left:1pt #000000 solid;"><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 8pt 0pt;line-height:1.07;background-color:#F9CF46;"><span style="color:#000000;background-color:#F9CF46;font-size:7pt;">6 536,45</span></p></td></tr><tr style="height:27.1pt;"><td style="width:62pt;padding:1.5pt 1.5pt 1.5pt 1.5pt;background-color:#D8D5D4;border-top:1pt #000000 solid;border-right:1pt #000000 solid;border-bottom:1pt #000000 solid;border-left:1pt #000000 solid;"><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 0pt 0pt;background-color:#D8D5D4;"><span style="color:#000000;background-color:#D8D5D4;font-size:7pt;">ВЕС</span></p></td><td style="width:62pt;padding:0.75pt 2.85pt 0pt 2.85pt;background-color:#D8D5D4;border-top:1pt #000000 solid;border-right:1pt #000000 solid;border-bottom:1pt #000000 solid;border-left:1pt #000000 solid;"><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 8pt 0pt;line-height:1.07;background-color:#D8D5D4;"><span style="color:#000000;background-color:#D8D5D4;font-size:7pt;">4 314,76</span></p></td><td style="width:62pt;padding:0.75pt 2.85pt 0pt 2.85pt;background-color:#D8D5D4;border-top:1pt #000000 solid;border-right:1pt #000000 solid;border-bottom:1pt #000000 solid;border-left:1pt #000000 solid;"><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 8pt 0pt;line-height:1.07;background-color:#D8D5D4;"><span style="color:#000000;background-color:#D8D5D4;font-size:7pt;">4 331,17</span></p></td><td style="width:62pt;padding:0.75pt 2.85pt 0pt 2.85pt;background-color:#D8D5D4;border-top:1pt #000000 solid;border-right:1pt #000000 solid;border-bottom:1pt #000000 solid;border-left:1pt #000000 solid;"><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 8pt 0pt;line-height:1.07;background-color:#D8D5D4;"><span style="color:#000000;background-color:#D8D5D4;font-size:7pt;">4 340,16</span></p></td><td style="width:62pt;padding:0.75pt 2.85pt 0pt 2.85pt;background-color:#D8D5D4;border-top:1pt #000000 solid;border-right:1pt #000000 solid;border-bottom:1pt #000000 solid;border-left:1pt #000000 solid;"><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 8pt 0pt;line-height:1.07;background-color:#D8D5D4;"><span style="color:#000000;background-color:#D8D5D4;font-size:7pt;">4 450,54</span></p></td><td style="width:62pt;padding:0.75pt 2.85pt 0pt 2.85pt;background-color:#D8D5D4;border-top:1pt #000000 solid;border-right:1pt #000000 solid;border-bottom:1pt #000000 solid;border-left:1pt #000000 solid;"><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 8pt 0pt;line-height:1.07;background-color:#D8D5D4;"><span style="color:#000000;background-color:#D8D5D4;font-size:7pt;">4 701,87</span></p></td><td style="width:62pt;padding:0.75pt 2.85pt 0pt 2.85pt;background-color:#D8D5D4;border-top:1pt #000000 solid;border-right:1pt #000000 solid;border-bottom:1pt #000000 solid;border-left:1pt #000000 solid;"><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 8pt 0pt;line-height:1.07;background-color:#D8D5D4;"><span style="color:#000000;background-color:#D8D5D4;font-size:7pt;">4 807,95</span></p></td><td style="width:62pt;padding:0.75pt 2.85pt 0pt 2.85pt;background-color:#D8D5D4;border-top:1pt #000000 solid;border-right:1pt #000000 solid;border-bottom:1pt #000000 solid;border-left:1pt #000000 solid;"><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 8pt 0pt;line-height:1.07;background-color:#D8D5D4;"><span style="color:#000000;background-color:#D8D5D4;font-size:7pt;">4 432,06</span></p></td></tr><tr style="height:27.1pt;"><td style="width:62pt;padding:1.5pt 1.5pt 1.5pt 1.5pt;background-color:#205CA5;border-top:1pt #000000 solid;border-right:1pt #000000 solid;border-bottom:1pt #000000 solid;border-left:1pt #000000 solid;"><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 0pt 0pt;background-color:#205CA5;"><span style="color:#FFFFFF;background-color:#205CA5;font-size:7pt;">Мікро ГЕС</span></p></td><td style="width:62pt;padding:0.75pt 2.85pt 0pt 2.85pt;background-color:#205CA5;border-top:1pt #000000 solid;border-right:1pt #000000 solid;border-bottom:1pt #000000 solid;border-left:1pt #000000 solid;"><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 8pt 0pt;line-height:1.07;background-color:#205CA5;"><span style="color:#FFFFFF;background-color:#205CA5;font-size:7pt;">8 346,77</span></p></td><td style="width:62pt;padding:0.75pt 2.85pt 0pt 2.85pt;background-color:#205CA5;border-top:1pt #000000 solid;border-right:1pt #000000 solid;border-bottom:1pt #000000 solid;border-left:1pt #000000 solid;"><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 8pt 0pt;line-height:1.07;background-color:#205CA5;"><span style="color:#FFFFFF;background-color:#205CA5;font-size:7pt;">8 185,57</span></p></td><td style="width:62pt;padding:0.75pt 2.85pt 0pt 2.85pt;background-color:#205CA5;border-top:1pt #000000 solid;border-right:1pt #000000 solid;border-bottom:1pt #000000 solid;border-left:1pt #000000 solid;"><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 8pt 0pt;line-height:1.07;background-color:#205CA5;"><span style="color:#FFFFFF;background-color:#205CA5;font-size:7pt;">8 453,53</span></p></td><td style="width:62pt;padding:0.75pt 2.85pt 0pt 2.85pt;background-color:#205CA5;border-top:1pt #000000 solid;border-right:1pt #000000 solid;border-bottom:1pt #000000 solid;border-left:1pt #000000 solid;"><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 8pt 0pt;line-height:1.07;background-color:#205CA5;"><span style="color:#FFFFFF;background-color:#205CA5;font-size:7pt;">8 421,21</span></p></td><td style="width:62pt;padding:0.75pt 2.85pt 0pt 2.85pt;background-color:#205CA5;border-top:1pt #000000 solid;border-right:1pt #000000 solid;border-bottom:1pt #000000 solid;border-left:1pt #000000 solid;"><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 8pt 0pt;line-height:1.07;background-color:#205CA5;"><span style="color:#FFFFFF;background-color:#205CA5;font-size:7pt;">8 438,58</span></p></td><td style="width:62pt;padding:0.75pt 2.85pt 0pt 2.85pt;background-color:#205CA5;border-top:1pt #000000 solid;border-right:1pt #000000 solid;border-bottom:1pt #000000 solid;border-left:1pt #000000 solid;"><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 8pt 0pt;line-height:1.07;background-color:#205CA5;"><span style="color:#FFFFFF;background-color:#205CA5;font-size:7pt;">8 448,80</span></p></td><td style="width:62pt;padding:0.75pt 2.85pt 0pt 2.85pt;background-color:#205CA5;border-top:1pt #000000 solid;border-right:1pt #000000 solid;border-bottom:1pt #000000 solid;border-left:1pt #000000 solid;"><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 8pt 0pt;line-height:1.07;background-color:#205CA5;"><span style="color:#FFFFFF;background-color:#205CA5;font-size:7pt;">8 391,87</span></p></td></tr><tr style="height:27.1pt;"><td style="width:62pt;padding:1.5pt 1.5pt 1.5pt 1.5pt;background-color:#205CA5;border-top:1pt #000000 solid;border-right:1pt #000000 solid;border-bottom:1pt #000000 solid;border-left:1pt #000000 solid;"><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 0pt 0pt;background-color:#205CA5;"><span style="color:#FFFFFF;background-color:#205CA5;font-size:7pt;">Міні ГЕС</span></p></td><td style="width:62pt;padding:0.75pt 2.85pt 0pt 2.85pt;background-color:#205CA5;border-top:1pt #000000 solid;border-right:1pt #000000 solid;border-bottom:1pt #000000 solid;border-left:1pt #000000 solid;"><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 8pt 0pt;line-height:1.07;background-color:#205CA5;"><span style="color:#FFFFFF;background-color:#205CA5;font-size:7pt;">6 274,90</span></p></td><td style="width:62pt;padding:0.75pt 2.85pt 0pt 2.85pt;background-color:#205CA5;border-top:1pt #000000 solid;border-right:1pt #000000 solid;border-bottom:1pt #000000 solid;border-left:1pt #000000 solid;"><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 8pt 0pt;line-height:1.07;background-color:#205CA5;"><span style="color:#FFFFFF;background-color:#205CA5;font-size:7pt;">6 214,11</span></p></td><td style="width:62pt;padding:0.75pt 2.85pt 0pt 2.85pt;background-color:#205CA5;border-top:1pt #000000 solid;border-right:1pt #000000 solid;border-bottom:1pt #000000 solid;border-left:1pt #000000 solid;"><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 8pt 0pt;line-height:1.07;background-color:#205CA5;"><span style="color:#FFFFFF;background-color:#205CA5;font-size:7pt;">6 355,60</span></p></td><td style="width:62pt;padding:0.75pt 2.85pt 0pt 2.85pt;background-color:#205CA5;border-top:1pt #000000 solid;border-right:1pt #000000 solid;border-bottom:1pt #000000 solid;border-left:1pt #000000 solid;"><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 8pt 0pt;line-height:1.07;background-color:#205CA5;"><span style="color:#FFFFFF;background-color:#205CA5;font-size:7pt;">6 310,12</span></p></td><td style="width:62pt;padding:0.75pt 2.85pt 0pt 2.85pt;background-color:#205CA5;border-top:1pt #000000 solid;border-right:1pt #000000 solid;border-bottom:1pt #000000 solid;border-left:1pt #000000 solid;"><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 8pt 0pt;line-height:1.07;background-color:#205CA5;"><span style="color:#FFFFFF;background-color:#205CA5;font-size:7pt;">6 466,23</span></p></td><td style="width:62pt;padding:0.75pt 2.85pt 0pt 2.85pt;background-color:#205CA5;border-top:1pt #000000 solid;border-right:1pt #000000 solid;border-bottom:1pt #000000 solid;border-left:1pt #000000 solid;"><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 8pt 0pt;line-height:1.07;background-color:#205CA5;"><span style="color:#FFFFFF;background-color:#205CA5;font-size:7pt;">6 388,19</span></p></td><td style="width:62pt;padding:0.75pt 2.85pt 0pt 2.85pt;background-color:#205CA5;border-top:1pt #000000 solid;border-right:1pt #000000 solid;border-bottom:1pt #000000 solid;border-left:1pt #000000 solid;"><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 8pt 0pt;line-height:1.07;background-color:#205CA5;"><span style="color:#FFFFFF;background-color:#205CA5;font-size:7pt;">6 350,65</span></p></td></tr><tr style="height:27.1pt;"><td style="width:62pt;padding:1.5pt 1.5pt 1.5pt 1.5pt;background-color:#205CA5;border-top:1pt #000000 solid;border-right:1pt #000000 solid;border-bottom:1pt #000000 solid;border-left:1pt #000000 solid;"><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 0pt 0pt;background-color:#205CA5;"><span style="color:#FFFFFF;background-color:#205CA5;font-size:7pt;">Малі ГЕС</span></p></td><td style="width:62pt;padding:0.75pt 2.85pt 0pt 2.85pt;background-color:#205CA5;border-top:1pt #000000 solid;border-right:1pt #000000 solid;border-bottom:1pt #000000 solid;border-left:1pt #000000 solid;"><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 8pt 0pt;line-height:1.07;background-color:#205CA5;"><span style="color:#FFFFFF;background-color:#205CA5;font-size:7pt;">5 556,40</span></p></td><td style="width:62pt;padding:0.75pt 2.85pt 0pt 2.85pt;background-color:#205CA5;border-top:1pt #000000 solid;border-right:1pt #000000 solid;border-bottom:1pt #000000 solid;border-left:1pt #000000 solid;"><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 8pt 0pt;line-height:1.07;background-color:#205CA5;"><span style="color:#FFFFFF;background-color:#205CA5;font-size:7pt;">5 556,40</span></p></td><td style="width:62pt;padding:0.75pt 2.85pt 0pt 2.85pt;background-color:#205CA5;border-top:1pt #000000 solid;border-right:1pt #000000 solid;border-bottom:1pt #000000 solid;border-left:1pt #000000 solid;"><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 8pt 0pt;line-height:1.07;background-color:#205CA5;"><span style="color:#FFFFFF;background-color:#205CA5;font-size:7pt;">5 556,40</span></p></td><td style="width:62pt;padding:0.75pt 2.85pt 0pt 2.85pt;background-color:#205CA5;border-top:1pt #000000 solid;border-right:1pt #000000 solid;border-bottom:1pt #000000 solid;border-left:1pt #000000 solid;"><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 8pt 0pt;line-height:1.07;background-color:#205CA5;"><span style="color:#FFFFFF;background-color:#205CA5;font-size:7pt;">5 635,10</span></p></td><td style="width:62pt;padding:0.75pt 2.85pt 0pt 2.85pt;background-color:#205CA5;border-top:1pt #000000 solid;border-right:1pt #000000 solid;border-bottom:1pt #000000 solid;border-left:1pt #000000 solid;"><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 8pt 0pt;line-height:1.07;background-color:#205CA5;"><span style="color:#FFFFFF;background-color:#205CA5;font-size:7pt;">5 635,10</span></p></td><td style="width:62pt;padding:0.75pt 2.85pt 0pt 2.85pt;background-color:#205CA5;border-top:1pt #000000 solid;border-right:1pt #000000 solid;border-bottom:1pt #000000 solid;border-left:1pt #000000 solid;"><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 8pt 0pt;line-height:1.07;background-color:#205CA5;"><span style="color:#FFFFFF;background-color:#205CA5;font-size:7pt;">5 635,10</span></p></td><td style="width:62pt;padding:0.75pt 2.85pt 0pt 2.85pt;background-color:#205CA5;border-top:1pt #000000 solid;border-right:1pt #000000 solid;border-bottom:1pt #000000 solid;border-left:1pt #000000 solid;"><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 8pt 0pt;line-height:1.07;background-color:#205CA5;"><span style="color:#FFFFFF;background-color:#205CA5;font-size:7pt;">5 604,92</span></p></td></tr><tr style="height:27.1pt;"><td style="width:62pt;padding:1.5pt 1.5pt 1.5pt 1.5pt;background-color:#00B76C;border-top:1pt #000000 solid;border-right:1pt #000000 solid;border-bottom:1pt #000000 solid;border-left:1pt #000000 solid;"><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 0pt 0pt;background-color:#00B76C;"><span style="color:#FFFFFF;background-color:#00B76C;font-size:7pt;">Біомаса</span></p></td><td style="width:62pt;padding:0.75pt 2.85pt 0pt 2.85pt;background-color:#00B76C;border-top:1pt #000000 solid;border-right:1pt #000000 solid;border-bottom:1pt #000000 solid;border-left:1pt #000000 solid;"><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 8pt 0pt;line-height:1.07;background-color:#00B76C;"><span style="color:#FFFFFF;background-color:#00B76C;font-size:7pt;">5 916,50</span></p></td><td style="width:62pt;padding:0.75pt 2.85pt 0pt 2.85pt;background-color:#00B76C;border-top:1pt #000000 solid;border-right:1pt #000000 solid;border-bottom:1pt #000000 solid;border-left:1pt #000000 solid;"><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 8pt 0pt;line-height:1.07;background-color:#00B76C;"><span style="color:#FFFFFF;background-color:#00B76C;font-size:7pt;">5 916,50</span></p></td><td style="width:62pt;padding:0.75pt 2.85pt 0pt 2.85pt;background-color:#00B76C;border-top:1pt #000000 solid;border-right:1pt #000000 solid;border-bottom:1pt #000000 solid;border-left:1pt #000000 solid;"><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 8pt 0pt;line-height:1.07;background-color:#00B76C;"><span style="color:#FFFFFF;background-color:#00B76C;font-size:7pt;">5 916,50</span></p></td><td style="width:62pt;padding:0.75pt 2.85pt 0pt 2.85pt;background-color:#00B76C;border-top:1pt #000000 solid;border-right:1pt #000000 solid;border-bottom:1pt #000000 solid;border-left:1pt #000000 solid;"><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 8pt 0pt;line-height:1.07;background-color:#00B76C;"><span style="color:#FFFFFF;background-color:#00B76C;font-size:7pt;">6 014,00</span></p></td><td style="width:62pt;padding:0.75pt 2.85pt 0pt 2.85pt;background-color:#00B76C;border-top:1pt #000000 solid;border-right:1pt #000000 solid;border-bottom:1pt #000000 solid;border-left:1pt #000000 solid;"><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 8pt 0pt;line-height:1.07;background-color:#00B76C;"><span style="color:#FFFFFF;background-color:#00B76C;font-size:7pt;">7 200,40</span></p></td><td style="width:62pt;padding:0.75pt 2.85pt 0pt 2.85pt;background-color:#00B76C;border-top:1pt #000000 solid;border-right:1pt #000000 solid;border-bottom:1pt #000000 solid;border-left:1pt #000000 solid;"><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 8pt 0pt;line-height:1.07;background-color:#00B76C;"><span style="color:#FFFFFF;background-color:#00B76C;font-size:7pt;">7 200,40</span></p></td><td style="width:62pt;padding:0.75pt 2.85pt 0pt 2.85pt;background-color:#00B76C;border-top:1pt #000000 solid;border-right:1pt #000000 solid;border-bottom:1pt #000000 solid;border-left:1pt #000000 solid;"><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 8pt 0pt;line-height:1.07;background-color:#00B76C;"><span style="color:#FFFFFF;background-color:#00B76C;font-size:7pt;">6 027,30</span></p></td></tr><tr style="height:27.1pt;"><td style="width:62pt;padding:1.5pt 1.5pt 1.5pt 1.5pt;background-color:#00B76C;border-top:1pt #000000 solid;border-right:1pt #000000 solid;border-bottom:1pt #000000 solid;border-left:1pt #000000 solid;"><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 0pt 0pt;background-color:#00B76C;"><span style="color:#FFFFFF;background-color:#00B76C;font-size:7pt;">Біогаз</span></p></td><td style="width:62pt;padding:0.75pt 2.85pt 0pt 2.85pt;background-color:#00B76C;border-top:1pt #000000 solid;border-right:1pt #000000 solid;border-bottom:1pt #000000 solid;border-left:1pt #000000 solid;"><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 8pt 0pt;line-height:1.07;background-color:#00B76C;"><span style="color:#FFFFFF;background-color:#00B76C;font-size:7pt;">6 244,42</span></p></td><td style="width:62pt;padding:0.75pt 2.85pt 0pt 2.85pt;background-color:#00B76C;border-top:1pt #000000 solid;border-right:1pt #000000 solid;border-bottom:1pt #000000 solid;border-left:1pt #000000 solid;"><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 8pt 0pt;line-height:1.07;background-color:#00B76C;"><span style="color:#FFFFFF;background-color:#00B76C;font-size:7pt;">6 355,23</span></p></td><td style="width:62pt;padding:0.75pt 2.85pt 0pt 2.85pt;background-color:#00B76C;border-top:1pt #000000 solid;border-right:1pt #000000 solid;border-bottom:1pt #000000 solid;border-left:1pt #000000 solid;"><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 8pt 0pt;line-height:1.07;background-color:#00B76C;"><span style="color:#FFFFFF;background-color:#00B76C;font-size:7pt;">6 349,93</span></p></td><td style="width:62pt;padding:0.75pt 2.85pt 0pt 2.85pt;background-color:#00B76C;border-top:1pt #000000 solid;border-right:1pt #000000 solid;border-bottom:1pt #000000 solid;border-left:1pt #000000 solid;"><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 8pt 0pt;line-height:1.07;background-color:#00B76C;"><span style="color:#FFFFFF;background-color:#00B76C;font-size:7pt;">6 451,46</span></p></td><td style="width:62pt;padding:0.75pt 2.85pt 0pt 2.85pt;background-color:#00B76C;border-top:1pt #000000 solid;border-right:1pt #000000 solid;border-bottom:1pt #000000 solid;border-left:1pt #000000 solid;"><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 8pt 0pt;line-height:1.07;background-color:#00B76C;"><span style="color:#FFFFFF;background-color:#00B76C;font-size:7pt;">6 453,17</span></p></td><td style="width:62pt;padding:0.75pt 2.85pt 0pt 2.85pt;background-color:#00B76C;border-top:1pt #000000 solid;border-right:1pt #000000 solid;border-bottom:1pt #000000 solid;border-left:1pt #000000 solid;"><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 8pt 0pt;line-height:1.07;background-color:#00B76C;"><span style="color:#FFFFFF;background-color:#00B76C;font-size:7pt;">6 444,46</span></p></td><td style="width:62pt;padding:0.75pt 2.85pt 0pt 2.85pt;background-color:#00B76C;border-top:1pt #000000 solid;border-right:1pt #000000 solid;border-bottom:1pt #000000 solid;border-left:1pt #000000 solid;"><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 8pt 0pt;line-height:1.07;background-color:#00B76C;"><span style="color:#FFFFFF;background-color:#00B76C;font-size:7pt;">6 399,86</span></p></td></tr><tr style="height:41.6pt;"><td style="width:62pt;padding:1.5pt 1.5pt 1.5pt 1.5pt;background-color:#F4F1ED;border-top:1pt #000000 solid;border-right:1pt #000000 solid;border-bottom:1pt #000000 solid;border-left:1pt #000000 solid;"><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 0pt 0pt;background-color:#F4F1ED;"><span style="color:#000000;background-color:#F4F1ED;font-size:7pt;">Загальна середньозважена ціна</span></p></td><td style="width:62pt;padding:0.75pt 2.85pt 0pt 2.85pt;border-top:1pt #000000 solid;border-right:1pt #000000 solid;border-bottom:1pt #000000 solid;border-left:1pt #000000 solid;"><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 8pt 0pt;line-height:1.07;"><span style="color:#000000;font-size:7pt;">6 466,43</span></p></td><td style="width:62pt;padding:0.75pt 2.85pt 0pt 2.85pt;border-top:1pt #000000 solid;border-right:1pt #000000 solid;border-bottom:1pt #000000 solid;border-left:1pt #000000 solid;"><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 8pt 0pt;line-height:1.07;"><span style="color:#000000;font-size:7pt;">6 459,35</span></p></td><td style="width:62pt;padding:0.75pt 2.85pt 0pt 2.85pt;border-top:1pt #000000 solid;border-right:1pt #000000 solid;border-bottom:1pt #000000 solid;border-left:1pt #000000 solid;"><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 8pt 0pt;line-height:1.07;"><span style="color:#000000;font-size:7pt;">6 466,58</span></p></td><td style="width:62pt;padding:0.75pt 2.85pt 0pt 2.85pt;border-top:1pt #000000 solid;border-right:1pt #000000 solid;border-bottom:1pt #000000 solid;border-left:1pt #000000 solid;"><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 8pt 0pt;line-height:1.07;"><span style="color:#000000;font-size:7pt;">6 523,88</span></p></td><td style="width:62pt;padding:0.75pt 2.85pt 0pt 2.85pt;border-top:1pt #000000 solid;border-right:1pt #000000 solid;border-bottom:1pt #000000 solid;border-left:1pt #000000 solid;"><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 8pt 0pt;line-height:1.07;"><span style="color:#000000;font-size:7pt;">6 519,92</span></p></td><td style="width:62pt;padding:0.75pt 2.85pt 0pt 2.85pt;border-top:1pt #000000 solid;border-right:1pt #000000 solid;border-bottom:1pt #000000 solid;border-left:1pt #000000 solid;"><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 8pt 0pt;line-height:1.07;"><span style="color:#000000;font-size:7pt;">6 402,45</span></p></td><td style="width:62pt;padding:0.75pt 2.85pt 0pt 2.85pt;border-top:1pt #000000 solid;border-right:1pt #000000 solid;border-bottom:1pt #000000 solid;border-left:1pt #000000 solid;"><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 8pt 0pt;line-height:1.07;"><span style="color:#000000;font-size:7pt;">6 472,60</span></p></td></tr></table><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;">&#160;</span></p><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">&#160;</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Відповідно до Закону України "Про ринок електричної енергії" та &#160;Порядку купівлі гарантованим покупцем електричної енергії, виробленої з альтернативних джерел енергії, затвердженого постановою НКРЕКП від 26.04.2019 № 641 (зі змінами) (далі - Порядок) основними джерелами оплати купленої ДП "Гарантований покупець" електричної енергії у виробників за "зеленим" тарифом є кошти, які надійшли від продажу електричної енергії на організованих сегментах ринку та кошти, які надійшли від НЕК "УКРЕНЕРГО" як оплата послуги із забезпечення збільшення частки виробництва електричної енергії з альтернативних джерел енергії.</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">&#160;</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">За 2025 рік ДП "Гарантований покупець" розрахувався з виробниками за куплену за "зеленим" тарифом електричну енергію на загальну суму 45 805,04 млн.грн (з ПДВ), рівень розрахунку склав 94,4%</span> <span style="color:#000000;font-size:11pt;font-style:italic;">(довідково: за 12 місяців 2024 року обсяг розрахунків склав 39 353,09 млн.грн (з ПДВ), рівень розрахунку - 79,0%)</span><span style="color:#000000;font-size:11pt;">.</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Крім того, впродовж 2025 року було здійснено часткове погашення заборгованості за 2021-2024 роки перед виробниками електричної енергії за "зеленим" тарифом, у сумі 8 429,04 млн. грн (з ПДВ).</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;">&#160;</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">&#160;</span><span><img 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" 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" alt="" style="border-width:0px;" /></span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">&#160;</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Станом на 31.12.2025 заборгованість ДП "Гарантований покупець" за куплену у виробників за "зеленим" тарифом електричну енергію складає &#160;21 403,3 &#160;млн. грн, у т. ч. за е/е 2025 року - 2 730,7 млн. грн (з ПДВ).</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">&#160;</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">ДП "Гарантований покупець" протягом 12 місяців 2025 року надано НЕК "УКРЕНЕРГО", як оператору системи передачі, послугу із забезпечення збільшення частки виробництва електричної енергії з альтернативних джерел за 2025 рік на загальну суму 27 686,8 млн. грн (у т. ч. ПДВ)без врахування коригування за попередні періоди.</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">&#160;</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">&#160;</span><span><img 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" 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" alt="" style="border-width:0px;" /></span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:10pt;font-style:italic;">&#160;</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:10pt;font-style:italic;">&#160; &#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;</span> <span style="color:#000000;font-size:11pt;font-style:italic;">&#160;Складові вартості послуги зазначені без ПДВ</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;font-style:italic;">&#160;</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;font-style:italic;">1) Платіж продавцю за "зеленим" тарифом, що входить до балансуючої групи гарантованого покупця;</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;font-style:italic;">2) Вартість проданої електричної енергії;</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;font-style:italic;">3) Витрати, пов'язані з придбанням послуги за механізмом ринкової премії;</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;font-style:italic;">4) Витрати, пов'язані з придбанням електричної енергії на внутрішньодобовому ринку для зменшення небалансів електричної енергії гарантованого покупця;</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;font-style:italic;">5) Фактичні доходи або витрати, пов'язані із врегулюванням небалансу електричної енергії гарантованого покупця, що ураховують суму коштів, отриманих від продавців за "зеленим" тарифом відповідно до актів приймання-передачі послуги з відшкодування частки вартості врегулювання небалансу електричної енергії балансуючої групи гарантованого покупця за розрахунковий місяць;</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;font-style:italic;">6) Витрати, передбачені кошторисом ДП "Гарантований покупець" на його діяльність у розрахунковому періоді;</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;font-style:italic;">7) Сумарний платіж, пов'язаний з доходом від продажу гарантій походження електричної енергії, виробленої з відновлюваних джерел енергії (у тому числі за зовнішньоекономічними договорами (контрактами), зменшений на суму видатків, пов'язаних із продажем таких гарантій походження, за розрахунковий місяць;</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;font-style:italic;">8) Сумарний платіж, пов'язаний з доходом від продажу електричної енергії за договорами експорту електричної енергії, зменшений на суму видатків (у тому числі пов'язаних із отриманням доступу до пропускної спроможності міждержавних перетинів, податків, зборів та інших обов'язкових платежів, пов'язаних із продажем електричної енергії за договорами експорту електричної енергії), за розрахунковий місяць;</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;font-style:italic;">9) Додатковий прибуток гарантованого покупця з урахуванням різниці між доходами та витратами, що виникла під час виконання гарантованим покупцем спеціальних обов'язків для забезпечення загальносуспільних інтересів;</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;font-style:italic;">10) Отримана фінансова підтримка з державного бюджету для виконання спеціальних обов'язків із забезпечення збільшення частки виробництва електричної енергії з альтернативних джерел енергії;</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;font-style:italic;">11) Додаткові надходження Гарантованого покупця, (крім суми коштів, необхідної гарантованому покупцю для забезпечення оплати 3 % річних, інфляційних нарахувань та штрафних санкцій згідно з судовими &#160;рішеннями), згідно з постановою НКРЕКП від 07 лютого 2020 року № 358;</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;font-style:italic;">12) Вартість наданої послуги із забезпечення збільшення частки виробництва електричної енергії з альтернативних джерел за 12 місяців 2025 рік.</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">&#160;</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">У 2025 році впродовж вересня-грудня ДП "Гарантований покупець" несвоєчасно та не в повному обсязі отримувало оплату за надану послугу із забезпечення збільшення частки виробництва електричної енергії з альтернативних джерел від НЕК "УКРЕНЕРГО", що ускладнювало своєчасність та повноту розрахунків з виробниками за "зеленим" тарифом за продану ними електроенергію.</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">&#160;</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Загальний розмір отриманих коштів від НЕК "УКРЕНЕРГО", за надану гарантованим покупцем Послугу у 2025 році, складає 25 955,4 млн. грн (з ПДВ).</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">&#160;</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Загальна заборгованість НЕК "УКРЕНЕРГО", станом на 31.12.2025, склала 15 667,2 млн. грн., з них за 2025 рік - 1 731,4 млн. грн (з ПДВ).</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;font-style:italic;">&#160;</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span><img 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" alt="" style="border-width:0px;" /></span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;">&#160;</span></p><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;font-weight:bold;">Купівля послуги за механізмом ринкової премії у продавців за механізмом ринкової премії, яким встановлено "зелений" тариф або які є переможцями аукціону</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">&#160;</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Вартість послуги за механізмом ринкової премії, що надана продавцями за механізмом ринкової премії та придбана гарантованим покупцем у 2025 році &#160;становить 457,0 млн.грн. (з ПДВ).</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">&#160;</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span><img 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" alt="" style="border-width:0px;" /></span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;">&#160;</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Відповідно до Порядку вартість послуги за механізмом ринкової премії погоджується НЕК "Укренерго" та надається НКРЕКП на затвердження.</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">&#160;</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Також послуга за механізмом ринкової премії є складовою послуги із забезпечення збільшення виробництва електричної енергії з альтернативних джерел енергії, яку гарантований покупець надає НЕК "Укренерго".</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">&#160;</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Протягом 2025 року за отриману послугу за механізмом ринкової премії гарантований покупець сплатив продавцям за механізмом ринкової премії 727,2 млн.грн. (з ПДВ), з яких 321,5 млн.грн. (з ПДВ) погашення заборгованості за 2024 рік та 405,7 млн.грн. (з ПДВ) за послугу 2025 року.</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">&#160;</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Станом на 31.12.2025 заборгованість складає 95,1 млн.грн., з яких 43,8 млн.грн. за 2024 рік та 51,3 млн.грн. за 2025 рік.</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">&#160;</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span><img 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" alt="" style="border-width:0px;" /></span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;">&#160;</span></p><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;font-weight:bold;">Продаж послуги з відшкодування частки вартості врегулювання небалансу електричної енергії гарантованого покупця</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">&#160;</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">За відхилення фактичних погодинних обсягів відпуску електричної енергії &#160;(які не пов'язані з виконанням команд оператора системи передачі на зменшення навантаження та команди з операційної безпеки) об'єктами електроенергетики або чергами будівництва (пусковими комплексами) виробників за "зеленим" тарифом, які включені до балансуючою групи гарантованого покупця, від їхніх прогнозних погодинних графіків відпуску електричної енергії, відшкодовується частка вартості врегулювання небалансу електричної енергії гарантованому покупцю відповідно до Закону України "Про ринок електричної енергії", Порядку 641 та договору про участь у &#160;балансуючій групі гарантованого покупця.</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">&#160;</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">В 2025 році було здійснено розрахунок та нарахування частки вартості врегулювання небалансу електричної енергії балансуючої групи гарантованого покупця та вартості відхилення на суму 1 053 641 &#160;тис.грн (без ПДВ).</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">&#160;</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Заборгованість ВАД перед ДП "Гарантований покупець" за послугу з відшкодування частки вартості врегулювання небалансу електричної енергії гарантованого покупця &#160;та вартості відхилення станом на 31.12.2025 становить 4 234 954 тис. грн. (з ПДВ).</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">&#160;</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;font-weight:bold;">Виконання ДП "Гарантований покупець" спеціальних обов'язків з забезпечення загальносуспільних інтересів у процесі функціонування ринку електроенергії</span></p><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">&#160;</span></p><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;font-style:italic;">Надання послуги із забезпечення доступності електричної енергії для побутових споживачів</span></p><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">&#160;</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Відповідно до Положення ПСО, з метою забезпечення побутових споживачів електричною енергією за фіксованими цінами, постачальники універсальних послуг надають гарантованому покупцю послуги із забезпечення доступності електричної енергії для побутових споживачів, а гарантований покупець, в свою чергу, надає такі послуги виробникам електричної енергії, на яких також покладено виконання спеціальних обов'язків для забезпечення загальносуспільних інтересів у процесі функціонування ринку електричної енергії (АТ "НАЕК "Енергоатом", ПрАТ "Укргідроенерго").</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">&#160;</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">За наданими ПУП даними, загальний обсяг електричної енергії, спожитої побутовими споживачами у 2025 році, складає 30 476,3 тис.МВт·год.</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">&#160;</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span><img 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" alt="" style="border-width:0px;" /></span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Вартість послуги із забезпечення доступності електричної енергії для побутових споживачів, наданої ПУП гарантованому покупцю у 2025 році, складає 180 286,9 млн. грн (з ПДВ).</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">&#160;</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">У свою чергу, вартість послуги із забезпечення доступності електричної енергії для побутових споживачів, наданої у 2025 році гарантованим покупцем виробникам (АТ "НАЕК "Енергоатом" та ПрАТ "Укргідроенерго") складає</span></p><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;"><br />-</span> <span style="color:#000000;font-size:11pt;">180 286,9 млн. грн (з ПДВ),</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">з них:</span></p><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;"><br />-</span> <span style="color:#000000;font-size:11pt;">163 179,6 млн. грн (90,5%) АТ "НАЕК "Енергоатом" та</span><span style="color:#000000;"><br />-</span> <span style="color:#000000;font-size:11pt;">17 107,3 млн. грн (9,5%) ПрАТ "Укргідроенерго".</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">&#160;</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span><img src="data:image/png;base64,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" alt="" style="border-width:0px;" /></span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;">&#160;</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">На виконання Наказу Міненерго від 21.03.2022 №132 (далі - Наказ 132) ПУП та ДП "Гарантований покупець" протягом 2025 року здійснювали зарахування зустрічних однорідних вимог непогашених грошових зобов'язань, що виникли в результаті різниці між зобов'язаннями з оплати та перерахованими грошовими коштами за куплену ПУП електричну енергію, з непогашеними грошовими зобов'язаннями, що виникли при отриманні гарантованим покупцем послуг із забезпечення доступності електричної енергії для побутових споживачів, що надаються ПУП.</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">&#160;</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">В цілому за 2025 рік на виконання Наказу 132 ДП "Гарантований покупець" забезпечив постачальників універсальних послуг електричною енергією на суму 24 764,2 млн.грн (з ПДВ), за яку ПУП протягом 2025 року здійснили розрахунок наступним чином: 23 570,9 млн.грн (95,2%) - оплата грошовими коштами, 485,0 млн.грн (2,0%) - зарахування зустрічних вимог непогашених грошових зобов'язань.</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">&#160;</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Крім того, протягом 2025 року на виконання Наказу 132 ПУП здійснено часткове погашення заборгованості за куповану електричну енергію у 2024 році, а саме: 2 371,8 млн.грн (з ПДВ) грошовими коштами та 128,9 млн.грн (з ПДВ) шляхом зарахування зустрічних вимог непогашених грошових зобов'язань. Станом на 31.12.2025 загальна заборгованість ПУП за куповану на виконання Наказу 132 електричну енергію складає &#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;777,4 млн.грн (з ПДВ), з них 708,3 млн.грн за 2025 рік та 69,1 млн.грн - за попередні роки.</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">&#160;</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Також, в умовах дефіциту коштів, з метою покращення розрахунків між виробниками, гарантованим покупцем та ПУП, Міністерством енергетики України видано окремі накази, які передбачають спеціальний алгоритм розрахунків, що дає змогу гарантованому покупцю сплачувати послуги із забезпечення доступності електричної енергії для побутових споживачів ПУП при наявній заборгованості останніх перед АТ "НАЕК "Енергоатом" та в результаті значно знизити рівень заборгованості між учасниками ринку електричної енергії, на яких покладені спеціальні обов'язки для забезпечення загальносуспільних інтересів у процесі функціонування ринку електричної енергії.</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">&#160;</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Протягом 2025 року оплата гарантованим покупцем послуги ПУП здійснювалася відповідно до Положення ПСО та з урахуванням Наказу Міністерства енергетики України від 24.01.2023 №22 (зі змінами, внесеними наказом Міністерства енергетики України від 26.12.2023 №395), згідно з яким оплата прогнозної або фактичної вартості послуги ПУП у відповідному поточному місяці зменшується на суму переплати такому постачальнику за послугу минулих періодів (внаслідок оплати прогнозної вартості послуги, що перевищила її фактичну вартість), а також заборгованості ПУП перед ДП "Гарантований покупець" за куплену у попередніх періодах електричну енергію згідно з Наказом 132, з подальшим врахуванням такої заборгованості при зарахуванні зустрічних однорідних вимог за зобов'язаннями поточного періоду.</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">&#160;</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Загалом на виконання ПСО гарантований покупець протягом 2025 року сплатив ПУП за отриману у 2025 році послугу із забезпечення доступності електичної енергії для побутових споживачів 174 109,2 млн. грн (з ПДВ), з яких 173 596,6 млн.грн - грошовими коштами та 512,6 млн.грн - шляхом зарахування зустрічних однорідних вимог. Таким чином, з урахуванням наявного авансу на початок 2025 року у сумі 9 318,5 млн.грн, вартість Послуги за 2025 рік сплачено в повному обсязі. Крім того, в грудні 2025 року відповідно до умов договорів гарантованим покупцем перераховано постачальникам універсальних послуг авансовий платіж за січень 2026 року у сумі 10 515,3 млн.грн (з ПДВ).</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">&#160;</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Станом на 31.12.2025 поточна заборгованість гарантованого покупця перед ПУП за послугу склала 76,0 млн.грн (з ПДВ), у тому числі за послугу 2025 року 34,8 млн. грн (з ПДВ). Також наявна заборгованість перед ТОВ "ХОЕК" у сумі 41,2 млн. грн за грудень 2023 року, яка підлягає зарахуванню шляхом взаємозаліку, проте не реалізовано через відкриття провадження у справі про банкрутство товариства. Дебіторська заборгованість ПУП перед гарантованим покупцем склала 13 690,8 млн. грн (з ПДВ), у тому числі за 2025 рік 3 175,5 млн.грн (з ПДВ).</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">&#160;</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Виробники протягом 2025 року за отриману в 2025 році послугу із забезпечення доступності електричної енергії для побутових споживачів сплатили грошовими коштами гарантованому покупцю 175 310,7 млн. грн (з ПДВ). Таким чином, з урахуванням наявного авансу на початок 2025 року у сумі 8 143,2 млн.грн (без врахування переплати за 2024 рік), вартість Послуги за 2025 рік сплачено в повному обсязі. Крім того, виробниками перераховано гарантованому покупцю авансові платежі у сумі 12 846,5 млн. грн (з ПДВ), у тому числі за січень 2026 року за послугу із забезпечення доступності електричної енергії для побутових споживачів у сумі 9 705,8 млн.грн (з ПДВ).</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">&#160;</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Станом на 31.12.2025 заборгованість виробників перед гарантованим покупцем за послугу 2025 року відсутня, поточна кредиторська заборгованість гарантованого покупця перед виробниками склала 3 140,7 млн.грн (з ПДВ)(без врахування авансів 2026 року), з них 2 837,2 млн.грн - перед АТ "НАЕК "Енергоатом" та 303,5 млн.грн - перед ПрАТ "Укргідроенерго", яка в подальшому була погашена у січні 2026 року</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">&#160;</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Інформація щодо оплати послуг із забезпечення доступності електроенергії для побутових споживачів за період січень-грудень 2025 року.</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">&#160;</span></p><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;font-weight:bold;">Інформація щодо оплати послуг із забезпечення доступності електроенергії для побутових споживачів за період</span></p><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;font-weight:bold;">&#160;січень-грудень 2025 року</span></p><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">&#160;</span></p><p 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" 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/+rONd3Ouf6hyw0lefasqwEr8fB/+dpiURiEi/P21AUZdOpp5763/yd80OZX94kSRIvE1wK63xW2DRNITRcusTb5G3zPjjb2OKchx9xCXfPM+UP0zS38/myLOun3Audt+Ec25fd3w63teZlE4nE8q6uceKYFEW5ge8HocbQZ1VVfcAV6Wg0egYvm0qlpnWN7eJj/YeiKGucY+1wX1RZ1t19cK9Lnmfb9jR3H0zTHM/3RP5c27Y1liTDMP4k7guyvMpdX1VVLq3ic/Rr3ieeZlnWhc695u+maebce2FFjda9Pa7LYcd+QNf1xzvHdIrfglOKONrdRjUORFK5VM40zV/xtFwud4V3+WqoqjqC73l8HiRJ6lHyW0k8Hj+bvxs+l7lcrs+X7EAgcIp7L+bfjDs9GAxm+XvntrGjR48WksiZBvhc8HejadpnQ6HQie4LeDweX8m/sWAweFIul3ubz4Ou694OYr0YPXp0iu97zm/jwopr7go+RtM0/5TP54/hZdPp9A3O7/lXDQ0NogRTkqRlxeMcw8+HUq0cv3hUnmsXLuX0Pqcty1rnLPuzSZMmiRc8SZKudX7P4lzz9cfTOzs7/4tr2fha5POgZzI/Pqmt1O733Xy+OjqL141T4CCeMZ571Xae1tTU9EkukOD9d7zg7X6agwFw4ByMpPL0VCr1ncrlNVV7jX8kmqb9mdupJRKJze5DLdzaOrZyWUmSHnZ+SNTU1FTP0yok9U+VVXQu/CN25j/B+1MRDzjTXUnlnqcviIdjzvjzKaec8n/uZ3z4wx/+d03Tfs3zVFX95QnV21D+k6Ioj3PJUiaT+RZPcCXVeeBudLfNKVpM0/y186AsSc+oUaM+YcjGp4//1Kc+ydVdbW1t8Ww2+w1XqFwZ2B+2bV/ufD+/4qqXynmpVOpDkUDkOK664r/5xp1MJufYtv1X50Y1u3L5SvgGruv6X5xzUHrYtoVCk3j/2jvaSctkvu9Oj0ajmvv2L0mSOMZAIPABrrarP/30z4t1A4EvpdPp6dy0wdl+KTuAK6ksJaFQ6HOiBCObe5tL5txlKpa9lks03NLTSiol1bIsluV/ymQyP3cfzF5JNQxDXBeZTOYtty0hv1QYhtHrpYIl1bmG7qu8trhNnjO99PCqr6//b13XP/PJT37yYyyJsbY2NZfL3cPb54cBPxTcZb24N34+xsrqOyaZTJ7lvkCpqprnaU1NTf/D2+LrlttGRqNRFpZHHQHj0iLxgGJJ5fPO+xCNRkWzCoZLV7LZ7D94nizLPZr1mKZ5tXOue5WIVUqqYRhxnqaq6l3OA/evlW34VFU9I5fLdUciEaPHhxQ/58fOsZakrGKekFTDMPj7OSD44el8l6VSJsa27TnOb/K3U6dO/Y+PfOQj/6aqqvjda5r2y8rmPiNGjPiiYRjid8MvlzxNVdX7xLFmMn/87Gc/W6rOzGQyZ+Z0cawliaq8LitLL3O53JdYkJzvSnyfqqJ+j8+Hqqqv8DXJ7WF1Xf8hH4Omad92162UVM664U534evUkYeH+e9kMnku779TeHC4JfWXPC2fzy/2Ll8N/h25st7R0dFneqqOjo6RrqS2t7dr3vku/GLE9yNeLhaL9bquKgmHw2P5M/l8xGKxE3haY2PjZyORCDc5eDdnCIjH4+P5N+mchx6CWI22trYIHw9/Ljd5c6fbtn2p+/wyDON/eFogEPiPdDr9mZNOOkmk9Au3tARUVd3C+8P7zy8v7vru843vOZ7n2/eca7mapP6c/25ra2twZXx/kuqKajKZlHheNBo9jQub3OumP0mVJOlK3hf3syCp4LByCCRVVE25qKr6ZedH+vtYLPZ+wzBED1Cu4uAHbOWykiRNdm5a/NBzqwlLkur+yCvhH7H7Bsc3FDf4b/6BupLqtBl6gz9L07TveT9H0zRuk8j79Xszne5RVcE9mbPZ7B7nzfsHwWBQpN5yJZV/yK6wcTilJO6DqLLB/7vS6XQnl7AZhvFjd3m+gfiVVM4h6Nycfs2dGLzzuW2RKss3sgQW8gW3atbdlz4l1TCML7jVVaqqlm7yzc3Np3KbR2d6qccs38hdEc/lctdUTB+uKMq1pmk+z9+BZ/s9JNURuJe5/V9nZ+ffuf2rO78SbuPkXJP7+HusnOcpST01lUrNFQ98Rf1RNpt9yzlXJUmV0tKt7g2V28l+/vOf/9dkNNnC59NZtoek8jVU7dpytldZwvI+vn65mQhXqfNnudeBX0l1zge3513JoWnaw1wqztvKZDLfcZuDsMRIknShrmlPcXMVPje8Lu+XV1J5P2zb/nsoFCrJCZfy6rq+xzneHtWI3H7VOdevOh2kKuf1klTDMISw5HK5R/10AOzq6vpXbgrkPOQ2eOezpDpiwG2q1znnYoVlWkszmcyS1uZmLk3eLxWSyue01K6VX/CcY/4tl55zqTI3K3DuCaJdZwXv4hI0554gmjsYhrHLOVau6dlfh1Dvy5NoB8iYpjnKlVRu38/T4vH41IqX88+EQqFT+bvk9ZOSVGoiUympuq73asPpSqpt23dy6RY3EeFtKYry3OGUVOc8ilJHSZL4OqhGj7a9uq6P5GPk45YU6fLKeZWk0+mz+Dz0V5JqGIbmiCw/O4RseeGSeVVVr+HmHLztaDS64rjjjhNNELgNcDqdXpXL5Z4xDOMffA9xBc+PpKqqGuNleZ22trZSswS+51Z7fsVisbSqqt81DeP7nRVN36pJ6v6eb9Uk1bKst7iEnu8PvG1uysBtbJ3vtCSpbntYTdP28XKSJIlmF6lUSrwoapr2miOcVSWV7+etra0nFwoFbrr2N1VVX3Dui5BUcPg4GEnlH5iqqj1KRyt+pL9zeop/2bnBldoEunB1rXtjz+fzIsWNH0l1Hu6cG2+HG/w26UwvSSo/eMW2LbMkVRWfI9qLVlYFuhiGMY9LUPnzpLT0kqIoQhY0TeOcfH92bmSvVGz7Xm6e4AioKz3cy5U7WZXa7XCHqYyWeZrXPxSSGovFCvy9uIKUzWbfUFWV9+dvzr70Kan5fP7zrqRyBgd3Ojf25zavYp9Nc647fcKECe/lNpvOQ1G8UUfDYY2Po2L7P1QU5U6u7na230NS+bjdm69t23+MRCKl7VbiR1Lz+fzfksnkCq46FaX04bDmVpVVSipLfC6b+yNP5+3yS4l7/r0vFSyMzjXEHd0qr61fOdNL1f3cFtT9blk2NE27P5PJvOTctH1JqivEvD/uSx8HT0+nUlt4Wa7aVxRFCCYHS6ymaffouv4a71Mfkvq3WCx2UuU2uZ2uc26e9EwfkKTatv2Q83u+t3LZvvAjqc73UDoPvD1uH8frcBvxtrY2brbSK7uAi19JdTqPuOnVunt+ilj+eudzRAm+bduPO3/32YbSZSCSyk1/dF0XTXJSqdTYdDp9Lm+Hq5srOyb6ldRcLndvKpW6mdsayrJ8F5fA874cLknlpl2ZTOYNXkfP6D+sltkhEAgo/HvRNO38WGvr/zY3N5/I1y6fB1mWH/Eu7yKlUjfx5/K+RyIRb4/9Eix2rqR2dnb26ATkwh2l+LrifedtR6NRcXzcBjSbzYqXVN4WtzXWNO3ObDb7S+floV9JTaVSC51z9sdAIFDqnFYpqW51fzKZXMSfy9OFVGf05ziTAZ/3apLq3Gu4Q2blPehnzu+9l6RyG3LuxMmfr+v6G/F4PM6d/KpI6h+4li2dTs/jbfP1Vl+8Fvfy/qVSqcXc7If30Sup/NmZTOYGWZYfnjBxAi+7KpvNTneOFZIKDh8HI6k8PZFI9GiAnU6nH+QfB3dS4rdWVVXFTcc0zb+OHj26RxvMZDK5sfRQTqdFlYkfSXX2t782qe/mKl7etqZpb3pvpIqiPOXcoH4TCoV6yB8/WGOxWNY0zVf5DVvTNK4O/yduK+q3TSpLgnsT4pLUSGurSNGSy+U6HJHgB1qpw1hf7E9SM5nMk464vB2NRi3uBMZZCvjGydPdFFLV4Gov0zDFTVqSJNGcgeHUMvl8/h9C0CVJVCMynI2AO2w45/PLPI1LqJ3t/zERjY5x8yG6pZS2bS9x12dJdZa9hW+S/L3zNZRMJsPuMhXL7ldSHRH8h67r/+DPVGRZlIpZluU2KShJKhOorz9dVZRr8vn8twzDuDOdTn+FX3Kc8zrgNqmpVCrkypuqqre6HR9yudxlznK/45RelZ9RSeWNn9sc67r+/zhaW1s1SZI22Pm86MwmSdJ5/MDhc8XbkmX5xtGjR4sHYi6XW+vs64/cnr1udT8vG4lEutztcUoyt5pb1/Ue1f0DldRMJvOEcw38/rOf/WzpGLmWwdRNKRQKhbu7u0uf40dSnXk/tSzr//g8pFKp47mNdC6XE73BuXMmp7vyruviR1KnTJnybyeccMJHsnrWrdJ/vOenDPtnTdN+xMs7HcxYcnbzsnzuKtO6cdMLPtaWlpaQe846OjoifiWV0TTtmyzikiQ9wPviVP+XqvoZP5LK28zlcn91Xnr/xjUe/Btx76uHQ1IZVdM2ju0qNuNy5a8SWZbv5GNicU7G43wfeLeWyexzJPDvzfX1vTp0hYeH/z2Xy4nMIrqu/2bUfnr367quu+dbURTLO5/he0c4HD5d00UvdLFsLBYLKYoyi4+HaxySyeS8Ec6LgVtL4H22VENT1ftFp61MhgtfSqXslZLK4sb3Y75+nev45UQi0czngiXQLegpFAolGR9om1T+XG6mwhLOn8VV+JWdpLySytdEKpXi5gZ7+Hyk0+m7LMvi6+unXPtiWdZvqkkqT8tms3/lf7lWkJ81+Xx+pnOskFRw+DgYSXUu2BePO+448cZ4+umn/w/3luUfRyaT4Yfhu92qLf4BpVOpUhXbyJEjj+EfhvPg/ImbQmQAklqZWJrXu9X5cbuS+i5Jkr7On8U/zGg0WkqvEmppSbLk8DxVVW/jkrFYIHAMpy455phjPuguJ8vyTe6+8I+Vf4iupHIPfHe5fD7/b96OOLlcrq5QKDYJUBTFTYn0LkVRHnbenimrKG5uwT7Zn6RalvWM81AtiUckEpnBHT3EzStr9EjTVQm3o+S3bufm+RO3zZ2qqht4//j7Zvnl9pA8XVGUbp7uvJiIElC3/RTffN3PDYfDUyu2XymArkCKUm2umue/OYuCu0zFsv1KqttpIWfk3nY7SHCJgrNeD0mtBktR5fflTHMl9ZueZd22f0JSLctK87kQ13Q6XXAW+5eMmtnrlIL8PpVKfaryMyrxtEn1pkwr7ZthGFdblpVxxTOVSonahs985jOf0DOZt5xt/dQVOLfjFE932jYKgXJfPPi7UhSlRzW3X0l1O05JkrSVP4evj8o2mXxdO8dDsWBQtPtjBiCpP/DO45Ib50H7p8r0QV78SOqECRM4HdD7FEURks2//1AgIJoYMVyq314odlhTFGUdT5NlWTRd4o6FkVColElCUZRd4lgNg0Kh0Gd5miRJ4j7pV1LT6bQoCczlcv8wcoZ4KUwmk53ufMaPpPL2XMnkalue7qYNPJySGg6Hv8D7zdvh9vKSJM3iDkltbW2jFEW5xn0+8G+BS1F5nUQicYl7LRuGsTfe1sYFE+L3zU2quLkFz+Njdo+lL9ra2tKFfEFsPx6Pl37Dw4cP/5gkSa3RaLQkwdwhlIXUOYbJ3FbZuV5+xy8uzjItpmH8lT/Pad7R475TCWdFcUsqJUnqka6O09852+Fr9oP8AsnV7HxM3MTMXS6VSl3n3kN0Xa/Wceq+0of28ZxmSXXOv/uc4Uwf3MzhS31JKp/fzs7OT8uyfAHPd5dTZXkL7y8XJlWTVLfWZ0znGEpEE272CU4HyduApILDB4845TxcROmBF9M0u/qSVPfHIcvyD9Lp9BwueeAfAU9LJBKivWHghBP+Rc9k9rqyqKrqjZqmnZfJZEQ+PI62traS8BmGMdv5kf65mqSapvmos789qhtN07zNmV4SNu6xyTcLRyr/oqrqEk3Tut00VLz/3NsyGAw28f+F8GX0a1ubWpvj8fjYXC73R05Tw52suOOT0/j8L45AlEopnd7iv6iUDt62bRXbrrJIKIoyl7MY8PHaThvHcDh8rvsZfcFt9JzzwW+4PSRV07Qn+VzzQ4Zz1qXT6XX8f/cNPZ1M77eXqiRJ4ibDy8uy8kAqldrm3oxYNnhf+WUjkUhsMU1TtHHKaJnfce5IXl9VVVGSystnMpmrJUlaaTm9Znn7Uqrc+9k0zZec83OL2HY6vZ4/j9tnhYPhMyv3i/NF8rLcmacvSXWr6518rMy7WFKdbXytch0v1b4vhtvVOtNKJcvOdNHRxe2gEg6HQx3tHeK85XK5N2VZnsMdktybPkcgEOizc4hz4xel/Nzhj39jHMlkcgk/qHl93p4syWvD4XCUz6VTkvESb0tVFNE5kZfj67a+vp6Topck1ZWOdDp9vyIpc7knLn8Gt1kOhUI9xkc3TfN651y/5kdSuYaAf5vOvv9U07RLNU3b5O4z95Kv/BxHUn/K87izYeXnM5zz13nQ/cayrLPcc+GUdv/pjHHj+Np6c38Da3CGBOcYWNxLksoPUee38zu341EikYjxNc77zy/UmqbNUlV1GTeR4f3IZDJ/GD16tCgZ5w4lbu0Bn0NN0y7RNO2KimP9Nr8gZTKZaYqi7HPFLBqNJiv2raqkcvt87u3trsOlbdyu1J3vrHuRs/9ca1BNUr/nfj+ZTOYX7iAlXFszUEl17pGlnNCVGIYhSno9I07xuRzH54LXdY6PRy0U/3cFLBaLle5xH//4x/9FluSHeXmex9cuPzO4GRSnYuJpjsztO/nkk0X2h77gwWC4uprPj6Zom9zp6XT6CZ7G8zjrR2tra72qqPe48stNpLhzp/s84qFbJUlaoOv6791zpirKn4499tiqzXVs27YLhcLL/J2JgoZs9mG+X1TEXv4MlmLOZBIIBI7JaJlfOMf7B1VVF0uSdBPvj3tdxOPxze7nVzzfery8V3tOc6fLimcz/7bFywC31Xe/F8MwRB5o59n1R+de8oX6+vrPW6b5D94HPpbW1tYIZwjg0vgqkvqWu6+qqpZSP1b8vn4LSQWHDU5Bw2mWuI2ldx7Db2L843B+ZKIDkSupXMIgy/JTtmWJ/IpunjVVVq8bPmy4yN3IJJPJz+q6vmuMky+Qt+fks/w7p4TxbG++k1OQbwC9SqMsy3rayRVaqop2pu90jkN0enBJpVJxTm/DP1iez+HcxH7T1tY2hpfhN0hd16/gY3SPgZdxZPTPqXhKlBhxm1T+8fP+mRXtNTnvJkucs333hvnuWCx2Cz/g+HPc3IipVOppN28fdzJzP6Mv+G3ZyY3ICaBLyaGZYCBQcOXaPTZNVV+TJOkn/J1xG6tAINBjnUo4l2c2mxUl0LwNDu5xzBLP3y9XZXE1En+3zlv8nyuTT7c0tWR4Pm/f/V65aYWUToueyrlc7nduOh3TNL/vfG8iG0Rra+sX+cbqPOx/VdmpzjCMbzrL/qCKpMq8PedhtqtipCCW1Dd5Pdu2e0imlz6+L97HV531S3kXnemPOvvjdjr6QDKefJDTE/H+8/nh85VIJHiwiuIxyXKf6b/4xs/NDdwHuXutcVQ8PB9xSrE/mEomRZtUd1t8DSYSid28HK8jy7IQdbe6n5tf8O+S1+HleT1eVk6LZPU9ME3z686x/aiKpKbdc83/d6dHIpGz+YHrXtfutc0vnt4mPU4tw2+dc13KSevCicJ5//j8VZ4HDp7G5zwSiZRKPKvB2SCcz+dzWimpK5zfTo/e8bIsj+PSn8r952Pk0v1AINCj+Uk0Gj2Ps1XwPvJy/Hljx4jmDvtOP/HEz3JvdM4h6bahVRTlp8cff3xJNlkS+X7C6+dyuR7t9zVN287fP89XFKXXNWtZ1nTeHn93hmH0GPSE4euSt8nCE6to3sHb4e05LywNPdfqCbeL5/Wd+3GPZO0uXDvlnN9eL73BYNDMZrNPup2A3BfIXC63N5FI9KqG5zy13CGT01HxNcPb5WPk8y/uOVrm9pEjR4pe8P3Aua3v5eOUZblUusg97bmDJ5+XM8adIUr+OMcw75uqKN/i+8Xpp5/+eW7Cwdvk7fNvhNulJpPJl/ic8X7E4/FSj/1KeFAR3ib/Bt2Xncpr1hVd5wWBf8cfDAfD3a4k83nk9dPp9HOaqv6Rt8+dL91aD/f5xt+tZ7u9ntNcC8GfxZ9bmduVUxS6zzLDMM5ypn3SfRnhFyeexh3s+DN1Xedn5nu5mYB7TG6BlHuvcu4Bf29paSldTxW/r795+3UAcMjgN+murq5m27arVj3zxdfR0cHzmyVJEilbKjtOcR5EvrHbpr08n88vi8fjnGOwWieH9yVjsS7DMJbZtr2cSzVDoZBIGFwJJ0Dm/eH8mJwdoMr8U3g+j3pVOZ1TvfR1HKNHj/5PKSVdyPvH25bT6ZluFXElXJ3KOfc42Tn/ALnkxC1VYXh/eL94O5UCzQ93fhjxdHekDocPxqPxybxd0zSXp9NpFrz3K4oiluUerxXLVsW27c86n1vPnZe883nEp2w2u6xQKCzjEmouTQk3N/+fc46CsVisNG52NbiEWFXV2R0dHcskSZrG1ZecWN65mV0WCUa4Vy7v/5JIa6TXueVSvEymtP0LTzzxxA9zj2XnmmmVA7JIMcU3Pd6nfD7vVgW/O5VKNfJyhmGE3FyfDGcecJbtdX2MGzfuI7wOz49EIj1K2jkBNU/nkoLK6V76+r7cfeTfROXyuVzuZOfaKg1QwamzuBSXjzuXyy2XEhKXZnKu1Cbn+igt68XJPDGKf1PVgs9LZc/544477uPpZPpS3pau68tjsRh3FPkQpzribamqKq5Rt+MUZ2eQJOm/Od9noVBYbhnGssrSvUp4RCL+DOcF1NsjW5xrDv5/5bxwOPx/mqbN5d8Td5CTJOmcaiP1cHvtfD5fx9soFAq9SgO5Hap7f/GGM3Jdr2veCwuc872NqnypKRQKn3G+twZv+jbOmcxV1Lz/fH1zPmAeErlyGZdIJHJ8JpOZX3Gsk93215xaiL9/cR3ouUWVA5MwXJLMx8LH6H2Qp1Kpy1hqWGCSsViPqn6GO94412gTy453vntdyrLco31n5T2bXxIq53nh6uiK/aua25dL5pzz2+OeW0kykhzufm+JRILTCfY4317CLeGAJEmX8/nkUBRlWTRU/Rrti3Q6PWVcMdvIz7ma351eX1//v4qiTOXvi+/lfH9MpVLc7rN0LZ166qlfUFV1ofObmstteXmIY/fekkgkej0fGO5wy/LnfHava5aDU+PZtv1jrnVza7+CwSAXKCzja02SJH6h+EAikRDPMr5nuO1a3ecbf7eV2632nObfk/s9czpAdzp3pHS/U/flzBk5Stxv+ZrkabFY7H8nTJjAv23xu2Qh5WvNWU/UXLj3Kp6WSqV63I/d31cul2uo9mwC4IjhkdQ+c9mBocdZZ53FORBFD2jv0LOgtqmQ1L9xqb93PqgJSi8C3CGTS630TOZPTU4TGuAf7teQy2bfZtEPh8OlphSHE+4MOmXKFH7uVQ5/3Qt+0XeekVWbDQAADiNcQseCyjfYQqHQZy47MPTgUhhuu8TVSNzxxDsf1C6WZc1wvjeujhYdekBtwe1OeQQi7jAo2g2OE503S20SwcBIJpNLubpelqTbvPMOByynEydOfGh/hTNO6eMt3N6c05555wMADjNcndHe3v7nzs7OP/NY6t75YOjiZDD4RVdXF3+387zzQe3CHW2c7+33hmF82jsfHHm+9KUv8UugGFaVX/JVVf1NqLERLxQHCDcxMQzjBdu2f7G/oYgBAEcR3Halvb39Uxw8NKd3Phi6OEOG/s+ECRM+VW1YWlC7cPtD/t74+/N2ggI1w3u4bXpnZ+d4RVHGf/GLX6xsww4OAE7BdsYZZ3wGzyIAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAH6wLKujUChMM02zz7BtexqPWsQ5V1VVPaOjo0NMj0QiPXJ8Mscdd9z7VVWdxMvwiEEjR478N2c0mV6f692GbduTOe8g5yY0DOMCVVV7JGkHQw8n52Sv79sbvAyn4KtcN5/Pt+xvXWcdMRoQw51N+1o+m81Oi8ViPFpZn8NyAgAAAKCG4KH53NFVOJm2NypHa+KOfclkch2npnFG0Zrv/bxQKBTj/Iq8TCaTud9J8P8Dv9vgLAjDhw9/L4+yxPPi8XhpbHcw9DBN0+LRd9zRobzfPQf3xufrhUfJ8qy7nae7Iyi54Y765KxTGs2JUxO5o3T12kZXl0juryjK4zwISeV2AAAAAFCDWJa1hx/epmn+yrKsR6rEW84wmr+dMmXKvx1zzDEf0TTtd86467/yDg+rSNLXnDy/PMRoM0/jcbGdbfyyyuf32IY7elAqlTqP5SKTyTzvjhoDhh6c99IZnIS/3+erfPePm6b5V75meKjiynUty1rjDCX5V17OXYeHE+WhMVlULcua6C5vmuatzrTfV24jq+t7OT2VO9xtMpm8oXI7AAAAAKhBWFL5wW0Yxje98xjbtuc6oy2VBDIej093x0ZPp9OlnK+cUD2bzf7RyVPJcimG9GNJ5W1wIu7Kz3apto1QY+PncrncX3gb8Xjc9q7jB0771d3d/U8c3nku7vzKYT959CKexqXA1YLnEZE7wtG73GmezxDDxFab7oXne7fn/s3z3eNwtxkKhT7HwynyMMDez3L3vcp2+9xPv9TX15+Sy+WqDjHbF66k8ktItfHunSGRf8rXh1dSeahL57r5WeXwlDy8L0uvI7Y9JNX5nN2lDyny/mAwmDYM47d8PeWyudc88wEAAABQa7iSaprmt7zzGNu2F3gFMjss+x5d119iSchkMr9ubGwUY7MnEonSmOmpVKo0nKIrqZZlfaPys12qbYOlStO0J7g0VZblhyuHvfSLZVnXdHZ2vsqRTqdXV847ZtgxH1Rl9f729vZXx4wZ86ppmpMr1ovyOqZpcrzJzRU4+P88jedZlpXgZbPZ7Kcsy3p57NixvOyZ7mfwiDgsSzzdsqzp7vRqWJY1lvfBsqzS9vL5PG/zaT5u27a3d3V18bwbEonEhTyiEp9PFr9sNnt3KpUqlWbncrnT8vm8OCbbtmV3um3bn+XPd/aTxzj3DYutqqpXcGnkuK5xorqdv+NsNvs4H793+UoqJZXbmHrn81jmLKFVJPVdsizv5OvCNM2fS5IkxkVnMpnMSfuTVMMwvJIq0DTtcZ6fM3KveOcBAAAAoMaokNRve+cxlmUtrCKQw+S0PMYdwjcRS8ziabquP8vLapr2o2HDhr3PXbZCUquW1va1DVVVl/F0PaP/raGhYb8yVA3TNO/j7bI4a5r22xNPPLE0lGIwGGxtL7QL2WLpsixrtjvPtu2sK4Gmaf7dsiweberP/H+e5hyLycsahvG/LI3cRtc0zcvcz7As62O8Dk+3LKuHIHsxTfN83geujrYs62+8XqFQ4O296UjqTuc7EsuYpvlYLpcTzTR4uqqq97mfxaWVbvtP7hTnTu/s7Dye12XpNwzjwtLGfZBOp7dMmjTJHcnpRl3Xz81kMr/lz9I07ZmTTjrpn73ruHhKUnt0jGJ4oIQ+JPXd6XT6+06zkp+Hw+F/d2fkcrmT9yepfL1ls9l/dyMQCBwny/IF3GyA5yuKcm1pKwAAAACoTQ5UUk844YT3ZTKZvTxPVdXvBwKBsa44xGKxxZWfcaCSKqWkc1i4WHCi0ajVc63+sSzrTrc9JAtdMplU3XmKoqx32i+6bRtnuPM8YiW3t7d/lMO27RRP4+VZZJ1luYTyb04J3tnuZ3DVvGVZv3KOa5k7vRrc+ccRLi5trKvYnpBqy7J28P5wZDKZlTyNz7+u67fztI72DmpraxP7Y1nWaJZR3sd8Pi+523CG5RXfD/d2r9h8vwQCgbBhGDPS6XRJIuPxeIfzWX9SFOWjPdcoczCSqqrqPqe0/pc8TKc7Y3+SyttyRP8XbhiG8Sf+/jl0XX+Gz11pKwAAAACoTQ5UUplkMtnhSAGXTv2NRYQ7U40aNarHcgcqqa2trWe5Uiin5Yt6rtU/rqRyCSR/hqqqorkBC4+u6z9wSkr3K6mWZXHbS/fzRvclqc52vmbb9jgnzrEs6w+OSPmWVP68KvN38Daz2SydeuqpX3CnR0Ihg/eH15Ukaa2zrJBUp6PaVnd/+PgOVFKr8KFkMnktl9bquv6r4cOHl0o5vRyEpLKMvsj7qyjKWx/96EdL1f39SSrP4/PlDT4nRi73k8qmKAAAAACoUQ5GUrnjjKqqL7IYcJW3I4JLPMscsKRyB5mDESuWVF5X0zTuEf7nbDb7j+GfHf7vkUgkw9N1XX9T1/XnnKrxqpJaKVbcYagvSXX3k1MgcXA1vytLA5FUy7KOrzJ/B58/ruKvbEaRSCSO5XNWWVrrSip/Fk9394er5t1S4wM5ly66rn8+l8u96ZRK/rmhoSHuXaaSvs6lS1+Syp3wTNP8qWjuoes92jLvT1KdNqyvGoYRciOdThcSicRmXdd/5pQwU0tLS7TyMwEAAABQYxykpHLvbDOfz/+dxcgwjH80NDSc7F3mQCW1q6uLJeygJJXlTNf1BYqiPMUyytXUqqpuY3FLpVJXmab5dafd6EFJqlNyea9lWYudWG1Z1p8GWpLal6Ty+clms68fe+yxpWpvVY2yyL3tiNlyZ1khqU4p8Lfd/eFS1UMkqSe61eeGYfw1nU6fu79ObX2dS5e+JDUWizW6IppMJLZXrrM/SXWu5V2Vy7vwZ+bz+b/y+cpkMj2apAAAAACgxjhYSf3EJz7xn7qu/5Y/w61O93KgkhqJRFJc6iVKQxVtQJ19GJZUp0PTlEQiMc3Zxzey2eyvCoXCPwKBAIvQLV5JbW9vT1QTq/1JKn92ZZtU5kDapPYlqbxNI5ej+vr6/3WnB4NBlYWU11VVtYekOiW4aXfZsWPHfvxghL+SU0899b91XV/hVqHH4/E27zIuA5FU0zTXu9NlWb6IP79QKPwtGo02Va7DndUqJLXUOaw/SY1Go5z5QEiqaZq9BqIAAAAAQA1xoJLKuTu5x70sy+vc6n4pLp3ec+0iByqp0Wj0PFdwotHoGJ6m6/oHTdOcM27cuCWVKZaq4UqqbdsXcDtZ7t3Nn8WfqWnaS84yO7ySmkqlRCotXtY0zaA7fX+SyvtvGMbF7rLc8cmyrF97JPVdpmlexPteKVd+JJX3mYUwnU5f7Q7tqWnaje70ZDIpUmJ5JDXvfkY+n/+8V1J5BDHOarC/c8mdjNra2pp1TbssGo2WOmJFIpEu3i5/nmEYfeaxHYikcunzhAkT3svtgHVdf56PQdf132uynOBpbhiGMYYl1bnulnKzEP6siur+VyqX1zStNRaLLcjlcs+53x9fW959AQAAAEANYVnWS05aotu98xiuKnbabHKbzv/iaR0dHf+P18vlcm8X2ouj+MiyfJN3XRfTNPfyNlgivPOYattgJEkS8prL5ai1tVWUILL8sYSdffbZ/Hk9qoG9WJZ1Nw+dadv2HP5bUZQnWar4MxOJhNuG8wFnmWltbW2fMQzjK5qm/ZplhrcTbgkH3M9rb28PsBjx+rZtGzzNLdXj/TcMo5QP1ZHUPzjHJXrkO5L6m3POOYf3/R53WcuyzuNzyKLvClclrqS6pYeKojym6/rdYgQlzq6gKM8cd9xx7+dlDcOoZ3l09rHUQYjl182vahjGBTyNswfwNGd/WH57wZ2iFEX5Jaeg4n1PpVKzUonUOdls9ueifaedp0Ag0Cv/qUs+n9d5nx2hDFWZz5L6G6fN7DLOQsDHxcHHy/vHx8Pru8F/83T3fBiG8R3+LNM0v8t/87qVy3PwdN5fUZquKHuOP/74PjMSAAAAAKAGME3z0XHjxr1tmmZVybRtu3vs2LFvW5b1IxYIZ9pn+YHPAiaq4jVt94gTTijJpRfO68nbsCyr6nCU1bbBKJJyjzM06hPu6EadnZ3/YVnWa11dXX/y9gb3woMHTJgwgT9XyGM8GueSWbEdFlKeZtv2rbyMaZrj87n8aSxjLDJ8XKlU6pFPfvKTH3I/j3OQFgqFt/kzTNMU6awMw/g0V+vz/ldWo48bN+4jnJTfmb7AmcySuss5319xl7Us66wxY8bwtLcNw/icO71ivmiTquv6PkmSvsH7x6W//B1kdf3ZUChUyghgWdbIfD7v7mOuYvr/8ec72xEDFziC+LqzP0vdZb1kMpnTc7kcD2IgOmBxOHL420QiMcm7fCWcBqujo+NtPm9cEu2d39XV9a/8ffI+8MhjXJLO8slhmubvLMvi7+u33uBj4Zca0QzCMG7mz7Is66u8rWrr8PLZbPZniqLcwJ2yvPsBAAAAgBpD1/WPsBhy0nPvPKZQKPwzz9d1/ePucJptbW3/rGma0dHRYWUyGeuEE074F+96lRzINrgXfiaT+SGLMJfeVS5/0kkn8We9ncvlvlw53QsL7Zlnnsklc26y+XfxdirzerrLcDOCWCz28Ww2a+XzeUvTtMwnPvGJHknquSraKen7zylTpoiSS272wO09eVoqlSoJLR8HJ/R3jrt0fnjb3nPB23Y/lz/Pne7i9u7nUl/+OxKJKHzuVUnS97ePXJ3vTufPdadX7Cfncu21j9X4+Mc//i+pVCrO58a2bVuSJHPkyJHHeJfzwsOeVhxbtfykPfbBLfHlpgmmaY5y160Wpmluctocf50/iM+pdxk3VFX9z8rBHAAAAAAADojW1laJS+5yudzvR40a9Wl3+vDhwz/EpXdjx4hBAw6qA9BQwZVU0zS5RPkdTaFQ+BJ/71xlr2nasd75ldi2vWry5Mml6n4AAAAAgMOOLMs3c9V7Op1eUTk9FAjEuL2oYRhHTQohLkHllFncyc07750GN0uwbftVy7Je9SGpl02cOJFzom70zgMAAAAAOOSMHDny33K53OOGYdzPJaeV8wKBwAcikcjIymnvdGzb3t7V1fUCt7n0znsH8q7u7u5/CgQC3Aa5z/yrDDep4GWrN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" alt="" style="border-width:0px;" /></span></p><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;">&#160;</span></p><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;">&#160;</span></p><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;font-weight:bold;">За підсумками фінансово-господарської діяльності ДП "Гарантований покупець" за 2025 рік (тис. грн.):</span></p><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;font-weight:bold;">&#160;</span></p><table border="0" cellspacing="0" cellpadding="0" style="border-collapse:collapse;"><tr style="height:57.85pt;"><td valign="top" style="width:348pt;padding:0.75pt 5.4pt 0pt 5.4pt;background-color:#DDD9C3;border-top:none;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 5pt 0pt;line-height:1.07;background-color:#DDD9C3;"><span style="color:#000000;background-color:#DDD9C3;font-size:11pt;">чистий дохід від реалізації продукції</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 5pt 0pt;line-height:1.07;background-color:#DDD9C3;"><span style="color:#000000;background-color:#DDD9C3;font-size:11pt;">(товарів, робіт, послуг)</span></p></td><td valign="top" style="width:166pt;padding:0.75pt 5.4pt 0pt 5.4pt;background-color:#DDD9C3;border-top:none;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 5pt 0pt;line-height:1.07;background-color:#DDD9C3;"><span style="color:#000000;background-color:#DDD9C3;font-size:11pt;font-weight:bold;">63&#160;414 312</span></p></td></tr><tr style="height:24.7pt;"><td valign="top" style="width:348pt;padding:0.75pt 5.4pt 0pt 5.4pt;background-color:#DDD9C3;border-top:none;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 5pt 0pt;line-height:1.07;background-color:#DDD9C3;"><span style="color:#000000;background-color:#DDD9C3;font-size:11pt;">собівартість реалізованої продукції</span></p></td><td valign="top" style="width:166pt;padding:0.75pt 5.4pt 0pt 5.4pt;background-color:#DDD9C3;border-top:none;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 5pt 0pt;line-height:1.07;background-color:#DDD9C3;"><span style="color:#000000;background-color:#DDD9C3;font-size:11pt;font-weight:bold;">63&#160;489 466</span></p></td></tr><tr style="height:24.7pt;"><td valign="top" style="width:348pt;padding:0.75pt 5.4pt 0pt 5.4pt;background-color:#DDD9C3;border-top:none;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 5pt 0pt;line-height:1.07;background-color:#DDD9C3;"><span style="color:#000000;background-color:#DDD9C3;font-size:11pt;">валовий прибуток (збиток)</span></p></td><td valign="top" style="width:166pt;padding:0.75pt 5.4pt 0pt 5.4pt;background-color:#DDD9C3;border-top:none;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 5pt 0pt;line-height:1.07;background-color:#DDD9C3;"><span style="color:#000000;background-color:#DDD9C3;font-size:11pt;font-weight:bold;">(75 154)</span></p></td></tr><tr style="height:24.7pt;"><td valign="top" style="width:348pt;padding:0.75pt 5.4pt 0pt 5.4pt;background-color:#DDD9C3;border-top:none;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 5pt 0pt;line-height:1.07;background-color:#DDD9C3;"><span style="color:#000000;background-color:#DDD9C3;font-size:11pt;">інші операційні доходи</span></p></td><td valign="top" style="width:166pt;padding:0.75pt 5.4pt 0pt 5.4pt;background-color:#DDD9C3;border-top:none;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 5pt 0pt;line-height:1.07;background-color:#DDD9C3;"><span style="color:#000000;background-color:#DDD9C3;font-size:11pt;font-weight:bold;">2 951 193</span></p></td></tr><tr style="height:24.7pt;"><td valign="top" style="width:348pt;padding:0.75pt 5.4pt 0pt 5.4pt;background-color:#DDD9C3;border-top:none;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 5pt 0pt;line-height:1.07;background-color:#DDD9C3;"><span style="color:#000000;background-color:#DDD9C3;font-size:11pt;">адміністративні витрати</span></p></td><td valign="top" style="width:166pt;padding:0.75pt 5.4pt 0pt 5.4pt;background-color:#DDD9C3;border-top:none;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 5pt 0pt;line-height:1.07;background-color:#DDD9C3;"><span style="color:#000000;background-color:#DDD9C3;font-size:11pt;font-weight:bold;">258 955</span></p></td></tr><tr style="height:24.7pt;"><td valign="top" style="width:348pt;padding:0.75pt 5.4pt 0pt 5.4pt;background-color:#DDD9C3;border-top:none;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 5pt 0pt;line-height:1.07;background-color:#DDD9C3;"><span style="color:#000000;background-color:#DDD9C3;font-size:11pt;">витрати на збут</span></p></td><td valign="top" style="width:166pt;padding:0.75pt 5.4pt 0pt 5.4pt;background-color:#DDD9C3;border-top:none;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 5pt 0pt;line-height:1.07;background-color:#DDD9C3;"><span style="color:#000000;background-color:#DDD9C3;font-size:11pt;font-weight:bold;">111 758</span></p></td></tr><tr style="height:24.7pt;"><td valign="top" style="width:348pt;padding:0.75pt 5.4pt 0pt 5.4pt;background-color:#DDD9C3;border-top:none;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 5pt 0pt;line-height:1.07;background-color:#DDD9C3;"><span style="color:#000000;background-color:#DDD9C3;font-size:11pt;">інші операційні витрати</span></p></td><td valign="top" style="width:166pt;padding:0.75pt 5.4pt 0pt 5.4pt;background-color:#DDD9C3;border-top:none;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 5pt 0pt;line-height:1.07;background-color:#DDD9C3;"><span style="color:#000000;background-color:#DDD9C3;font-size:11pt;font-weight:bold;">2 358 003</span></p></td></tr><tr style="height:24.7pt;"><td valign="top" style="width:348pt;padding:0.75pt 5.4pt 0pt 5.4pt;background-color:#DDD9C3;border-top:none;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 5pt 0pt;line-height:1.07;background-color:#DDD9C3;"><span style="color:#000000;background-color:#DDD9C3;font-size:11pt;">фінансовий результат від операційної діяльності</span></p></td><td valign="top" style="width:166pt;padding:0.75pt 5.4pt 0pt 5.4pt;background-color:#DDD9C3;border-top:none;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 5pt 0pt;line-height:1.07;background-color:#DDD9C3;"><span style="color:#000000;background-color:#DDD9C3;font-size:11pt;font-weight:bold;">147 323</span></p></td></tr><tr style="height:24.7pt;"><td valign="top" style="width:348pt;padding:0.75pt 5.4pt 0pt 5.4pt;background-color:#DDD9C3;border-top:none;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 5pt 0pt;line-height:1.07;background-color:#DDD9C3;"><span style="color:#000000;background-color:#DDD9C3;font-size:11pt;">інші доходи</span></p></td><td valign="top" style="width:166pt;padding:0.75pt 5.4pt 0pt 5.4pt;background-color:#DDD9C3;border-top:none;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 5pt 0pt;line-height:1.07;background-color:#DDD9C3;"><span style="color:#000000;background-color:#DDD9C3;font-size:11pt;font-weight:bold;">583</span></p></td></tr><tr style="height:24.7pt;"><td valign="top" style="width:348pt;padding:0.75pt 5.4pt 0pt 5.4pt;background-color:#DDD9C3;border-top:none;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 5pt 0pt;line-height:1.07;background-color:#DDD9C3;"><span style="color:#000000;background-color:#DDD9C3;font-size:11pt;">фінансові витрати</span></p></td><td valign="top" style="width:166pt;padding:0.75pt 5.4pt 0pt 5.4pt;background-color:#DDD9C3;border-top:none;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 5pt 0pt;line-height:1.07;background-color:#DDD9C3;"><span style="color:#000000;background-color:#DDD9C3;font-size:11pt;font-weight:bold;">(539)</span></p></td></tr><tr style="height:24.7pt;"><td valign="top" style="width:348pt;padding:0.75pt 5.4pt 0pt 5.4pt;background-color:#DDD9C3;border-top:none;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 5pt 0pt;line-height:1.07;background-color:#DDD9C3;"><span style="color:#000000;background-color:#DDD9C3;font-size:11pt;">фінансовий результат до оподаткування</span></p></td><td valign="top" style="width:166pt;padding:0.75pt 5.4pt 0pt 5.4pt;background-color:#DDD9C3;border-top:none;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 5pt 0pt;line-height:1.07;background-color:#DDD9C3;"><span style="color:#000000;background-color:#DDD9C3;font-size:11pt;font-weight:bold;">147 367</span></p></td></tr><tr style="height:24.7pt;"><td valign="top" style="width:348pt;padding:0.75pt 5.4pt 0pt 5.4pt;background-color:#DDD9C3;border-top:none;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 5pt 0pt;line-height:1.07;background-color:#DDD9C3;"><span style="color:#000000;background-color:#DDD9C3;font-size:11pt;">витрати з податку на прибуток</span></p></td><td valign="top" style="width:166pt;padding:0.75pt 5.4pt 0pt 5.4pt;background-color:#DDD9C3;border-top:none;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 5pt 0pt;line-height:1.07;background-color:#DDD9C3;"><span style="color:#000000;background-color:#DDD9C3;font-size:11pt;font-weight:bold;">(23 154)</span></p></td></tr><tr style="height:24.7pt;"><td valign="top" style="width:348pt;padding:0.75pt 5.4pt 0pt 5.4pt;background-color:#DDD9C3;border-top:none;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 5pt 0pt;line-height:1.07;background-color:#DDD9C3;"><span style="color:#000000;background-color:#DDD9C3;font-size:11pt;">чистий фінансовий результат, (збиток)</span></p></td><td valign="top" style="width:166pt;padding:0.75pt 5.4pt 0pt 5.4pt;background-color:#DDD9C3;border-top:none;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 5pt 0pt;line-height:1.07;background-color:#DDD9C3;"><span style="color:#000000;background-color:#DDD9C3;font-size:11pt;font-weight:bold;">124 213</span></p></td></tr></table><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;font-weight:bold;">&#160;</span></p><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">&#160;&#160;</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Фінансування витрат Підприємства здійснювалось в межах кошторису на 2025 рік, який затверджено постановою НКРЕКП від 18.12.2024 № 2148 (зі змінами).</span></p><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">&#160;</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">У звітному періоді сплата ДП "Гарантований покупець" податків, зборів (обов'язкових платежів) до бюджетів становила 417 088 тис. грн, в т. ч.:</span></p><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">-податок на прибуток - 42 149 тис. грн;</span></p><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">-єдиний соціальний внесок - 26 921 тис. грн;</span></p><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">-частина чистого прибутку - 188 403 тис. грн.</span></p><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;"><br />-</span> <span style="color:#000000;font-size:11pt;">інші податки і платежі - 159 615 тис. грн.</span></p><p style="text-align:left;text-indent:-22pt;margin:0pt 0pt 0pt 22pt;"><span style="color:#000000;font-size:11pt;">&#160;</span></p><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Заборгованість із заробітної плати у Підприємства відсутня.</span></p><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Податковий борг відсутній.</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">&#160;</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Також у звітному періоді Підприємство не отримувало з державного бюджету позик, кредитів та інших коштів.</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">&#160;</span></p></ix:nonNumeric></p></td>
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                <td class="pad0 b">3. Ліквідність та зобов'язання</td>
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                <td class="pad0"><p><ix:nonNumeric name="ua_full_ifrs_core:DisclosureOfLiquidityAndLiabilitiesTextBlock" contextRef="ctxt_1" escape="false"><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;">Коефіцієнт поточної ліквідності (оборотні активи/поточні зобов'язання) дорівнює 1. Показник знаходиться в межах нормативного значення (1 - 3).</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;">Коефіцієнт швидкої ліквідності (оборотні активи - запаси)/поточні зобов'язання) дорівнює 1. Показник знаходиться в межах нормативного значення, більше нормативного (0,8 - 2).</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;">&#160;</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;">Коефіцієнт абсолютної ліквідності (грошові активи та їх еквіваленти плюс поточні фінансові інвестиції / поточні зобов'язання) дорівнює 0,02.</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;">&#160;</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;">Значення показника нижче меж нормативного (більше 0,7), що свідчить про незначний обсяг наявних грошових коштів на рахунках Підприємства, які можуть бути використані для погашення своїх поточних зобов'язань.</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;">&#160;</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;">Слід зазначити, що відповідно до Закону України "Про ринок електричної енергії" та постанови Кабінету Міністрів України від 05.06.2019 №483 (зі змінами), відповідно до яких ДП "Гарантований покупець" виконує покладені спеціальні обов'язки на ринку електричної енергії, Підприємство має своєчасно здійснювати виконання зобов'язань за спецобов'язками, тобто зазначений показник показує, що Підприємство не акумулює кошти, а отримані кошти спрямовує на здійснення розрахунків з учасниками ринку електричної енергії.</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;">Поточні зобов'язання і забезпечення ДП "Гарантований покупець" складають 38 664 924 тис. грн, з яких:</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;">&#160;</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span><img 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" alt="" style="border-width:0px;" /></span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;">Оборотні активи ДП "Гарантований покупець" складають 38 428 985 тис.грн, з яких:</span></p><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;">&#160;</span></p><table border="0" cellspacing="0" cellpadding="0" style="border-collapse:collapse;"><tr style="height:35.95pt;"><td valign="top" style="width:340pt;padding:0.75pt 5.4pt 0pt 5.4pt;background-color:#C4BD97;border-top:none;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 5pt 0pt;line-height:1.07;background-color:#C4BD97;"><span style="color:#000000;background-color:#C4BD97;">дебіторська заборгованість за продукцію, товари, роботи, послуги</span></p></td><td valign="top" style="width:135pt;padding:0.75pt 5.4pt 0pt 5.4pt;background-color:#C4BD97;border-top:none;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 5pt 0pt;line-height:1.07;background-color:#C4BD97;"><span style="color:#000000;background-color:#C4BD97;">20 648 946</span></p></td></tr><tr style="height:35.95pt;"><td valign="top" style="width:340pt;padding:0.75pt 5.4pt 0pt 5.4pt;background-color:#C4BD97;border-top:none;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 5pt 0pt;line-height:1.07;background-color:#C4BD97;"><span style="color:#000000;background-color:#C4BD97;">дебіторська заборгованість за виданими авансами</span></p></td><td valign="top" style="width:135pt;padding:0.75pt 5.4pt 0pt 5.4pt;background-color:#C4BD97;border-top:none;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 5pt 0pt;line-height:1.07;background-color:#C4BD97;"><span style="color:#000000;background-color:#C4BD97;">11 345 713</span></p></td></tr><tr style="height:17.3pt;"><td valign="top" style="width:340pt;padding:0.75pt 5.4pt 0pt 5.4pt;background-color:#C4BD97;border-top:none;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 5pt 0pt;line-height:1.07;background-color:#C4BD97;"><span style="color:#000000;background-color:#C4BD97;">дебіторська заборгованість з бюджетом</span></p></td><td valign="top" style="width:135pt;padding:0.75pt 5.4pt 0pt 5.4pt;background-color:#C4BD97;border-top:none;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 5pt 0pt;line-height:1.07;background-color:#C4BD97;"><span style="color:#000000;background-color:#C4BD97;">530 200</span></p></td></tr><tr style="height:17.3pt;"><td valign="top" style="width:340pt;padding:0.75pt 5.4pt 0pt 5.4pt;background-color:#C4BD97;border-top:none;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 5pt 0pt;line-height:1.07;background-color:#C4BD97;"><span style="color:#000000;background-color:#C4BD97;">інша поточна дебіторська заборгованість</span></p></td><td valign="top" style="width:135pt;padding:0.75pt 5.4pt 0pt 5.4pt;background-color:#C4BD97;border-top:none;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 5pt 0pt;line-height:1.07;background-color:#C4BD97;"><span style="color:#000000;background-color:#C4BD97;">880 692</span></p></td></tr><tr style="height:17.3pt;"><td valign="top" style="width:340pt;padding:0.75pt 5.4pt 0pt 5.4pt;background-color:#C4BD97;border-top:none;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 5pt 0pt;line-height:1.07;background-color:#C4BD97;"><span style="color:#000000;background-color:#C4BD97;">гроші та їх еквіваленти</span></p></td><td valign="top" style="width:135pt;padding:0.75pt 5.4pt 0pt 5.4pt;background-color:#C4BD97;border-top:none;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 5pt 0pt;line-height:1.07;background-color:#C4BD97;"><span style="color:#000000;background-color:#C4BD97;">764 756</span></p></td></tr><tr style="height:17.3pt;"><td valign="top" style="width:340pt;padding:0.75pt 5.4pt 0pt 5.4pt;background-color:#C4BD97;border-top:none;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 5pt 0pt;line-height:1.07;background-color:#C4BD97;"><span style="color:#000000;background-color:#C4BD97;">інші оборотні активи</span></p></td><td valign="top" style="width:135pt;padding:0.75pt 5.4pt 0pt 5.4pt;background-color:#C4BD97;border-top:none;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 5pt 0pt;line-height:1.07;background-color:#C4BD97;"><span style="color:#000000;background-color:#C4BD97;">4 258 678</span></p></td></tr></table><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;">&#160;</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;">Діяльність ДП "Гарантований покупець" є економічно збалансованою, витрати забезпечені відповідними джерелами надходжень. Питання щодо дебіторської та кредиторської заборгованості, у разі необхідності, під час особливого періоду, врегульовуються нормативно-правовими актами Міністерства енергетики України та НКРЕКП.</span></p><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;">&#160;</span></p><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#041860;font-size:11pt;font-weight:bold;">РИЗИКИ</span></p><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#041860;font-size:11pt;font-weight:bold;">&#160;</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#1E1C11;font-size:11pt;">Підприємство схильне до операційного ризику, ринкового ризику, кредитного ризику та ризику ліквідності. Керівництво Підприємства контролює процес управління цими ризиками.</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#1E1C11;font-size:11pt;">&#160;</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#1E1C11;font-size:11pt;font-weight:bold;">Операційні ризики</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#1E1C11;font-size:11pt;font-weight:bold;">&#160;</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#1E1C11;font-size:11pt;">Невиконання зобов'язань перед Підприємством ключовими контрагентами, такими як НЕК "Укренерго", а також виробниками ВДЕ з оплати послуг щодо частки врегулювання небалансів та вартості відхилення та повернення коштів за електричну енергію, у ДП "Гарантований покупець" виникає дефіцит обігових коштів, збільшується дебіторська заборгованість та знижується рівень розрахунків.</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#1E1C11;font-size:11pt;">&#160;</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#1E1C11;font-size:11pt;">Примусове стягнення контрагентами сум заборгованості та додаткових платежів (штраф, пеня, інфляційні, 3% річних, судовий та виконавчий збір, інші) за судовими рішеннями призводять до негативного впливу на діяльність Підприємства та виконання спеціальних обов'язків на ринку електричної енергії.</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#1E1C11;font-size:11pt;">&#160;</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#1E1C11;font-size:11pt;font-weight:bold;">Ринковий ризик</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#1E1C11;font-size:11pt;">&#160;</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#1E1C11;font-size:11pt;">Ринковий ризик - це ризик того, що справедлива вартість або майбутні грошові потоки від фінансового інструмента коливатимуться внаслідок змін ринкових цін.</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#1E1C11;font-size:11pt;">&#160;</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#1E1C11;font-size:11pt;">Зниження попиту та зростання пропозиції на ринку електричної енергії призводило до неможливості продажу значного обсягу електричної енергії виробників, та, як результат, Підприємство змушене реалізовувати електричну енергію як врегулювання небалансів.</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#1E1C11;font-size:11pt;font-weight:bold;">&#160;</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#1E1C11;font-size:11pt;font-weight:bold;">Ціновий ризик</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#1E1C11;font-size:11pt;">&#160;</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#1E1C11;font-size:11pt;">Ціновий ризик являє собою ризик того, що на поточні або майбутні фінансові результати Підприємства може негативно вплинути зміна тарифів на електричну енергію або зміна порядку розрахунку вартості послуги в рамках виконання спеціальних обов'язків.</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#1E1C11;font-size:11pt;">&#160;</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#1E1C11;font-size:11pt;">Підприємство управляє цим ризиком за рахунок провадження своєї діяльності у повній відповідності до всіх регуляторних вимог та повного їх дотримання, а також шляхом вживання адекватних заходів для дотримання затверджених структур тарифів та кошторису.</span></p><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">&#160;</span></p><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#1E1C11;font-size:11pt;font-weight:bold;">Кредитний ризик</span></p><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#1E1C11;font-size:11pt;">&#160;</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#1E1C11;font-size:11pt;">Кредитний ризик - це ризик того, що контрагент не виконує своїх зобов'язань за фінансовими інструментами або за контрактом, що може призвести до фінансових збитків, і виникає даний ризик переважно у зв'язку з дебіторською заборгованістю Підприємства.</span></p><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#1E1C11;font-size:11pt;">&#160;</span></p><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#1E1C11;font-size:11pt;font-weight:bold;">Ризик ліквідності</span></p><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#1E1C11;font-size:11pt;">&#160;</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#1E1C11;font-size:11pt;">Ризик ліквідності являє собою ризик того, що Підприємство не зможе виконувати свої зобов'язання по мірі їх виникнення. Підприємство управляє ризиком ліквідності за рахунок дотримання фінансової дисципліни згідно з фінансовим планом, який затверджується на щорічній основі. Основним джерелом фінансування для Підприємства є надходження від операційної діяльності.</span></p><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#1E1C11;font-size:11pt;font-weight:bold;">&#160;</span></p><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#1E1C11;font-size:11pt;font-weight:bold;">Ризики інформаційної безпеки</span></p><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#1E1C11;font-size:11pt;">&#160;</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#1E1C11;font-size:11pt;">Ризики інформаційної безпеки це сукупність кіберзагроз, здатних негативно впливати на діяльність Підприємства, зокрема на реалізацію його місії та функцій, а також на імідж і ділову репутацію. Такі загрози можуть завдавати шкоди інформаційним активам Підприємства, іншим організаціям і державі в цілому, використовуючи як відомі, так і невідомі вразливості з метою порушення конфіденційності, цілісності або доступності інформації, що обробляється, зберігається чи передається в інформаційних системах.</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#1E1C11;font-size:11pt;">&#160;</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#1E1C11;font-size:11pt;">Підприємство системно адаптує свої практики кібербезпеки на основі результатів попередньої та поточної діяльності у сфері захисту інформації, з урахуванням накопиченого досвіду та прогнозних показників. Завдяки впровадженню процесу безперервного вдосконалення, який поєднує сучасні технології та передові практики кібербезпеки, Підприємство ефективно пристосовується до динамічних змін технологічного середовища та забезпечує своєчасне й результативне реагування на складні й еволюціонуючі кіберзагрози.</span></p><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#1E1C11;font-size:11pt;">&#160;</span></p><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#1E1C11;font-size:11pt;font-weight:bold;">Управління ризиком капіталу</span></p><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#1E1C11;font-size:11pt;">&#160;</span></p><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#1E1C11;font-size:11pt;">Метою Підприємства в питаннях управління капіталом є забезпечення здатності Підприємства продовжувати свою діяльність на безперервній основі для того, щоб забезпечувати прибутки i підтримувати оптимальну структуру капіталу для запобігання зменшення його вартості</span></p><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">&#160;</span></p><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">&#160;</span></p></ix:nonNumeric></p></td>
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                <td class="pad0 b">4. Екологічні аспекти</td>
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                <td class="pad0"><p><ix:nonNumeric name="ua_full_ifrs_core:DisclosureOfEnvironmentalAspectsTextBlock" contextRef="ctxt_1" escape="false"><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#041860;font-weight:bold;">Екологічні аспекти</span></p><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#041860;font-weight:bold;">&#160;</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#2F2F2F;">ДП "Гарантований покупець" є ключовою ланкою забезпечення розвитку альтернативної енергетики в Україні, яка є безпечною для екології та людини.</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#2F2F2F;">&#160;</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#2F2F2F;">Виробництво енергії істотно впливає на стан довкілля. Головним і найбільшим недоліком традиційних джерел енергії є те, що вони не відновлювальні. Другий, не менш важливий фактор - це негативний вплив на екологію планети.</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#2F2F2F;">&#160;</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#2F2F2F;">Перед Україною, як і перед іншими країнами світу, зважаючи на глобальні зміни клімату, забруднення навколишнього середовища та зменшення біорізноманіття, актуальним постало питання досягнення сталого розвитку - розвитку, що дозволяє задовольнити потреби сучасного покоління без шкоди для майбутніх поколінь.</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#2F2F2F;">Використання відновлюваних джерел енергії (далі - ВДЕ) є одним із найбільш важливих напрямів енергетичної політики України, спрямованої на заощадження традиційних паливно-енергетичних ресурсів, поліпшення стану оточуючого природного середовища, запобігання зміні клімату.</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#2F2F2F;">&#160;</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#2F2F2F;">Збільшення частки ВДЕ в енергетичному балансі України сприятиме процесу декарбонізації економіки, необхідному для виконання міжнародних зобов'язань країни щодо скорочення викидів парникових газів.</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;">&#160;</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;">Підприємство є ключовим гравцем на ринку електричної енергії через якого державою реалізовується механізм стимулювання розвитку "зеленої генерації" і відповідно гравцем, завдяки якому держава виконує міждержавні зобов'язання по зменшенню викидів вуглецю і збільшенню "зеленої генерації".</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;">&#160;</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;">Питання екологічної соціальної відповідальності є актуальним для</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;">ДП "Гарантований покупець". Підприємством раціонально споживається вода, електроенергія та максимально використовується природне освітлення. При встановленні офісної та периферійної техніки, освітлювальних приладів обов'язково враховується рівень енергоспоживання обладнання.</span></p><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;">&#160;</span></p></ix:nonNumeric></p></td>
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                <td class="pad0 b">5. Соціальні аспекти та кадрова політика</td>
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                <td class="pad0"><p><ix:nonNumeric name="ua_full_ifrs_core:DisclosureOfSocialAspectsAndPersonnelPolicyTextBlock" contextRef="ctxt_1" escape="false"><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#041860;font-size:11pt;font-weight:bold;">Соціальні аспекти та кадрова політика</span></p><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#041860;font-size:11pt;font-weight:bold;">&#160;</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">В основі діяльності ДП "Гарантований покупець" - належне та ефективне виконання завдань, покладених на Підприємство державою.</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">&#160;</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Основною конкурентною перевагою ДП "Гарантований покупець" є &#160;&#160;унікальний кадровий потенціал. Високий рівень корпоративної культури та комфортні умови роблять Підприємство привабливим для талановитих працівників, утримують їх в організації, а результати їх праці, в свою чергу, забезпечують високі показники діяльності підприємства на ринку електричної енергії.</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">&#160;</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Головним завданням кадрової політики в ДП "Гарантований покупець" &#160;є сприяння зростанню професійної компетенції працівників, розвиток їх навичок і вмінь, мотивація високих показників роботи та створення комфортного мікроклімату в колективі.</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">&#160;</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Основою кадрової політики є своєчасне забезпечення оптимального балансу процесів комплектування, збереження персоналу, його розвитку відповідно до потреб Підприємства, вимог діючого законодавства та стану ринку праці.</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">&#160;</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Менеджмент ДП "Гарантований покупець" постійно працює в напрямку створення належних умов праці, доборі і ефективному використанні задіяних трудових ресурсів, їх розвитку та мотивації з метою досягнення як стратегічно визначених цілей господарської діяльності, так і соціальних та особистих проблем працівників різних рівнів відповідальності.</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">&#160;</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Для Підприємства цінний кожен співробітник, незалежно від його віку, статі, національності та займаної посади. Тому всім співробітникам надаються рівні можливості для успішної роботи, професійного розвитку та кар'єрного зростання. Працівники ДП "Гарантований покупець" постійно проходять навчання та підвищення кваліфікації за напрямками роботи.</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">&#160;</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Основним мотивуючим фактором працівників ДП "Гарантований покупець" є виплата гарантованої заробітної плати конкурентного на ринку праці рівня.</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">&#160;</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Виплата заробітної плати працівникам ДП "Гарантований покупець" здійснюється відповідно до чинного законодавства, умов Колективного договору ДП "Гарантований покупець" на 2021-2024 роки та в межах затвердженого Національною комісією, що здійснює державне регулювання в сферах енергетики та комунальних послуг кошторису</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">ДП "Гарантований покупець" на 2025 рік.</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">&#160;</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">З метою посилення соціального захисту працівників Підприємства та для додаткового заохочення (мотивації) працівників, ДП "Гарантований покупець", в межах фінансових можливостей, забезпечувало виплату всіх соціальних пільг, передбачених умовами Колективного договору</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">ДП "Гарантований покупець", а саме матеріальну допомогу:</span></p><br />- <span style="color:#000000;background-color:transparent;font-size:11pt;font-weight:normal;font-style:normal;">матерям, які виховують дитину без батька;</span><br />- <span style="color:#000000;background-color:transparent;font-size:11pt;font-weight:normal;font-style:normal;">жінкам, які знаходяться у відпустці для догляду за дитиною до досягнення нею трирічного віку;</span><br />- <span style="color:#000000;background-color:transparent;font-size:11pt;font-weight:normal;font-style:normal;">при одруженні;</span><br />- <span style="color:#000000;background-color:transparent;font-size:11pt;font-weight:normal;font-style:normal;">при народженні дитини;</span><br />- <span style="color:#000000;background-color:transparent;font-size:11pt;font-weight:normal;font-style:normal;">працівникам підприємства, які увільнені від роботи у зв'язку з військовою службою за призовом під час мобілізації, на особливий період, військову службу за призовом осіб із числа резервістів в особливий період на строк до його закінчення або до дня фактичного звільнення;</span><br />- <span style="color:#000000;background-color:transparent;font-size:11pt;font-weight:normal;font-style:normal;">на поховання близьких родичів.</span><p style="text-align:justify;text-indent:0pt;margin:0pt 1pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">&#160;</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 1pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Середньооблікова чисельність у 2025 році склала 118 осіб.</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Облікова кількість штатних працівників станом на 31.12.2025 становить 124 особи.</span></p><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Колектив Підприємства достатньо збалансований за гендерною ознакою.</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">&#160;</span></p><table border="0" cellspacing="0" cellpadding="0" style="border-collapse:collapse;"><tr style="height:52.45pt;"><td valign="top" style="width:165pt;padding:3.6pt 7.2pt 3.6pt 7.2pt;border-top:1pt #FFFFFF solid;border-right:1pt #FFFFFF solid;border-bottom:3pt #FFFFFF solid;border-left:1pt #FFFFFF solid;"><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#4A452A;font-size:11pt;font-weight:bold;">Стать</span></p></td><td valign="top" style="width:166pt;padding:3.6pt 7.2pt 3.6pt 7.2pt;border-top:1pt #FFFFFF solid;border-right:1pt #FFFFFF solid;border-bottom:3pt #FFFFFF solid;border-left:1pt #FFFFFF solid;"><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#4A452A;font-size:11pt;font-weight:bold;">Кількість працівників, осіб</span></p></td><td valign="top" style="width:166pt;padding:3.6pt 7.2pt 3.6pt 7.2pt;border-top:1pt #FFFFFF solid;border-right:1pt #FFFFFF solid;border-bottom:3pt #FFFFFF solid;border-left:1pt #FFFFFF solid;"><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#4A452A;font-size:11pt;font-weight:bold;">Частка від загальної кількості, %</span></p></td></tr><tr style="height:52.45pt;"><td valign="top" style="width:165pt;padding:3.6pt 7.2pt 3.6pt 7.2pt;border-top:3pt #FFFFFF solid;border-right:1pt #FFFFFF solid;border-bottom:1pt #FFFFFF solid;border-left:1pt #FFFFFF solid;"><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#4A452A;font-size:11pt;">Жінок</span></p></td><td valign="top" style="width:166pt;padding:3.6pt 7.2pt 3.6pt 7.2pt;border-top:3pt #FFFFFF solid;border-right:1pt #FFFFFF solid;border-bottom:1pt #FFFFFF solid;border-left:1pt #FFFFFF solid;"><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#4A452A;font-size:11pt;">66</span></p></td><td valign="top" style="width:166pt;padding:3.6pt 7.2pt 3.6pt 7.2pt;border-top:3pt #FFFFFF solid;border-right:1pt #FFFFFF solid;border-bottom:1pt #FFFFFF solid;border-left:1pt #FFFFFF solid;"><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#4A452A;font-size:11pt;">53</span></p></td></tr><tr style="height:52.45pt;"><td valign="top" style="width:165pt;padding:3.6pt 7.2pt 3.6pt 7.2pt;border-top:1pt #FFFFFF solid;border-right:1pt #FFFFFF solid;border-bottom:1pt #FFFFFF solid;border-left:1pt #FFFFFF solid;"><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#4A452A;font-size:11pt;">Чоловіків</span></p></td><td valign="top" style="width:166pt;padding:3.6pt 7.2pt 3.6pt 7.2pt;border-top:1pt #FFFFFF solid;border-right:1pt #FFFFFF solid;border-bottom:1pt #FFFFFF solid;border-left:1pt #FFFFFF solid;"><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#4A452A;font-size:11pt;">58</span></p></td><td valign="top" style="width:166pt;padding:3.6pt 7.2pt 3.6pt 7.2pt;border-top:1pt #FFFFFF solid;border-right:1pt #FFFFFF solid;border-bottom:1pt #FFFFFF solid;border-left:1pt #FFFFFF solid;"><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#4A452A;font-size:11pt;">47</span></p></td></tr><tr style="height:52.45pt;"><td valign="top" style="width:165pt;padding:3.6pt 7.2pt 3.6pt 7.2pt;border-top:1pt #FFFFFF solid;border-right:1pt #FFFFFF solid;border-bottom:1pt #FFFFFF solid;border-left:1pt #FFFFFF solid;"><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#4A452A;font-size:11pt;">Разом</span></p></td><td valign="top" style="width:166pt;padding:3.6pt 7.2pt 3.6pt 7.2pt;border-top:1pt #FFFFFF solid;border-right:1pt #FFFFFF solid;border-bottom:1pt #FFFFFF solid;border-left:1pt #FFFFFF solid;"><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#4A452A;font-size:11pt;">124</span></p></td><td valign="top" style="width:166pt;padding:3.6pt 7.2pt 3.6pt 7.2pt;border-top:1pt #FFFFFF solid;border-right:1pt #FFFFFF solid;border-bottom:1pt #FFFFFF solid;border-left:1pt #FFFFFF solid;"><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#4A452A;font-size:11pt;">100</span></p><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">&#160;</span></p><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">&#160;</span></p></td></tr></table><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Про високий рівень кваліфікації працівників свідчить наявність наукових ступенів у працівників, а саме: 3 кандидати наук, 1 доктор наук.</span></p><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">&#160;</span></p><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Серед працівників понад 90% &#160;мають повну вищу освіту.</span></p><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">&#160;</span></p><table border="0" cellspacing="0" cellpadding="0" style="border-collapse:collapse;"><tr style="height:27.6pt;"><td valign="top" style="width:206pt;padding:3.6pt 7.2pt 3.6pt 7.2pt;border-top:1pt #FFFFFF solid;border-right:1pt #FFFFFF solid;border-bottom:3pt #FFFFFF solid;border-left:1pt #FFFFFF solid;"><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#4A452A;font-size:11pt;font-weight:bold;">Рівень освіти</span></p></td><td valign="top" style="width:283pt;padding:3.6pt 7.2pt 3.6pt 7.2pt;border-top:1pt #FFFFFF solid;border-right:1pt #FFFFFF solid;border-bottom:3pt #FFFFFF solid;border-left:1pt #FFFFFF solid;"><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#4A452A;font-size:11pt;font-weight:bold;">Кількість працівників, осіб</span></p></td></tr><tr style="height:27.6pt;"><td valign="top" style="width:206pt;padding:3.6pt 7.2pt 3.6pt 7.2pt;border-top:3pt #FFFFFF solid;border-right:1pt #FFFFFF solid;border-bottom:1pt #FFFFFF solid;border-left:1pt #FFFFFF solid;"><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#4A452A;font-size:11pt;">Доктор наук</span></p></td><td valign="top" style="width:283pt;padding:3.6pt 7.2pt 3.6pt 7.2pt;border-top:3pt #FFFFFF solid;border-right:1pt #FFFFFF solid;border-bottom:1pt #FFFFFF solid;border-left:1pt #FFFFFF solid;"><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#4A452A;font-size:11pt;">1</span></p></td></tr><tr style="height:40.8pt;"><td valign="top" style="width:206pt;padding:3.6pt 7.2pt 3.6pt 7.2pt;border-top:1pt #FFFFFF solid;border-right:1pt #FFFFFF solid;border-bottom:1pt #FFFFFF solid;border-left:1pt #FFFFFF solid;"><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#4A452A;font-size:11pt;">Кандидат наук/доктор філософії</span></p></td><td valign="top" style="width:283pt;padding:3.6pt 7.2pt 3.6pt 7.2pt;border-top:1pt #FFFFFF solid;border-right:1pt #FFFFFF solid;border-bottom:1pt #FFFFFF solid;border-left:1pt #FFFFFF solid;"><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#4A452A;font-size:11pt;">4</span></p></td></tr><tr style="height:27.6pt;"><td valign="top" style="width:206pt;padding:3.6pt 7.2pt 3.6pt 7.2pt;border-top:1pt #FFFFFF solid;border-right:1pt #FFFFFF solid;border-bottom:1pt #FFFFFF solid;border-left:1pt #FFFFFF solid;"><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#4A452A;font-size:11pt;">Повна вища освіта</span></p></td><td valign="top" style="width:283pt;padding:3.6pt 7.2pt 3.6pt 7.2pt;border-top:1pt #FFFFFF solid;border-right:1pt #FFFFFF solid;border-bottom:1pt #FFFFFF solid;border-left:1pt #FFFFFF solid;"><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#4A452A;font-size:11pt;">113</span></p></td></tr><tr style="height:27.6pt;"><td valign="top" style="width:206pt;padding:3.6pt 7.2pt 3.6pt 7.2pt;border-top:1pt #FFFFFF solid;border-right:1pt #FFFFFF solid;border-bottom:1pt #FFFFFF solid;border-left:1pt #FFFFFF solid;"><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#4A452A;font-size:11pt;">Базова вища освіта</span></p></td><td valign="top" style="width:283pt;padding:3.6pt 7.2pt 3.6pt 7.2pt;border-top:1pt #FFFFFF solid;border-right:1pt #FFFFFF solid;border-bottom:1pt #FFFFFF solid;border-left:1pt #FFFFFF solid;"><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#4A452A;font-size:11pt;">8</span></p></td></tr><tr style="height:27.6pt;"><td valign="top" style="width:206pt;padding:3.6pt 7.2pt 3.6pt 7.2pt;border-top:1pt #FFFFFF solid;border-right:1pt #FFFFFF solid;border-bottom:1pt #FFFFFF solid;border-left:1pt #FFFFFF solid;"><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#4A452A;font-size:11pt;">Середньо-спеціальна</span></p></td><td valign="top" style="width:283pt;padding:3.6pt 7.2pt 3.6pt 7.2pt;border-top:1pt #FFFFFF solid;border-right:1pt #FFFFFF solid;border-bottom:1pt #FFFFFF solid;border-left:1pt #FFFFFF solid;"><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#4A452A;font-size:11pt;">3</span></p></td></tr></table><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Штатним розписом Підприємства передбачені посади наступних &#160;професійних угруповань: керівники, професіонали, фахівці, технічні службовці робітники та найпростіші професії.</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">&#160;</span></p><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Більше половини облікової чисельності становлять професіонали (46 %).</span></p><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">&#160;</span></p><table border="0" cellspacing="0" cellpadding="0" style="border-collapse:collapse;"><tr style="height:30.4pt;"><td rowspan="2" valign="top" style="width:106pt;padding:3.6pt 7.2pt 3.6pt 7.2pt;border-top:1pt #FFFFFF solid;border-right:1pt #FFFFFF solid;border-bottom:3pt #FFFFFF solid;border-left:1pt #FFFFFF solid;"><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#4A452A;font-size:11pt;font-weight:bold;">Професійна назва робіт</span></p></td><td colspan="2" valign="top" style="width:146pt;padding:3.6pt 7.2pt 3.6pt 7.2pt;border-top:1pt #FFFFFF solid;border-right:1pt #FFFFFF solid;border-bottom:3pt #FFFFFF solid;border-left:1pt #FFFFFF solid;"><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#4A452A;font-size:11pt;font-weight:bold;">Жінки</span></p></td><td colspan="2" valign="top" style="width:146pt;padding:3.6pt 7.2pt 3.6pt 7.2pt;border-top:1pt #FFFFFF solid;border-right:1pt #FFFFFF solid;border-bottom:3pt #FFFFFF solid;border-left:1pt #FFFFFF solid;"><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#4A452A;font-size:11pt;font-weight:bold;">Чоловіки</span></p></td><td colspan="2" valign="top" style="width:146pt;padding:3.6pt 7.2pt 3.6pt 7.2pt;border-top:1pt #FFFFFF solid;border-right:1pt #FFFFFF solid;border-bottom:3pt #FFFFFF solid;border-left:1pt #FFFFFF solid;"><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#4A452A;font-size:11pt;font-weight:bold;">Усього</span></p></td></tr><tr style="height:42.75pt;"><td valign="top" style="width:73pt;padding:3.6pt 7.2pt 3.6pt 7.2pt;border-top:3pt #FFFFFF solid;border-right:1pt #FFFFFF solid;border-bottom:1pt #FFFFFF solid;border-left:3pt #FFFFFF solid;"><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#4A452A;font-size:11pt;">к-сть, осіб</span></p></td><td valign="top" style="width:73pt;padding:3.6pt 7.2pt 3.6pt 7.2pt;border-top:3pt #FFFFFF solid;border-right:1pt #FFFFFF solid;border-bottom:1pt #FFFFFF solid;border-left:1pt #FFFFFF solid;"><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#4A452A;font-size:11pt;">частка від загальної чисельності</span></p></td><td valign="top" style="width:73pt;padding:3.6pt 7.2pt 3.6pt 7.2pt;border-top:3pt #FFFFFF solid;border-right:1pt #FFFFFF solid;border-bottom:1pt #FFFFFF solid;border-left:1pt #FFFFFF solid;"><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#4A452A;font-size:11pt;">к-сть, осіб</span></p></td><td valign="top" style="width:73pt;padding:3.6pt 7.2pt 3.6pt 7.2pt;border-top:3pt #FFFFFF solid;border-right:1pt #FFFFFF solid;border-bottom:1pt #FFFFFF solid;border-left:1pt #FFFFFF solid;"><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#4A452A;font-size:11pt;">частка від загальної чисельності</span></p></td><td valign="top" style="width:73pt;padding:3.6pt 7.2pt 3.6pt 7.2pt;border-top:3pt #FFFFFF solid;border-right:1pt #FFFFFF solid;border-bottom:1pt #FFFFFF solid;border-left:1pt #FFFFFF solid;"><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#4A452A;font-size:11pt;">к-сть, осіб</span></p></td><td valign="top" style="width:73pt;padding:3.6pt 7.2pt 3.6pt 7.2pt;border-top:3pt #FFFFFF solid;border-right:1pt #FFFFFF solid;border-bottom:1pt #FFFFFF solid;border-left:1pt #FFFFFF solid;"><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#4A452A;font-size:11pt;">частка від загальної чисельності</span></p></td></tr><tr style="height:30.4pt;"><td valign="top" style="width:106pt;padding:3.6pt 7.2pt 3.6pt 7.2pt;border-top:3pt #FFFFFF solid;border-right:1pt #FFFFFF solid;border-bottom:1pt #FFFFFF solid;border-left:1pt #FFFFFF solid;"><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#4A452A;font-size:11pt;">Керівники</span></p></td><td valign="top" style="width:73pt;padding:3.6pt 7.2pt 3.6pt 7.2pt;border-top:1pt #FFFFFF solid;border-right:1pt #FFFFFF solid;border-bottom:1pt #FFFFFF solid;border-left:1pt #FFFFFF solid;"><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#4A452A;font-size:11pt;">20</span></p></td><td valign="top" style="width:73pt;padding:3.6pt 7.2pt 3.6pt 7.2pt;border-top:1pt #FFFFFF solid;border-right:1pt #FFFFFF solid;border-bottom:1pt #FFFFFF solid;border-left:1pt #FFFFFF solid;"><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#4A452A;font-size:11pt;">16,5</span></p></td><td valign="top" style="width:73pt;padding:3.6pt 7.2pt 3.6pt 7.2pt;border-top:1pt #FFFFFF solid;border-right:1pt #FFFFFF solid;border-bottom:1pt #FFFFFF solid;border-left:1pt #FFFFFF solid;"><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#4A452A;font-size:11pt;">30</span></p></td><td valign="top" style="width:73pt;padding:3.6pt 7.2pt 3.6pt 7.2pt;border-top:1pt #FFFFFF solid;border-right:1pt #FFFFFF solid;border-bottom:1pt #FFFFFF solid;border-left:1pt #FFFFFF solid;"><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#4A452A;font-size:11pt;">24</span></p></td><td valign="top" style="width:73pt;padding:3.6pt 7.2pt 3.6pt 7.2pt;border-top:1pt #FFFFFF solid;border-right:1pt #FFFFFF solid;border-bottom:1pt #FFFFFF solid;border-left:1pt #FFFFFF solid;"><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#4A452A;font-size:11pt;">50</span></p></td><td valign="top" style="width:73pt;padding:3.6pt 7.2pt 3.6pt 7.2pt;border-top:1pt #FFFFFF solid;border-right:1pt #FFFFFF solid;border-bottom:1pt #FFFFFF solid;border-left:1pt #FFFFFF solid;"><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#4A452A;font-size:11pt;">40,5</span></p></td></tr><tr style="height:30.4pt;"><td valign="top" style="width:106pt;padding:3.6pt 7.2pt 3.6pt 7.2pt;border-top:1pt #FFFFFF solid;border-right:1pt #FFFFFF solid;border-bottom:1pt #FFFFFF solid;border-left:1pt #FFFFFF solid;"><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#4A452A;font-size:11pt;">Професіонали</span></p></td><td valign="top" style="width:73pt;padding:3.6pt 7.2pt 3.6pt 7.2pt;border-top:1pt #FFFFFF solid;border-right:1pt #FFFFFF solid;border-bottom:1pt #FFFFFF solid;border-left:1pt #FFFFFF solid;"><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#4A452A;font-size:11pt;">34</span></p></td><td valign="top" style="width:73pt;padding:3.6pt 7.2pt 3.6pt 7.2pt;border-top:1pt #FFFFFF solid;border-right:1pt #FFFFFF solid;border-bottom:1pt #FFFFFF solid;border-left:1pt #FFFFFF solid;"><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#4A452A;font-size:11pt;">27,5</span></p></td><td valign="top" style="width:73pt;padding:3.6pt 7.2pt 3.6pt 7.2pt;border-top:1pt #FFFFFF solid;border-right:1pt #FFFFFF solid;border-bottom:1pt #FFFFFF solid;border-left:1pt #FFFFFF solid;"><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#4A452A;font-size:11pt;">23</span></p></td><td valign="top" style="width:73pt;padding:3.6pt 7.2pt 3.6pt 7.2pt;border-top:1pt #FFFFFF solid;border-right:1pt #FFFFFF solid;border-bottom:1pt #FFFFFF solid;border-left:1pt #FFFFFF solid;"><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#4A452A;font-size:11pt;">18,5</span></p></td><td valign="top" style="width:73pt;padding:3.6pt 7.2pt 3.6pt 7.2pt;border-top:1pt #FFFFFF solid;border-right:1pt #FFFFFF solid;border-bottom:1pt #FFFFFF solid;border-left:1pt #FFFFFF solid;"><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#4A452A;font-size:11pt;">57</span></p></td><td valign="top" style="width:73pt;padding:3.6pt 7.2pt 3.6pt 7.2pt;border-top:1pt #FFFFFF solid;border-right:1pt #FFFFFF solid;border-bottom:1pt #FFFFFF solid;border-left:1pt #FFFFFF solid;"><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#4A452A;font-size:11pt;">46</span></p></td></tr><tr style="height:30.4pt;"><td valign="top" style="width:106pt;padding:3.6pt 7.2pt 3.6pt 7.2pt;border-top:1pt #FFFFFF solid;border-right:1pt #FFFFFF solid;border-bottom:1pt #FFFFFF solid;border-left:1pt #FFFFFF solid;"><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#4A452A;font-size:11pt;">Фахівці</span></p></td><td valign="top" style="width:73pt;padding:3.6pt 7.2pt 3.6pt 7.2pt;border-top:1pt #FFFFFF solid;border-right:1pt #FFFFFF solid;border-bottom:1pt #FFFFFF solid;border-left:1pt #FFFFFF solid;"><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#4A452A;font-size:11pt;">8</span></p></td><td valign="top" style="width:73pt;padding:3.6pt 7.2pt 3.6pt 7.2pt;border-top:1pt #FFFFFF solid;border-right:1pt #FFFFFF solid;border-bottom:1pt #FFFFFF solid;border-left:1pt #FFFFFF solid;"><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#4A452A;font-size:11pt;">6,5</span></p></td><td valign="top" style="width:73pt;padding:3.6pt 7.2pt 3.6pt 7.2pt;border-top:1pt #FFFFFF solid;border-right:1pt #FFFFFF solid;border-bottom:1pt #FFFFFF solid;border-left:1pt #FFFFFF solid;"><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#4A452A;font-size:11pt;">2</span></p></td><td valign="top" style="width:73pt;padding:3.6pt 7.2pt 3.6pt 7.2pt;border-top:1pt #FFFFFF solid;border-right:1pt #FFFFFF solid;border-bottom:1pt #FFFFFF solid;border-left:1pt #FFFFFF solid;"><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#4A452A;font-size:11pt;">1,5</span></p></td><td valign="top" style="width:73pt;padding:3.6pt 7.2pt 3.6pt 7.2pt;border-top:1pt #FFFFFF solid;border-right:1pt #FFFFFF solid;border-bottom:1pt #FFFFFF solid;border-left:1pt #FFFFFF solid;"><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#4A452A;font-size:11pt;">10</span></p></td><td valign="top" style="width:73pt;padding:3.6pt 7.2pt 3.6pt 7.2pt;border-top:1pt #FFFFFF solid;border-right:1pt #FFFFFF solid;border-bottom:1pt #FFFFFF solid;border-left:1pt #FFFFFF solid;"><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#4A452A;font-size:11pt;">8</span></p></td></tr><tr style="height:30.4pt;"><td valign="top" style="width:106pt;padding:3.6pt 7.2pt 3.6pt 7.2pt;border-top:1pt #FFFFFF solid;border-right:1pt #FFFFFF solid;border-bottom:1pt #FFFFFF solid;border-left:1pt #FFFFFF solid;"><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#4A452A;font-size:11pt;">Робітники</span></p></td><td valign="top" style="width:73pt;padding:3.6pt 7.2pt 3.6pt 7.2pt;border-top:1pt #FFFFFF solid;border-right:1pt #FFFFFF solid;border-bottom:1pt #FFFFFF solid;border-left:1pt #FFFFFF solid;"><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">&#160;</span></p></td><td valign="top" style="width:73pt;padding:3.6pt 7.2pt 3.6pt 7.2pt;border-top:1pt #FFFFFF solid;border-right:1pt #FFFFFF solid;border-bottom:1pt #FFFFFF solid;border-left:1pt #FFFFFF solid;"><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">&#160;</span></p></td><td valign="top" style="width:73pt;padding:3.6pt 7.2pt 3.6pt 7.2pt;border-top:1pt #FFFFFF solid;border-right:1pt #FFFFFF solid;border-bottom:1pt #FFFFFF solid;border-left:1pt #FFFFFF solid;"><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#4A452A;font-size:11pt;">3</span></p></td><td valign="top" style="width:73pt;padding:3.6pt 7.2pt 3.6pt 7.2pt;border-top:1pt #FFFFFF solid;border-right:1pt #FFFFFF solid;border-bottom:1pt #FFFFFF solid;border-left:1pt #FFFFFF solid;"><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#4A452A;font-size:11pt;">2,5</span></p></td><td valign="top" style="width:73pt;padding:3.6pt 7.2pt 3.6pt 7.2pt;border-top:1pt #FFFFFF solid;border-right:1pt #FFFFFF solid;border-bottom:1pt #FFFFFF solid;border-left:1pt #FFFFFF solid;"><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#4A452A;font-size:11pt;">3</span></p></td><td valign="top" style="width:73pt;padding:3.6pt 7.2pt 3.6pt 7.2pt;border-top:1pt #FFFFFF solid;border-right:1pt #FFFFFF solid;border-bottom:1pt #FFFFFF solid;border-left:1pt #FFFFFF solid;"><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#4A452A;font-size:11pt;">2,5</span></p></td></tr><tr style="height:33.65pt;"><td valign="top" style="width:106pt;padding:3.6pt 7.2pt 3.6pt 7.2pt;border-top:1pt #FFFFFF solid;border-right:1pt #FFFFFF solid;border-bottom:1pt #FFFFFF solid;border-left:1pt #FFFFFF solid;"><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#4A452A;font-size:11pt;">Найпростіші професії</span></p></td><td valign="top" style="width:73pt;padding:3.6pt 7.2pt 3.6pt 7.2pt;border-top:1pt #FFFFFF solid;border-right:1pt #FFFFFF solid;border-bottom:1pt #FFFFFF solid;border-left:1pt #FFFFFF solid;"><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#4A452A;font-size:11pt;">4</span></p></td><td valign="top" style="width:73pt;padding:3.6pt 7.2pt 3.6pt 7.2pt;border-top:1pt #FFFFFF solid;border-right:1pt #FFFFFF solid;border-bottom:1pt #FFFFFF solid;border-left:1pt #FFFFFF solid;"><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#4A452A;font-size:11pt;">3</span></p></td><td valign="top" style="width:73pt;padding:3.6pt 7.2pt 3.6pt 7.2pt;border-top:1pt #FFFFFF solid;border-right:1pt #FFFFFF solid;border-bottom:1pt #FFFFFF solid;border-left:1pt #FFFFFF solid;"><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">&#160;</span></p></td><td valign="top" style="width:73pt;padding:3.6pt 7.2pt 3.6pt 7.2pt;border-top:1pt #FFFFFF solid;border-right:1pt #FFFFFF solid;border-bottom:1pt #FFFFFF solid;border-left:1pt #FFFFFF solid;"><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">&#160;</span></p></td><td valign="top" style="width:73pt;padding:3.6pt 7.2pt 3.6pt 7.2pt;border-top:1pt #FFFFFF solid;border-right:1pt #FFFFFF solid;border-bottom:1pt #FFFFFF solid;border-left:1pt #FFFFFF solid;"><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#4A452A;font-size:11pt;">4</span></p></td><td valign="top" style="width:73pt;padding:3.6pt 7.2pt 3.6pt 7.2pt;border-top:1pt #FFFFFF solid;border-right:1pt #FFFFFF solid;border-bottom:1pt #FFFFFF solid;border-left:1pt #FFFFFF solid;"><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#4A452A;font-size:11pt;">3</span></p></td></tr><tr style="height:30.4pt;"><td valign="top" style="width:106pt;padding:3.6pt 7.2pt 3.6pt 7.2pt;border-top:1pt #FFFFFF solid;border-right:1pt #FFFFFF solid;border-bottom:1pt #FFFFFF solid;border-left:1pt #FFFFFF solid;"><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#4A452A;font-size:11pt;">Усього</span></p></td><td valign="top" style="width:73pt;padding:3.6pt 7.2pt 3.6pt 7.2pt;border-top:1pt #FFFFFF solid;border-right:1pt #FFFFFF solid;border-bottom:1pt #FFFFFF solid;border-left:1pt #FFFFFF solid;"><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#4A452A;font-size:11pt;">66</span></p></td><td valign="top" style="width:73pt;padding:3.6pt 7.2pt 3.6pt 7.2pt;border-top:1pt #FFFFFF solid;border-right:1pt #FFFFFF solid;border-bottom:1pt #FFFFFF solid;border-left:1pt #FFFFFF solid;"><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#4A452A;font-size:11pt;">53</span></p></td><td valign="top" style="width:73pt;padding:3.6pt 7.2pt 3.6pt 7.2pt;border-top:1pt #FFFFFF solid;border-right:1pt #FFFFFF solid;border-bottom:1pt #FFFFFF solid;border-left:1pt #FFFFFF solid;"><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#4A452A;font-size:11pt;">58</span></p></td><td valign="top" style="width:73pt;padding:3.6pt 7.2pt 3.6pt 7.2pt;border-top:1pt #FFFFFF solid;border-right:1pt #FFFFFF solid;border-bottom:1pt #FFFFFF solid;border-left:1pt #FFFFFF solid;"><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#4A452A;font-size:11pt;">47</span></p></td><td valign="top" style="width:73pt;padding:3.6pt 7.2pt 3.6pt 7.2pt;border-top:1pt #FFFFFF solid;border-right:1pt #FFFFFF solid;border-bottom:1pt #FFFFFF solid;border-left:1pt #FFFFFF solid;"><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#4A452A;font-size:11pt;">124</span></p></td><td valign="top" style="width:73pt;padding:3.6pt 7.2pt 3.6pt 7.2pt;border-top:1pt #FFFFFF solid;border-right:1pt #FFFFFF solid;border-bottom:1pt #FFFFFF solid;border-left:1pt #FFFFFF solid;"><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#4A452A;font-size:11pt;">100</span></p></td></tr></table><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Молодь (до 35 років) становить 23% від усього персоналу, 73% працівники від 35 до 60 років, і ці показники є позитивними.</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">&#160;</span></p><table border="0" cellspacing="0" cellpadding="0" style="border-collapse:collapse;"><tr style="height:28.15pt;"><td valign="top" style="width:100pt;padding:3.6pt 7.2pt 3.6pt 7.2pt;border-top:1pt #FFFFFF solid;border-right:1pt #FFFFFF solid;border-bottom:3pt #FFFFFF solid;border-left:1pt #FFFFFF solid;"><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#4A452A;font-size:11pt;font-weight:bold;">Вікова група</span></p></td><td valign="top" style="width:138pt;padding:3.6pt 7.2pt 3.6pt 7.2pt;border-top:1pt #FFFFFF solid;border-right:1pt #FFFFFF solid;border-bottom:3pt #FFFFFF solid;border-left:1pt #FFFFFF solid;"><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#4A452A;font-size:11pt;font-weight:bold;">Кількість працівників, осіб</span></p></td><td valign="top" style="width:138pt;padding:3.6pt 7.2pt 3.6pt 7.2pt;border-top:1pt #FFFFFF solid;border-right:1pt #FFFFFF solid;border-bottom:3pt #FFFFFF solid;border-left:1pt #FFFFFF solid;"><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#4A452A;font-size:11pt;font-weight:bold;">Жінки, особи</span></p></td><td valign="top" style="width:138pt;padding:3.6pt 7.2pt 3.6pt 7.2pt;border-top:1pt #FFFFFF solid;border-right:1pt #FFFFFF solid;border-bottom:3pt #FFFFFF solid;border-left:1pt #FFFFFF solid;"><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#4A452A;font-size:11pt;font-weight:bold;">Чоловіки, особи</span></p></td></tr><tr style="height:28.15pt;"><td valign="top" style="width:100pt;padding:3.6pt 7.2pt 3.6pt 7.2pt;border-top:3pt #FFFFFF solid;border-right:1pt #FFFFFF solid;border-bottom:1pt #FFFFFF solid;border-left:1pt #FFFFFF solid;"><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#4A452A;font-size:11pt;">Молодь</span></p><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#4A452A;font-size:11pt;">(до 35 років)</span></p></td><td valign="top" style="width:138pt;padding:3.6pt 7.2pt 3.6pt 7.2pt;border-top:3pt #FFFFFF solid;border-right:1pt #FFFFFF solid;border-bottom:1pt #FFFFFF solid;border-left:1pt #FFFFFF solid;"><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#4A452A;font-size:11pt;">29</span></p></td><td valign="top" style="width:138pt;padding:3.6pt 7.2pt 3.6pt 7.2pt;border-top:3pt #FFFFFF solid;border-right:1pt #FFFFFF solid;border-bottom:1pt #FFFFFF solid;border-left:1pt #FFFFFF solid;"><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#4A452A;font-size:11pt;">13</span></p></td><td valign="top" style="width:138pt;padding:3.6pt 7.2pt 3.6pt 7.2pt;border-top:3pt #FFFFFF solid;border-right:1pt #FFFFFF solid;border-bottom:1pt #FFFFFF solid;border-left:1pt #FFFFFF solid;"><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#4A452A;font-size:11pt;">16</span></p></td></tr><tr style="height:28.15pt;"><td valign="top" style="width:100pt;padding:3.6pt 7.2pt 3.6pt 7.2pt;border-top:1pt #FFFFFF solid;border-right:1pt #FFFFFF solid;border-bottom:1pt #FFFFFF solid;border-left:1pt #FFFFFF solid;"><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#4A452A;font-size:11pt;">Від 35 до 60</span></p></td><td valign="top" style="width:138pt;padding:3.6pt 7.2pt 3.6pt 7.2pt;border-top:1pt #FFFFFF solid;border-right:1pt #FFFFFF solid;border-bottom:1pt #FFFFFF solid;border-left:1pt #FFFFFF solid;"><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#4A452A;font-size:11pt;">90</span></p></td><td valign="top" style="width:138pt;padding:3.6pt 7.2pt 3.6pt 7.2pt;border-top:1pt #FFFFFF solid;border-right:1pt #FFFFFF solid;border-bottom:1pt #FFFFFF solid;border-left:1pt #FFFFFF solid;"><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#4A452A;font-size:11pt;">49</span></p></td><td valign="top" style="width:138pt;padding:3.6pt 7.2pt 3.6pt 7.2pt;border-top:1pt #FFFFFF solid;border-right:1pt #FFFFFF solid;border-bottom:1pt #FFFFFF solid;border-left:1pt #FFFFFF solid;"><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#4A452A;font-size:11pt;">41</span></p></td></tr><tr style="height:28.15pt;"><td valign="top" style="width:100pt;padding:3.6pt 7.2pt 3.6pt 7.2pt;border-top:1pt #FFFFFF solid;border-right:1pt #FFFFFF solid;border-bottom:1pt #FFFFFF solid;border-left:1pt #FFFFFF solid;"><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#4A452A;font-size:11pt;">Старше 60</span></p></td><td valign="top" style="width:138pt;padding:3.6pt 7.2pt 3.6pt 7.2pt;border-top:1pt #FFFFFF solid;border-right:1pt #FFFFFF solid;border-bottom:1pt #FFFFFF solid;border-left:1pt #FFFFFF solid;"><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#4A452A;font-size:11pt;">5</span></p></td><td valign="top" style="width:138pt;padding:3.6pt 7.2pt 3.6pt 7.2pt;border-top:1pt #FFFFFF solid;border-right:1pt #FFFFFF solid;border-bottom:1pt #FFFFFF solid;border-left:1pt #FFFFFF solid;"><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#4A452A;font-size:11pt;">4</span></p></td><td valign="top" style="width:138pt;padding:3.6pt 7.2pt 3.6pt 7.2pt;border-top:1pt #FFFFFF solid;border-right:1pt #FFFFFF solid;border-bottom:1pt #FFFFFF solid;border-left:1pt #FFFFFF solid;"><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#4A452A;font-size:11pt;">1</span></p></td></tr></table><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Окрім матеріального стимулювання в ДП "Гарантований покупець" приділяється велика увага нематеріальній мотивації персоналу.</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">&#160;</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Протягом 2025 року 13 працівників підприємства отримали підвищення в посаді.</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">&#160;</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">З нагоди професійного свята Дня енергетика України за вагомий особистий внесок у розвиток та забезпечення сталої роботи енергетичної галузі України та значні трудові досягнення працівники були відзначені Подяками та Грамотами ДП "Гарантований покупець", Грамотами, Почесними грамотами та Подяками Міністерства енергетики України.</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">&#160;</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">У ДП "Гарантований покупець" постійно проводиться робота щодо недопущення виробничого травматизму працівниками, дотримання ними інструкцій та вимог законодавства з охорони праці та пожежної безпеки, а також зміцненню матеріальної бази за напрямком охорони праці і пожежної безпеки. За звітний період травмувань працівників та порушень ними правил охорони праці не допущено.</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">&#160;</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Підприємством ДП "Гарантований покупець" ведеться постійна робота з практичного втілення "Антикорупційної програми", затвердженої наказом № 56 від 29.06.2022 року (зі змінами) та Правилами етики працівників ДП "Гарантований покупець".</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">&#160;</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">ДП "Гарантований покупець" у своїй діяльності, а також у взаємодіях з &#160;органами державної влади, місцевого самоврядування, діловими партнерами та іншими юридичними і фізичними особами керується принципами нульової толерантності до корупції у всіх її проявах та вживає всі необхідні заходи щодо запобігання та протидії корупції та хабарництва на Підприємстві.</span></p></ix:nonNumeric></p></td>
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                <td class="pad0 b">7. Опис діяльності у сфері досліджень та інновацій</td>
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                <td class="pad0"><p><ix:nonNumeric name="ua_full_ifrs_core:DisclosureOfResearchAndInnovationActivitiesTextBlock" contextRef="ctxt_1" escape="false"><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#041860;font-weight:bold;">ДОСЛІДЖЕННЯ ТА ІННОВАЦІЇ ФІНАНСОВІ ІНВЕСТИЦІЇ</span></p><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;">&#160;</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-weight:bold;">Дослідження та інновації</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;">&#160;</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;">Дослідницька та інноваційна діяльність ДП "Гарантований покупець" не здійснювалася у зв'язку з обмеженнями прав та обов'язків Підприємства, передбаченими статтями 62 і 65 Закону України "Про ринок електричної енергії".</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;">&#160;</span></p></ix:nonNumeric></p></td>
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                <td class="pad0 b">10. Інформація про фінансові інвестиції</td>
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                <td class="pad0"><p><ix:nonNumeric name="ua_full_ifrs_core:DisclosureOfFinancialInvestmentsTextBlock" contextRef="ctxt_1" escape="false"><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;font-weight:bold;">Фінансові інвестиції</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">&#160;</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Протягом 2025 року ДП "Гарантований покупець" не здійснювало фінансові інвестиції у цінні папери підприємств та фінансові інвестиції в асоційовані і дочірні підприємства.</span></p><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">&#160;</span></p></ix:nonNumeric></p></td>
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                <td class="pad0 b">11. Ймовірні перспективи подальшого розвитку (в тому числі інформація про злиття чи поглинання)</td>
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                <td class="pad0"><p><ix:nonNumeric name="ua_full_ifrs_core:DisclosureOfPossibleProspectsForFurtherDevelopmentIncludingMergerOrAcquisitionInformationTextBlock" contextRef="ctxt_1" escape="false"><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#041860;font-weight:bold;">ПЕРСПЕКТИВИ РОЗВИТКУ</span></p><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#041860;font-weight:bold;">&#160;</span></p><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-weight:bold;">Перспективні напрямки діяльності ДП "Гарантований покупець":</span></p><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-weight:bold;">&#160;</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-weight:bold;">Запровадження системи видачі гарантій походження на електричну енергію, виробленої з відновлюваних джерел енергії:</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-weight:bold;">&#160;</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;">В рамках членства в Енергетичному Співтоваристві Україна імплементувала Директиву 2018/2001/ЄС, якою регламентуються зобов'язання щодо впровадження системи видачі гарантій походження електричної енергії.</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;">&#160;</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;">У 2024 році були остаточно затверджені усі нормативно-правові акти щодо гарантій походження електричної енергії, що надало можливість впровадити систему видачі, обігу та передачі гарантій &#160;походження через запуск Реєстру гарантій походження та створити торгівельні майданчики для продажу гарантій походження.</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;">&#160;</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;">21 серпня 2024 року ДП "Гарантований покупець" одним із перших став зареєстрованим користувачем Реєстру гарантій походження і постійно здійснює інформаційну, консультаційну, практичну підтримку своїх контрагентів - виробників з альтернативних джерел енергії задля якомога швидкого та успішного освоєння цього нового для них напрямку.</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;">&#160;</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;">У 2025 році система обігу гарантій походження електричної енергії продовжила функціонування, в якій ДП "Гарантований покупець" приймав активну участь. Відповідно до умов &#160;законодавства, а саме ст. 9-7 &#160;Закону України "Про альтернативні джерела енергії" та &#160;Порядку видачі, обігу та погашення гарантій походження, затвердженого &#160;Постановою &#160;№227 &#160;від 27 лютого 2024 року Кабінетом Міністрів України, ДП "Гарантований покупець" &#160;отримував на свій обліковий запис гарантії походження електричної енергії, виробленої на об'єктах електроенергетики виробників електричної енергії та на генеруючих установках активних споживачів, на обсяг, що був проданий гарантованому покупцю за "зеленим" тарифом або щодо якого надавалась послуга за механізмом ринкової премії, а також здійснював їх продаж через торгівельні площадки АТ "Оператора ринку" та ТОВ "Українська енергетична біржа".</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;">&#160;</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;">Станом на &#160;31 грудня 2025 року, з початку року, &#160;ДП "Гарантований покупець" було передано у власність більше 6,5 млн. гарантій походження, а всього з моменту запровадження системи обігу гарантій походження більше, ніж 7,5 млн. Незначну частину гарантій походження ДП "Гарантований покупець" реалізувало у кількості 78 тис, із них у 2025 році &#160;62,2 &#160;тис. одиниць, чим наразі підтверджується низький попит на них.</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;">&#160;</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;">Водночас, сприяння на всіх рівнях пришвидшенню процесу укладення угоди між Україною та ЄС про взаємне визнання гарантій походження та членства в Асоціації Органів видачі (АІВ-hub) відкриє суттєві можливості експорту гарантій походження електричної енергії, виробленої в Україні, в країни ЄС, де цей ринок досить тривалий і активний.</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;">&#160;</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;">В майбутньому гарантія походження електричної енергії, виробленої з відновлюваних джерел енергії має стати надійним інструментом доведення споживачу про частку "зеленої" електроенергії в його міксі споживання і обираючи для купівлі саме таку "чисту" енергію, дозволить йому свідомо впливати на кліматичну та екологічну політику держави.</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;">&#160;</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-weight:bold;">Проведення аукціонів з розподілу квоти підтримки:</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;">&#160;</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;">Протягом 2025 року ДП "Гарантований покупець" організовувано проведення аукціонів згідно графіку та умов, затверджених розпорядженням Кабінету Міністрів України від &#160;29.11.2024 &#160;№1195-р "Деякі питання проведення аукціонів з розподілу квоти підтримки відновлюваної енергетики на 2025 рік та встановлення індикативних прогнозних показників річних квот підтримки на 2026-2029 роки". Із чотирьох запланованих на рік, &#160;аукціони з енергії сонця з розміром річної квоти підтримки на 33 МВт, з енергії вітру на 100 МВт та інших джерел енергії на 47 МВт не відбулися. &#160;Водночас, аукціон з розміром річної квоти підтримки з енергії вітру на 150 МВт &#160;відбувся лише з одним переможцем з виграною потужністю 120 МВт та ціною 7,96 евроцентів/кВтг.</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;">&#160;</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;">Аналогічно пілотним аукціонам, які стартували у 2024 році з прийняттям розпорядження Кабінету Міністрів України від 13.08.2024 №757-р, &#160;результати останніх аукціонів також не є &#160;успішними через низьку зацікавленість потенційних інвесторів.</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;">&#160;</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;">Водночас, завдяки остаточному схваленню Верховною Радою України законопроєкту від 28.04.2025 №13219 "Про внесення змін до деяких законів України щодо удосконалення конкурентних умов виробництва електричної енергії з альтернативних джерел" 10.02.2026, дещо поліпшуються умови, визначені Порядком проведення аукціонів з розподілу квоти підтримки, що в найближчий перспективі може збільшити зацікавленість потенційних інвесторів в участі в аукціонах.</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;">&#160;</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;">&#160;</span></p><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;">&#160;</span></p></ix:nonNumeric></p></td>
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                <td class="pad0 b">12. Інша інформація</td>
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                <td class="pad0"><p><ix:nonNumeric name="ua_full_ifrs_core:DisclosureOfOtherSignificantInformationTextBlock" contextRef="ctxt_1" escape="false"><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#041860;font-size:11pt;font-weight:bold;">Вплив збройної агресії російської федерації на діяльність Підприємства</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">&#160;</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Підприємство здійснює свою діяльність в Україні. Починаючи з 24 лютого 2022 року, країна продовжує зазнавати масштабного впливу повномасштабної війни, розв'язаної російською федерацією. Безпекова ситуація залишається складною, оскільки бойові дії тривають у східних та південних регіонах, а також мають місце регулярні ракетні атаки на цивільну та промислову інфраструктуру по всій території України.</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">&#160;</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Воєнний стан, запроваджений з метою відсічі російській агресії, продовжує діяти станом на дату затвердження цього звіту. І хоча українська економіка демонструє часткове відновлення порівняно з різким падінням у 2022 році, зберігаються високі ризики та невизначеність для суб'єктів господарювання.</span></p><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">&#160;</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Остаточний результат політичної та економічної ситуації в Україні та її наслідки впливу на економіку країни та діяльність Підприємства передбачити вкрай складно. Стабілізація економіки України у найближчому майбутньому залежить від закінчення воєнних дій, успішності дій, яких вживає Уряд та центральні та територіальні органи виконавчої влади, забезпечення безперервної фінансової підтримки України з боку міжнародних донорів та міжнародних фінансових установ.</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">&#160;</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Керівництво ДП "Гарантований покупець" вживає всіх належних заходів для мінімізації впливу військової агресії рф щодо України на фінансово-господарську діяльність та персонал. Станом на дату звіту ДП "Гарантований покупець" не має випадків пошкодження, знищення або втрати контролю над активами чи обладнанням та оцінює такий ризик як низький.</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">&#160;</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Зниження споживання електричної енергії і, як наслідок, зменшення обсягу для забезпечення загальносуспільних інтересів не має значного негативного впливу на ДП "Гарантований покупець". Крім того, Підприємство не має суттєвих труднощів із трудовим капіталом, включаючи управлінський персонал, та безперебійністю операційних процесів, проте не може передбачити хід міграційних та мобілізаційних процесів у майбутньому.</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">&#160;</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Кабінет Міністрів України своїми постановами продовжував дію Положення про покладення спеціальних обов'язків на учасників ринку електричної енергії для забезпечення загальносуспільних інтересів у процесі функціонування ринку електричної енергії, наразі його продовжено до 30 квітня 2026 року, а також введено застосування з 01.06.2024 по 30.04.2026 нових фіксованих цін на електричну енергію для побутових споживачів.</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">&#160;</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Національною комісією, що здійснює державне регулювання у сферах енергетики та комунальних послуг прийнято постанову від 25.02.2022 № 332 "Про забезпечення стабільного функціонування ринку електричної енергії, у тому числі фінансового стану учасників ринку електричної енергії, під час особливого періоду". Змінами, що регулярно вносяться НКРЕКП до вказаної постанови, враховується необхідність вирішення проблемних питань, які виникають на ринку електричної енергії під час дії воєнного стану, у тому числі пов'язаних з діяльність ДП "Гарантований покупець".</span></p><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">&#160;</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Міністерством енергетики України в особливий період на постійній основі видаються накази, спрямовані на врегулювання проблемних питань щодо діяльності суб'єктів господарювання на ринку електричної енергії.</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">&#160;</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Одним з основних негативних наслідків, пов'язаних з воєнною агресією, є окупація рф територій на яких розташовані об'єкти енергетики, їх руйнування та пошкодження внаслідок бомбардувань та обстрілів, веденням активних бойових дій. Також втрат зазнали об'єкти відновлювальної енергетики, значна частина яких розташована у південних та східних регіонах України.</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">&#160;</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Воєнна агресія рф також призвела до зниження рівня розрахунків між учасниками ринку електричної енергії, у тому числі відповідно до покладених на них спеціальних обов'язків на ринку електричної енергії. Питання, пов'язані з дебіторською та кредиторською заборгованостями на ринку електричної енергії, що виникають під час особливого періоду, у разі необхідності врегульовуються нормативно-правовими актами законодавства.</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">&#160;</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Діяльність ДП&#160;"Гарантований покупець" є економічно збалансованою, витрати забезпечені відповідними джерелами надходжень.</span></p><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">&#160;</span></p></ix:nonNumeric></p></td>
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                <td class="pad0 b">13. Розкриття інформації про корпоративне управління</td>
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                <td colspan="2" class="pad1 b">9) Інша інформація</td>
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                <td colspan="2" class="pad1"><p><ix:nonNumeric name="ua_full_ifrs_core:DisclosureOfOtherInformationThatHasHadAMaterialImpactOnTheReportingEntitysCorporateGovernancePositionTextBlock" contextRef="ctxt_1" escape="false"><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;">Завданням корпоративного управління ДП "Гарантований покупець" є формування ефективної системи управління, що відповідає міжнародним стандартам, законодавчим вимогам та державній політиці у сфері управління державними підприємствами.</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;">&#160;</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;">Відповідно до розпорядження Кабінету Міністрів України від 02 лютого 2024 року №74-р "Питання перетворення державного підприємства "Гарантований покупець" в акціонерне товариство, 100 відсотків акцій якого належать державі" (зі змінами), ДП "Гарантований покупець" розпочато процес перетворення в акціонерне товариство "Гарантований покупець". Розпорядженням КМУ від 23 квітня 2024 р. № 367-р (зі змінами) затверджено План перетворення державного підприємства "Гарантований покупець" в акціонерне товариство.</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;">&#160;</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;">Розпорядженням Кабінету Міністрів України &#160;від 17.11.2025 № 1258-р (зі змінами) затверджено План заходів щодо оновлення складу наглядових рад та виконавчих органів деяких &#160;суб'єктів господарювання.</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;">Корпоратизація гарантованого покупця надасть можливість безпосередньо залучати кошти для "зелених" проектів, покращить операційні та фінансові результати, що принесе користь державі.</span></p><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;">&#160;</span></p></ix:nonNumeric></p></td>
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        <a id="r104020"><span class="rep_name">[104000-2] Звіт незалежного аудитора</span></a>
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                <td class="pad0 b">Інформація про аудиторський звіт</td>
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                <td class="pad0">Найменування суб'єкта аудиторської діяльності</td>
                <td class="td_lft"><p><ix:nonNumeric name="ua_full_ifrs_core:NameOfTheAuditEntity" contextRef="ctxt_1" escape="false">ТОВ «БЕЙКЕР ТІЛЛІ УКРАЇНА»</ix:nonNumeric></p></td>
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                <td class="pad0">Код ЄДРПОУ суб'єкта аудиторської діяльності</td>
                <td class="td_lft"><p><ix:nonNumeric name="ua_full_ifrs_core:EDRPOUCodeOfTheAuditEntity" contextRef="ctxt_1" escape="false">30373906</ix:nonNumeric></p></td>
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                <td class="pad0">Номер реєстрації у Реєстрі аудиторів та суб'єктів аудиторської діяльності</td>
                <td class="td_lft"><p><ix:nonNumeric name="ua_full_ifrs_core:RegistrationNumberInRegisterOfAuditorsAndAuditingEntities" contextRef="ctxt_1" escape="false">100804</ix:nonNumeric></p></td>
            </tr>
<tr>
                <td class="pad0">Вебсторінка суб'єкта аудиторської діяльності</td>
                <td class="td_lft"><p><ix:nonNumeric name="ua_full_ifrs_core:WebsiteOfTheAuditEntity" contextRef="ctxt_1" escape="false">https://www.bakertilly.ua/</ix:nonNumeric></p></td>
            </tr>
<tr>
                <td class="pad0">Номер та дата договору на проведення аудиту</td>
                <td class="td_lft"><p><ix:nonNumeric name="ua_full_ifrs_core:NumberAndDateOfTheContractForPerformingAudit" contextRef="ctxt_1" escape="false">№85/002-20122024-4 від 20.12.2024</ix:nonNumeric></p></td>
            </tr>  
            <tr>
                <td class="pad0">Звітний період, за який проведено аудит фінансової звітності</td>
                <td class="td_lft"><p><ix:nonNumeric name="ua_full_ifrs_core:ReportingPeriodForWhichTheFinancialStatementsWereAudited" contextRef="ctxt_1" escape="false">2025 рік</ix:nonNumeric></p></td>
            </tr>  
            <tr>
                <td class="pad0">Дата початку та дата закінчення аудиту</td>
                <td class="td_lft"><p><ix:nonNumeric name="ua_full_ifrs_core:StartingDateAndEndingDateOfTheAudit" contextRef="ctxt_1" escape="false">01.02.2026 по 17.04.2026</ix:nonNumeric></p></td>
            </tr>  
            <tr>
                <td class="pad0">Розмір винагороди за проведення аудиту річної фінансової звітності</td>
                <td class="td_lft"><p><ix:nonNumeric name="ua_full_ifrs_core:AmountOfTheRemunerationForPerformingTheAnnualFinancialStatementAudit" contextRef="ctxt_1" escape="false">1 182 тис. грн. з ПДВ</ix:nonNumeric></p></td>
            </tr>
			<tr>
                <td class="pad0">Відповідальність аудитора в межах виконання вимог процедури подання звітності у форматі iXBRL до Центру збору фінансової звітності</td>
                <td class="td_lft"><p><ix:nonNumeric name="ua_full_ifrs_core:AuditorResponsibilityForMeetingInlineXBRLReportingRequirements" contextRef="ctxt_1" escape="false"><h3 style="text-align:left;text-indent:0pt;margin:8pt 0pt 6pt 0pt;line-height:1.079167;page-break-after:avoid;page-break-inside:avoid;"><span style="color:#000000;font-size:11pt;">Відповідальність аудитора в межах виконання вимог процедури подання звітності у форматі iXBRL до Центру збору фінансової звітності (ЦЗФЗ)</span></h3><p style="text-align:left;text-indent:0pt;margin:6pt 0pt 6pt 0pt;line-height:1.15;"><span style="color:#000000;font-size:11pt;">Управлінський персонал відповідає за коректність застосування таксономії, тегування (маркування), структуру та технічну мову розмітки iXBRL, а також за інші технічні аспекти формування iXBRL-файлу. Перевірка цих технічних елементів не є частиною завдання з аудиту. У межах аудиту аудитор отримує достатні та прийнятні докази того, що візуальне представлення фінансової звітності у файлі iXBRL в усіх суттєвих аспектах підготовлено відповідно до застосовної концептуальної основи фінансової звітності, та висловлює аудиторську думку щодо такої фінансової звітності. Аудитор не надає жодної форми впевненості щодо технічних елементів файлу iXBRL. Кваліфікований електронний підпис ключового партнера із завдання з аудиту накладено на екземпляр файлу iXBRL виключно для виконання регуляторних вимог процедури подання звітності до ЦЗФЗ та підтвердження того, що аудиторський звіт, включений до файлу, відповідає звіту, складеному аудитором.</span></p><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">&#160;</span></p></ix:nonNumeric></p></td>
            </tr>
        </table>
    </div>
    <div class="report_table">
        <table>
            <tr>
                <td class="txt_blck b"><p style="font-size:16px;text-align:center;"><ix:nonNumeric name="ua_full_ifrs_core:AuditReportTitle" contextRef="ctxt_1" escape="false">Звіт щодо аудиту фінансової звітності</ix:nonNumeric></p></td>
            </tr>  
            <tr>
                <td class="txt_blck b">Належний адресат:</td>
            </tr>               
            <tr>
                <td class="txt_blck"><p><ix:nonNumeric name="ua_full_ifrs_core:AuditReportRelevantAddressee" contextRef="ctxt_1" escape="false"><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;">Власнику та управлінському персоналу<br />Державного підприємства "Гарантований покупець"</span></p><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;">&#160;</span></p></ix:nonNumeric></p></td>
            </tr>   
        </table>  
    </div>            
    <div class="report_table">
        <table>   
            <tr>
                <td class="txt_blck" style="display:none">Параграф 1</td>
            </tr>
            <tr>
                <td class="txt_blck"><p><ix:nonNumeric name="ua_full_ifrs_core:AuditReportParagraph1TextBlock" contextRef="ctxt_1" escape="false"><h3 style="text-align:left;text-indent:0pt;margin:8pt 0pt 6pt 0pt;line-height:1.079167;page-break-after:avoid;page-break-inside:avoid;"><span style="color:#000000;font-size:11pt;font-weight:bold;">Думка із застереженням</span></h3><p style="text-align:left;text-indent:0pt;margin:6pt 0pt 6pt 0pt;line-height:1.15;"><span style="color:#000000;font-size:11pt;">Ми провели аудит фінансової звітності Державного підприємства "Гарантований покупець" (далі - "Підприємство"), складеної на основі таксономії фінансової звітності за міжнародними стандартами (Таксономія UA МСФЗ XBRL 2025) в єдиному електронному форматі (iXBRL), що включає:</span></p><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;">-</span> <span style="color:#000000;font-size:11pt;">звіт про фінансовий стан, поточні/непоточні на</span> <span style="color:#000000;font-size:11pt;">31 грудня 2025 р.;</span><span style="color:#000000;"><br />-</span> <span style="color:#000000;font-size:11pt;">звіт про сукупний дохід, прибуток або збиток, за функцією витрат, звіт про сукупний дохід, компоненти іншого сукупного доходу, відображені після оподаткування, звіт про зміни у власному капіталі, звіт про рух грошових коштів, прямий метод за рік, що закінчився зазначеною датою; та</span><span style="color:#000000;"><br />-</span> <span style="color:#000000;font-size:11pt;">примітки до фінансової звітності, що містять суттєву інформацію про облікову політику та інші пояснення.</span></p><p style="text-align:left;text-indent:0pt;margin:6pt 0pt 6pt 0pt;line-height:1.15;"><span style="color:#000000;font-size:11pt;">На нашу думку, за винятком впливу питань 1-4, описаних в розділі "Основа для думки із застереженням" нашого звіту, та за винятком можливого впливу питань 5-6, описаних в розділі "Основа для думки із застереженням" нашого звіту, фінансова звітність, що додається, відображає достовірно, в усіх суттєвих аспектах, фінансовий стан Підприємства на 31 грудня 2025 р. та його фінансові результати і грошові потоки за рік, що закінчився зазначеною датою, відповідно до Міжнародних стандартів фінансової звітності (Стандарти бухгалтерського обліку МСФЗ) та відповідає вимогам Закону України "Про бухгалтерський облік та фінансову звітність в Україні" № 996-XIV щодо складання фінансової звітності.</span></p><h3 style="text-align:left;text-indent:0pt;margin:8pt 0pt 6pt 0pt;line-height:1.079167;page-break-after:avoid;page-break-inside:avoid;"><span style="color:#000000;font-size:11pt;font-weight:bold;">Основа для думки із застереженням</span></h3><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;">1)</span><span style="color:#000000;font-size:11pt;">Станом на 31 грудня 2025 р. та 31 грудня 2024 р. Підприємство не в повному обсязі визнало резерв очікуваних кредитних збитків, оскільки, як вказано в примітці [800500] "Примітки - Перелік приміток", розділ "Розкриття інформації про торговельну та іншу дебіторську заборгованість" до фінансової звітності, нарахування резерву очікуваних кредитних збитків здійснюється лише за наявності об'єктивних свідчень неплатоспроможності контрагента, та не проводиться &#160;відносно дебіторської заборгованості, що утворилася на ринку електричної енергії, що не відповідає МСФЗ (ІFRS) 9 "Фінансові інструменти", відповідно до якого резерв під збитки для очікуваних кредитних збитків оцінюється та визнається за фінансовим активом, що оцінюються за амортизованою собівартістю з моменту його первісного визнання. Кількісна оцінка впливу цього відхилення від МСФЗ на фінансову звітність станом на 31 грудня 2025 р. та 31 грудня 2024 р. та за 2025 і 2024 роки не була визначена.</span><span style="color:#000000;"><br />2)</span> <span style="color:#000000;font-size:11pt;">У нашому звіті щодо аудиту фінансової звітності за 2024 рік ми висловили думку із застереженням, серед іншого, через те, що за наявності ознак можливого зменшення корисності дебіторської заборгованості за розрахунками за виданими авансами за електроенергію станом на 31 грудня 2024 року Підприємство не визначило суму очікуваного відшкодування, що є відхиленням від вимог МСФЗ. &#160;Як зазначено у Примітці [800500] "Примітки - Перелік приміток", розділ "Розкриття інформації про торговельну та іншу дебіторську заборгованість" до фінансової звітності, протягом 2025 року Підприємство визнало витрати від знецінення такої дебіторської заборгованості. Якби збиток від зменшення корисності цієї дебіторської заборгованості було визнано станом на 31 грудня 2024 року, інші витрати на створення резерву під знецінення авансів виданих за 2024 рік збільшилися б на 211</span> <span style="color:#000000;font-size:11pt;">943 тис. грн, тоді як інші витрати на створення резерву під знецінення авансів виданих, визнані у 2025 році, та нерозподілений прибуток станом на 31 грудня 2024 року відповідно зменшилися б на зазначену суму.</span><span style="color:#000000;"><br />3)</span> <span style="color:#000000;font-size:11pt;">З огляду на проблеми з підтвердженням права Підприємства на податковий кредит за окремими контрагентами, зокрема у зв'язку з нереєстрацією або зупиненням реєстрації податкових накладних, відсутністю у деяких контрагентів можливості або права здійснювати таку реєстрацію, існують ознаки того, що сума очікуваного відшкодування інших оборотних активів у вигляді не підтвердженого податкового кредиту у сумі 264</span> <span style="color:#000000;font-size:11pt;">834 тис. грн (примітка [800500] "Примітки - Перелік приміток", розділ "Розкриття інформації про інші поточні активи") станом на 31 грудня 2025 р. може бути нижчою за її балансову вартість. За наявності ознак можливого зменшення корисності станом на 31 грудня 2025 р. Підприємство не визначило суму очікуваного відшкодування зазначених інших оборотних активів, що є відхиленням від вимог МСФЗ. Вплив цього відхилення на фінансову звітність не був визначений.</span><span style="color:#000000;"><br />4)</span> <span style="color:#000000;font-size:11pt;">Як зазначено у примітці [800500] "Примітки - Перелік приміток", розділ "Розкриття інформації про торговельну та іншу дебіторську заборгованість" до фінансової звітності, станом на дату затвердження фінансової звітності з боку виробників електричної енергії з альтернативних джерел енергії залишаються не погодженими акти приймання - передачі послуг частки вартості врегулювання небалансу, вартості відхилення, за якими станом на 31 грудня 2025 р. визнано 3 091 190 тис. грн. торговельної дебіторської заборгованості (станом на 31 грудня 2024 р.: 3&#160;103&#160;260 тис. грн.). Подальше врегулювання порядку розрахунків може потребувати суттєвих коригувань відповідних доходів від основної діяльності за 2022-2025 роки, відповідної торговельної дебіторської заборгованості станом на 31 грудня 2025 р. та 31 грудня 2024 р. Вплив цього питання на фінансову звітність не було визначено.</span><span style="color:#000000;"><br />5)</span> <span style="color:#000000;font-size:11pt;">Як зазначено в примітці [827570] "Примітки - Інші забезпечення, умовні зобов'язання та умовні активи" до фінансової звітності, Підприємство виступає відповідачем у різних &#160;судових процесах та спорах щодо розрахунків з виробниками електричної енергії та оцінило ймовірність негативного вирішення судових спорів та визнало відповідні резерви під зобов'язання за судовими справами в сумі &#160;1 350&#160;107 тис. грн. станом на 31 грудня 2025 р. (на 31 грудня 2024 р.: &#160;1 160 771 &#160;тис. грн.). Ми не мали змоги отримати прийнятні аудиторські докази в достатньому обсязі,</span> <span style="color:#000000;font-size:11pt;">щодо повноти та належної оцінки Підприємством ймовірного вибуття ресурсів, що втілюють у собі економічні вигоди, оскільки наявна інформація та застосовані підходи до визначення ймовірності витрат за судовими позовами не дали можливості належним чином підтвердити відповідні оцінки. Через відсутність достатніх і прийнятних аудиторських доказів ми не змогли оцінити повноту визнання забезпечення відповідно до МСБО (IAS) 37 "Забезпечення, умовні зобов'язання та умовні активи" та визначити, чи існує потреба в коригуванні суми забезпечення під виконання зобов'язань за судовими позовами станом на 31 грудня 2025 р., 31 грудня 2024 р., та відповідних витрат за 2025 та 2024 роки. &#160;</span><span style="color:#000000;"><br />6)</span> <span style="color:#000000;font-size:11pt;">Як зазначено в Примітці [800500] "Примітки - Перелік приміток", розділи "Розкриття інформації про дохід від звичайної діяльності", "Розкриття інформації про собівартість реалізації" до фінансової звітності Підприємство відобразило у звіті про сукупний дохід, прибуток або збиток, за функцією витрат за рік, що закінчився 31 грудня 2025 р., чистий дохід від реалізації електричної енергії та собівартість реалізованої електричної енергії одночасно в сумі 20 636 828 тис. грн. (за 2024 рік: одночасно в сумі 23 162 022 тис. грн.), за операціями, здійсненими в ході виконання Наказу Міністерства енергетики України №132 від 21.03.2022 року "Про забезпечення купівлі-продажу електричної енергії постачальниками універсальних послуг в особливий період".</span></p><p style="text-align:justify;text-indent:0pt;margin:6pt 0pt 6pt 0pt;line-height:1.15;"><span style="color:#000000;font-size:11pt;">Крім цього, доходи Підприємства від надання послуги із забезпечення збільшення частки виробництва електричної енергії з альтернативних джерел (доходів від наданих послуг НЕК "Укренерго" в рамках спеціальних обов'язків), &#160;включали компенсації витрат за послугу за механізмом ринкової премії, які включені до складу собівартості реалізованих товарів, робіт і послуг у сумі 380 806 тис .грн за 2025 рік (за 2024 рік: у сумі 352 707 тис. грн.).</span></p><p style="text-align:left;text-indent:0pt;margin:6pt 0pt 6pt 0pt;line-height:1.15;"><span style="color:#000000;font-size:11pt;">Оскільки при відображення цих операцій у звітності у валовій сумі Підприємство керувалось юридичною формою договорів та вимогами законодавства, ми не отримали прийнятних аудиторських доказів у достатньому обсязі для обґрунтування суджень управлінського персоналу, який характер мають ці операції відповідно до вимог МСФЗ (чи вони є зобов'язаннями щодо виконання Підприємством, чи організацією надання електричної енергії та послуг іншою стороною). Отже, ми не змогли визначити, чи дохід за цими операціями за 2025 та 2024 роки має бути відображений у валовій сумі, або як різниця між сумою чистих доходів від реалізації та собівартістю реалізації.</span></p><p style="text-align:left;text-indent:0pt;margin:6pt 0pt 6pt 0pt;line-height:1.15;"><span style="color:#000000;font-size:11pt;">Ми провели аудит відповідно до Міжнародних стандартів аудиту (МСА). Нашу відповідальність згідно з цими стандартами викладено в розділі "Відповідальність аудитора за аудит фінансової звітності" нашого звіту. Ми є незалежними по відношенню до Підприємства згідно з прийнятим Радою з Міжнародних стандартів етики для бухгалтерів (РМСЕБ) Міжнародним Кодексом Етики Професійних Бухгалтерів (включаючи Міжнародні стандарти незалежності) (Кодекс РМСЕБ) та етичними вимогами, застосовними в Україні до нашого аудиту фінансової звітності, а також виконали інші обов'язки з етики відповідно до цих вимог та Кодексу РМСЕБ. Ми вважаємо, що отримані нами аудиторські докази є достатніми і прийнятними для використання їх як основи для нашої думки із застереженням.</span></p><p style="text-align:left;text-indent:0pt;margin:6pt 0pt 6pt 21pt;line-height:1.15;"><span style="color:#000000;">&#160;</span></p></ix:nonNumeric></p></td>
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                <td class="txt_blck" style="display:none">Параграф 2</td>
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                <td class="txt_blck"><p><ix:nonNumeric name="ua_full_ifrs_core:AuditReportParagraph2TextBlock" contextRef="ctxt_1" escape="false"><p style="text-align:left;text-indent:0pt;margin:6pt 0pt 6pt 0pt;line-height:1.15;"><span style="color:#000000;font-size:11pt;font-weight:bold;">Суттєва невизначеність, що стосується безперервності діяльності</span></p><p style="text-align:left;text-indent:0pt;margin:6pt 0pt 6pt 0pt;line-height:1.15;"><span style="color:#000000;font-size:11pt;">Ми звертаємо увагу на примітку [800500] "Примітки - Перелік приміток", розділ "Розкриття інформації про безперервність діяльності" до фінансової звітності, в якій вказується, що станом на 31 грудня 2025 р. поточні зобов'язання Підприємства перевищували його оборотні активи на 235 939 тис. грн., станом на звітну дату у Підприємства є суттєва сума непогашеної в строк дебіторської та кредиторської заборгованості. Крім того, на діяльність Підприємства негативно впливає існуюча криза неплатежів в енергетичному секторі та військове вторгнення в Україну, що триває. Масштаби подальшого розвитку подій або терміни їх завершення залишаються невизначеними. Через ці події Підприємство зазнало значного впливу на операційному рівні. Як зазначено в розділі "Розкриття інформації про безперервність діяльності", ці події або умови вказують, що існує суттєва невизначеність, яка може поставити під значний сумнів здатність Підприємства продовжувати свою діяльність на безперервній основі. Нашу думку не було модифіковано щодо цього питання.</span></p><h3 style="text-align:left;text-indent:0pt;margin:8pt 0pt 6pt 0pt;line-height:1.079167;page-break-after:avoid;page-break-inside:avoid;"><span style="color:#000000;font-size:11pt;font-weight:bold;">&#160;</span></h3></ix:nonNumeric></p></td>
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                <td class="txt_blck" style="display:none">Параграф 3</td>
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                <td class="txt_blck"><p><ix:nonNumeric name="ua_full_ifrs_core:AuditReportParagraph3TextBlock" contextRef="ctxt_1" escape="false"><h3 style="text-align:left;text-indent:0pt;margin:8pt 0pt 6pt 0pt;line-height:1.079167;page-break-after:avoid;page-break-inside:avoid;"><span style="color:#000000;font-size:11pt;font-weight:bold;">Ключові питання аудиту</span></h3><p style="text-align:left;text-indent:0pt;margin:6pt 0pt 6pt 0pt;line-height:1.15;"><span style="color:#000000;font-size:11pt;">Ключові питання аудиту - це питання, що, на наше професійне судження, були значущими під час нашого аудиту фінансової звітності за поточний період. Вони охоплюють найбільш значущі оцінені ризики суттєвих викривлень, у тому числі ризики суттєвих викривлень внаслідок шахрайства. Ці питання розглядались в контексті нашого аудиту фінансової звітності в цілому та враховувались при формуванні думки щодо неї, при цьому ми не висловлюємо окремої думки щодо цих питань. Ми визначили, що додатково до питань, описаних в розділі "Основа для думки із застереженням", та додатково до питання, описаного в розділі "Суттєва невизначеність, що стосується безперервності діяльності", немає інших ключових питань аудиту, інформацію про які слід надати в нашому звіті.</span></p><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">&#160;</span></p></ix:nonNumeric></p></td>
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                <td class="txt_blck" style="display:none">Параграф 4</td>
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                <td class="txt_blck"><p><ix:nonNumeric name="ua_full_ifrs_core:AuditReportParagraph4TextBlock" contextRef="ctxt_1" escape="false"><p style="text-align:left;text-indent:0pt;margin:6pt 0pt 6pt 0pt;line-height:1.15;"><span style="color:#000000;font-size:11pt;font-weight:bold;">Інша інформація</span></p><p style="text-align:left;text-indent:0pt;margin:6pt 0pt 6pt 0pt;line-height:1.15;"><span style="color:#000000;font-size:11pt;">Управлінський персонал несе відповідальність за іншу інформацію. Інша інформація включає Звіт про управління за 2025 рік. Інша інформація не є фінансовою звітністю та нашим звітом аудитора щодо неї.</span></p><p style="text-align:left;text-indent:0pt;margin:6pt 0pt 6pt 0pt;line-height:1.15;"><span style="color:#000000;font-size:11pt;">Наша думка щодо фінансової звітності не поширюється на іншу інформацію та ми не робимо висновок з будь-яким рівнем впевненості щодо цієї іншої інформації.</span></p><p style="text-align:left;text-indent:0pt;margin:6pt 0pt 6pt 0pt;line-height:1.15;"><span style="color:#000000;font-size:11pt;">У зв'язку з нашим аудитом фінансової звітності нашою відповідальністю є ознайомитися з іншою інформацією зазначеною вище, та при цьому розглянути, чи існує суттєва невідповідність між іншою інформацією та фінансовою звітністю або нашими знаннями, отриманими під час аудиту, або чи ця інша інформація виглядає такою, що містить суттєве викривлення.</span></p><p style="text-align:left;text-indent:0pt;margin:6pt 0pt 6pt 0pt;line-height:1.15;"><span style="color:#000000;font-size:11pt;">Якщо на основі проведеної нами роботи стосовно іншої інформації ми доходимо висновку, що існує суттєве викривлення цієї іншої інформації, ми зобов'язані повідомити про цей факт. Ми дійшли висновку, що існує суттєве викривлення іншої інформації внаслідок питань 1-4, описаних в розділі "Основа для думки із застереженням" нашого звіту через невизнання або несвоєчасне визнання резервів очікуваних кредитних збитків та зменшення корисності дебіторської заборгованості і інших оборотних активів відповідно до вимог МСФЗ, а також наявності суттєвої невизначеності щодо врегулювання торговельної дебіторської заборгованості виробників електричної енергії з альтернативних джерел. Ми також не змогли отримати прийнятні аудиторські докази в достатньому обсязі стосовно питань 5-6, описаних в розділі "Основа для думки із застереженням" нашого звіту. Отже, ми не змогли визначити, чи ця інформація є суттєво викривленою у зв'язку з цими питаннями.</span></p><h3 style="text-align:left;text-indent:0pt;margin:8pt 0pt 6pt 0pt;line-height:1.079167;page-break-after:avoid;page-break-inside:avoid;"><span style="color:#000000;font-size:11pt;font-weight:bold;">&#160;</span></h3></ix:nonNumeric></p></td>
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                <td class="txt_blck" style="display:none">Параграф 5</td>
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                <td class="txt_blck"><p><ix:nonNumeric name="ua_full_ifrs_core:AuditReportParagraph5TextBlock" contextRef="ctxt_1" escape="false"><p style="text-align:left;text-indent:0pt;margin:6pt 0pt 6pt 0pt;line-height:1.15;"><span style="color:#000000;font-size:11pt;font-weight:bold;">Відповідальність управлінського персоналу та тих, кого наділено найвищими повноваженнями, за фінансову звітність</span></p><p style="text-align:left;text-indent:0pt;margin:6pt 0pt 6pt 0pt;line-height:1.15;"><span style="color:#000000;font-size:11pt;">Управлінський персонал несе відповідальність за складання і достовірне подання фінансової звітності відповідно до Стандартів бухгалтерського обліку МСФЗ, та дотримання вимог Закону України "Про бухгалтерський облік та фінансову звітність в Україні" № 996-XIV щодо складання фінансової звітності, а також за таку систему внутрішнього контролю, яку управлінський персонал визначає потрібною для того, щоб забезпечити складання фінансової звітності, що не містить суттєвих викривлень внаслідок шахрайства або помилки.</span></p><p style="text-align:left;text-indent:0pt;margin:6pt 0pt 6pt 0pt;line-height:1.15;"><span style="color:#000000;font-size:11pt;">При складанні фінансової звітності управлінський персонал несе відповідальність за оцінку здатності Підприємства продовжувати свою діяльність на безперервній основі, розкриваючи, де це застосовано, питання, що стосуються безперервності діяльності, та використовуючи припущення про безперервність діяльності як основи для бухгалтерського обліку, окрім випадків, коли управлінський персонал або планує ліквідувати Підприємство чи припинити діяльність, або не має інших реальних альтернатив цьому.</span></p><p style="text-align:left;text-indent:0pt;margin:6pt 0pt 6pt 0pt;line-height:1.15;"><span style="color:#000000;font-size:11pt;">Ті, кого наділено найвищими повноваженнями, несуть відповідальність за нагляд за процесом фінансового звітування Підприємства.</span></p><h2 style="text-align:left;text-indent:0pt;margin:12pt 0pt 8pt 0pt;line-height:1.079167;page-break-after:avoid;"><span style="color:#000000;font-size:11pt;font-weight:bold;">&#160;</span></h2></ix:nonNumeric></p></td>
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                <td class="txt_blck" style="display:none">Параграф 6</td>
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                <td class="txt_blck"><p><ix:nonNumeric name="ua_full_ifrs_core:AuditReportParagraph6TextBlock" contextRef="ctxt_1" escape="false"><h2 style="text-align:left;text-indent:0pt;margin:12pt 0pt 8pt 0pt;line-height:1.079167;page-break-after:avoid;"><span style="color:#000000;font-size:11pt;font-weight:bold;">Відповідальність аудитора за аудит фінансової звітності</span></h2><p style="text-align:left;text-indent:0pt;margin:6pt 0pt 6pt 0pt;line-height:1.15;"><span style="color:#000000;font-size:11pt;">Нашими цілями є отримання обґрунтованої впевненості, що фінансова звітність в цілому не містить суттєвого викривлення внаслідок шахрайства або помилки, та випуск звіту аудитора, що містить нашу думку. Обґрунтована впевненість є високим рівнем впевненості, проте не гарантує, що аудит, проведений відповідно до МСА, завжди виявить суттєве викривлення, коли воно існує. Викривлення можуть бути результатом шахрайства або помилки; вони вважаються суттєвими, якщо окремо або в сукупності, як обґрунтовано очікується, вони можуть впливати на економічні рішення користувачів, що приймаються на основі цієї фінансової звітності.</span></p><p style="text-align:left;text-indent:0pt;margin:6pt 0pt 6pt 0pt;line-height:1.15;"><span style="color:#000000;font-size:11pt;">Виконуючи аудит відповідно до МСА, ми використовуємо професійне судження та професійний скептицизм протягом усього завдання з аудиту. Крім того, ми:</span></p><br />- <span style="color:#000000;background-color:transparent;font-size:11pt;font-weight:normal;font-style:normal;">ідентифікуємо та оцінюємо ризики суттєвого викривлення фінансової звітності внаслідок шахрайства чи помилки, розробляємо й виконуємо аудиторські процедури у відповідь на ці ризики, а також отримуємо аудиторські докази, що є достатніми та прийнятними для використання їх як основи для нашої думки. Ризик невиявлення суттєвого викривлення внаслідок шахрайства є вищим, ніж для викривлення внаслідок помилки, оскільки шахрайство може включати змову, підробку, навмисні пропуски, неправильні твердження або нехтування заходами внутрішнього контролю;</span><br />- <span style="color:#000000;background-color:transparent;font-size:11pt;font-weight:normal;font-style:normal;">отримуємо розуміння заходів внутрішнього контролю, що стосуються аудиту, для розробки аудиторських процедур, які б відповідали обставинам, а не для висловлення думки щодо ефективності системи внутрішнього контролю Підприємства;</span><br />- <span style="color:#000000;background-color:transparent;font-size:11pt;font-weight:normal;font-style:normal;">оцінюємо прийнятність застосованих облікових політик та обґрунтованість облікових оцінок і відповідних розкриттів інформації, зроблених управлінським персоналом;</span><br />- <span style="color:#000000;background-color:transparent;font-size:11pt;font-weight:normal;font-style:normal;">доходимо висновку щодо прийнятності використання управлінським персоналом припущення про безперервність діяльності як основи для бухгалтерського обліку та, на основі отриманих аудиторських доказів, доходимо висновку, чи існує суттєва невизначеність щодо подій або умов, що може поставили під значний сумнів здатність Підприємства продовжувати свою діяльність на безперервній основі. Якщо ми доходимо висновку щодо існування такої суттєвої невизначеності, ми повинні привернути увагу в нашому звіті аудитора до відповідних розкриттів інформації у фінансовій звітності або, якщо такі розкриття інформації є неналежними, модифікувати свою думку. Наші висновки ґрунтуються на аудиторських доказах, отриманих до дати нашого звіту аудитора. Втім майбутні події або умови можуть примусити Підприємство припинити свою діяльність на безперервній основі;</span><br />- <span style="color:#000000;background-color:transparent;font-size:11pt;font-weight:normal;font-style:normal;">оцінюємо загальне подання, структуру та зміст фінансової звітності включно з розкриттями інформації, а також те, чи показує фінансова звітність операції та події, що покладені в основу її складання, так, щоб досягти достовірного подання.</span><p style="text-align:left;text-indent:0pt;margin:6pt 0pt 6pt 0pt;line-height:1.15;"><span style="color:#000000;font-size:11pt;">Ми повідомляємо тим, кого наділено найвищими повноваженнями, разом з іншими питаннями інформацію про запланований обсяг та час проведення аудиту та суттєві аудиторські результати, включаючи будь-які суттєві недоліки заходів внутрішнього контролю, виявлені нами під час аудиту.</span></p><p style="text-align:left;text-indent:0pt;margin:6pt 0pt 6pt 0pt;line-height:1.15;"><span style="color:#000000;font-size:11pt;">Ми також надаємо тим, кого наділено найвищими повноваженнями, твердження, що ми виконали відповідні етичні вимоги щодо незалежності, та повідомляємо їм про всі стосунки й інші питання, які могли б обґрунтовано вважатись такими, що впливають на нашу незалежність, а також, де це застосовно, щодо відповідних застережних заходів.</span></p><p style="text-align:left;text-indent:0pt;margin:6pt 0pt 6pt 0pt;line-height:1.15;"><span style="color:#000000;font-size:11pt;">З переліку всіх питань, інформація щодо яких надавалась тим, кого наділено найвищими повноваженнями, ми визначили ті, що були найбільш значущими під час аудиту фінансової звітності поточного періоду, тобто ті, які є ключовими питаннями аудиту. Ми описуємо ці питання в нашому звіті аудитора, крім випадків, якщо законодавчим чи регуляторним актом заборонено публічне розкриття такого питання, або коли за вкрай виняткових обставин ми визначаємо, що таке питання не слід висвітлювати в нашому звіті, оскільки негативні наслідки такого висвітлення можуть очікувано переважити його корисність для інтересів громадськості.</span></p><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">&#160;</span></p></ix:nonNumeric></p></td>
            </tr>
            <tr>
                <td class="txt_blck" style="display:none">Параграф 7</td>
            </tr>
            <tr>
                <td class="txt_blck"><p><ix:nonNumeric name="ua_full_ifrs_core:AuditReportParagraph7TextBlock" contextRef="ctxt_1" escape="false"><h2 style="text-align:left;text-indent:0pt;margin:12pt 0pt 8pt 0pt;line-height:1.079167;page-break-after:avoid;"><span style="color:#000000;font-size:11pt;font-weight:bold;">Звіт щодо вимог інших законодавчих і нормативних актів</span></h2><h3 style="text-align:left;text-indent:0pt;margin:8pt 0pt 6pt 0pt;line-height:1.079167;page-break-after:avoid;page-break-inside:avoid;"><span style="color:#000000;font-size:11pt;">Звітування щодо Звіту про управління</span></h3><p style="text-align:left;text-indent:0pt;margin:6pt 0pt 6pt 0pt;line-height:1.15;"><span style="color:#000000;font-size:11pt;">У відповідності до п.п.5) частини 3 статті 14 Закону України "Про аудит фінансової звітності та аудиторську діяльність" № 2258-VIII, ґрунтуючись на результатах проведеної в ході аудиту роботи, ми звітуємо наступне:</span></p><br />- <span style="color:#000000;background-color:transparent;font-size:11pt;font-weight:normal;font-style:normal;">Ми дійшли висновку, що фінансова інформація у Звіті про управління за 2025 рік, в усіх суттєвих аспектах, узгоджується з фінансовою звітністю за звітний період та з іншою інформацією, отриманою нами під час аудиту.</span><br />- <span style="color:#000000;background-color:transparent;font-size:11pt;font-weight:normal;font-style:normal;">Ми маємо звітувати у разі, якщо ми доходимо висновку, що Звіт про управління містить суттєві викривлення. Наші висновки наведено в розділі "Інша інформація" нашого звіту та ми не маємо що додатково повідомити у зв'язку з цим.</span><h3 style="text-align:left;text-indent:0pt;margin:8pt 0pt 6pt 0pt;line-height:1.079167;page-break-after:avoid;page-break-inside:avoid;"><span style="color:#000000;font-size:11pt;">Звітування у відповідності до частини 4 статті 14 Закону України "Про аудит фінансової звітності та аудиторську діяльність" № 2258-VIII (далі - "Закон № 2258-VIII")</span></h3><h4 style="text-align:left;text-indent:0pt;margin:8pt 0pt 6pt 0pt;line-height:1.079167;page-break-after:avoid;page-break-inside:avoid;"><span style="color:#000000;font-size:11pt;font-style:italic;">Призначення аудитора та загальна тривалість завдання з аудиту</span></h4><p style="text-align:left;text-indent:0pt;margin:6pt 0pt 6pt 0pt;line-height:1.15;"><span style="color:#000000;font-size:11pt;">Нас було вперше призначено аудитором для проведення обов'язкового аудиту фінансової звітності Підприємства</span> <span style="color:#000000;font-size:11pt;">рішенням Кабінету Міністрів України Підприємства</span> <span style="color:#000000;font-size:11pt;">від</span> <span style="color:#000000;font-size:11pt;">17 червня 2020 р.</span> <span style="color:#000000;font-size:11pt;">Загальна тривалість виконання нами аудиторських завдань без перерв з урахуванням продовження повноважень, які мали місце, та повторних призначень для надання послуг з обов'язкового аудиту Підприємства складає шість років.</span></p><h4 style="text-align:left;text-indent:0pt;margin:8pt 0pt 6pt 0pt;line-height:1.079167;page-break-after:avoid;page-break-inside:avoid;"><span style="color:#000000;font-size:11pt;font-style:italic;">Надання неаудиторських послуг та незалежність</span></h4><p style="text-align:left;text-indent:0pt;margin:6pt 0pt 6pt 0pt;line-height:1.15;"><span style="color:#000000;font-size:11pt;">Ми підтверджуємо, що протягом періоду з початку звітного року і до дати цього звіту аудитора ми, або інші учасники мережі Baker Tilly International Limited, не надавали Підприємству або контрольованим ним суб'єктам господарювання заборонені неаудиторські послуги, зазначені у четвертій частині статті 6 Закону № 2258-VIII. Ми, включаючи ключового партнера з аудиту, були незалежними по відношенню до Підприємства при проведенні нашого аудиту.</span></p><p style="text-align:left;text-indent:0pt;margin:6pt 0pt 6pt 0pt;line-height:1.15;"><span style="color:#000000;font-size:11pt;">Протягом періоду, що охоплюється фінансовою звітністю, ми</span> <span style="color:#000000;font-size:11pt;">не надавали</span> <span style="color:#000000;font-size:11pt;">Підприємству або контрольованим ним суб'єктам господарювання жодних інших послуг, окрім послуг з обов'язкового аудиту, які не були розкриті у звіті про управління або у фінансовій звітності.</span></p><h4 style="text-align:left;text-indent:0pt;margin:8pt 0pt 6pt 0pt;line-height:1.079167;page-break-after:avoid;page-break-inside:avoid;"><span style="color:#000000;font-size:11pt;font-style:italic;">Пояснення щодо того, якою мірою вважалось можливим виявити порушення, включаючи шахрайство</span></h4><p style="text-align:left;text-indent:0pt;margin:6pt 0pt 6pt 0pt;line-height:1.15;"><span style="color:#000000;font-size:11pt;">Ступінь спроможності наших аудиторських процедур щодо виявлення порушень, зокрема шахрайства, залежить від його характеру та складності виявлення суттєвих викривлень у фінансовій звітності, що можуть виникати внаслідок шахрайства. Ці фактори включають ефективність системи внутрішнього контролю Підприємства, а також характер, строки і обсяг застосованих аудиторських процедур.</span></p><p style="text-align:left;text-indent:0pt;margin:6pt 0pt 6pt 0pt;line-height:1.15;"><span style="color:#000000;font-size:11pt;">Ми здійснюємо розробку та виконання аудиторських процедур відповідно до наших обов'язків, зазначених у розділі "Відповідальність аудитора за аудит фінансової звітності". Ці процедури спрямовані на реагування на оцінені ризики суттєвого викривлення фінансової звітності внаслідок шахрайства та на виявлення випадків недотримання законодавчих і нормативних вимог, які можуть мати суттєвий вплив на фінансову звітність. Проте, основна відповідальність за запобігання та виявлення випадків шахрайства, а також за забезпечення дотримання відповідних законодавчих і нормативних вимог, покладається на керівництво та осіб, наділених найвищими повноваженнями Підприємства.</span></p><h4 style="text-align:left;text-indent:0pt;margin:8pt 0pt 6pt 0pt;line-height:1.079167;page-break-after:avoid;page-break-inside:avoid;"><span style="color:#000000;font-size:11pt;font-style:italic;">Узгодженість з додатковим звітом для аудиторського комітету або його еквіваленту</span></h4><p style="text-align:left;text-indent:0pt;margin:6pt 0pt 6pt 0pt;line-height:1.15;"><span style="color:#000000;font-size:11pt;">Ми підтверджуємо, що наша думка із застереженням, наведена в цьому звіті незалежного аудитора, узгоджується з додатковим звітом</span> <span style="color:#000000;font-size:11pt;">Аудиторському комітету</span><span style="color:#000000;font-size:11pt;">, який ми випустили</span> <span style="color:#000000;font-size:11pt;">15 квітня 2026 р.</span></p><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">&#160;</span></p></ix:nonNumeric></p></td>
            </tr>
</table>  
    </div>
    <div class="report_table">
        <table>    
            <tr>
                <td class="pad0">Підписи, дата та адреси</td>
            </tr>        
            <tr>
                <td class="pad0">ПІБ ключового партнера з аудиту</td>
                <td class="td_lft"><p><ix:nonNumeric name="ua_full_ifrs_core:AuditReportNameOfKeyAuditPartner" contextRef="ctxt_1" escape="false">Партнером завдання з аудиту, результатом якого є цей звіт незалежного аудитора, є Кесарєв Сергій Анатолійович.</ix:nonNumeric></p></td>
            </tr>
<tr>
                <td class="pad0">Найменування суб'єкта аудиторської діяльності</td>
                <td class="td_lft"><p><ix:nonNumeric name="ua_full_ifrs_core:AuditReportNameOfTheSubjectOfAuditActivity" contextRef="ctxt_1" escape="false">ТОВ «БЕЙКЕР ТІЛЛІ УКРАЇНА»</ix:nonNumeric></p></td>
            </tr> 
            <tr>
                <td class="pad0">Дата аудиторського звіту</td>
                <td class="td_lft"><ix:nonNumeric name="ua_full_ifrs_core:AuditReportDate" contextRef="ctxt_1" escape="false">2026-04-17</ix:nonNumeric></td>
            </tr> 
            <tr>
                <td class="pad0">Місцезнаходження суб'єкта аудиторської діяльності</td>
                <td class="td_lft"><p><ix:nonNumeric name="ua_full_ifrs_core:AuditReportLocationOfTheSubjectOfAuditActivity" contextRef="ctxt_1" escape="false">04112, місто Київ, вулиця Грекова, 3, квартира 9
Фактична адреса: 03150, місто Київ, вулиця Фізкультури, 28</ix:nonNumeric></p></td>
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        </table>  
    </div>
</div>
<div class="rep_cnt">
    <div class="rep_name_pnl">
        <a id="r110000"><span class="rep_name">[110000] Загальна інформація про фінансову звітність</span></a>
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    <div class="report_table">
        <table>
<tr>
                <td class="pad1 b">Назва суб'єкта господарювання, що звітує, або інші засоби ідентифікації</td>
                <td class="td_lft"><p><ix:nonNumeric name="ifrs-full:NameOfReportingEntityOrOtherMeansOfIdentification" contextRef="ctxt_1" escape="false">ДЕРЖАВНЕ ПІДПРИЄМСТВО &quot;ГАРАНТОВАНИЙ ПОКУПЕЦЬ&quot;</ix:nonNumeric></p></td>
            </tr>
            <tr>
                <td class="pad1 b">Ідентифікаційний код юридичної особи</td>
                <td class="td_lft"><p><ix:nonNumeric name="ua_full_ifrs_core:IdentificationCodeOfLegalEntity" contextRef="ctxt_1" escape="false">43068454</ix:nonNumeric></p></td>
            </tr>
<tr>
                <td class="pad1 b">Код КВЕД</td>
                <td class="td_lft"><p><ix:nonNumeric name="ua_full_ifrs_core:KVEDCodes" contextRef="ctxt_1" escape="false">35.14</ix:nonNumeric></p></td>
            </tr>
            <tr>
                <td class="pad1 b">Сайт компанії</td>
                <td class="td_lft"><p><ix:nonNumeric name="ua_full_ifrs_core:WebsitesOfLegalEntity" contextRef="ctxt_1" escape="false">https://www.gpee.com.ua/</ix:nonNumeric></p></td>
            </tr>
<tr>
                <td class="pad1 b">Дата кінця звітного періоду</td>
                <td class="td_lft"><p><ix:nonNumeric name="ifrs-full:DateOfEndOfReportingPeriod2013" contextRef="ctxt_1" escape="false">2025-12-31</ix:nonNumeric></p></td>
            </tr>
            <tr>
                <td colspan="2" class="pad1 b">Період, який охоплюється фінансовою звітністю</td>
            </tr>
            <tr>
                <td colspan="2" class="pad1"><p><ix:nonNumeric name="ifrs-full:PeriodCoveredByFinancialStatements" contextRef="ctxt_1" escape="false">Рік, що закінчується 31 грудня 2025 року</ix:nonNumeric></p></td>
            </tr>
            <tr>
                <td colspan="2" class="pad1 b">Опис валюти подання</td>
            </tr>
            <tr>
                <td colspan="2" class="pad1"><p><ix:nonNumeric name="ifrs-full:DescriptionOfPresentationCurrency" contextRef="ctxt_1" escape="false">Валюта подання звітності відповідає функціональній валюті, якою є національна валюта України - гривня.</ix:nonNumeric></p></td>
            </tr>
            <tr>
                <td colspan="2" class="pad1 b">Рівень округлення, використаний у фінансовій звітності</td>
            </tr>
            <tr>
                <td colspan="2" class="pad1"><p><ix:nonNumeric name="ifrs-full:LevelOfRoundingUsedInFinancialStatements" contextRef="ctxt_1" escape="false">Звітність складено у тисячах гривень, округлених до цілих</ix:nonNumeric></p></td>
            </tr>    
        </table>
    </div>
</div>
<div class="rep_cnt">
    <div class="rep_name_pnl">
        <a id="r210000"><span class="rep_name">[210000] Звіт про фінансовий стан, поточні/непоточні</span></a>
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    <div class="report_table">
        <table>
            <thead class="t_thead">
                <tr>
                    <th class="scale"></th>
                    <th class="scale"></th>
                    <th class="scale"></th>
                    <th class="scale"></th>
                    <th class="scale">тис. грн</th>
                </tr>    
                <tr class="thead th_lvl1">
                    <th></th>
                    <th>Примітка</th>                       
                    <th>На кінець звітного періоду</th>     
                    <th>На початок звітного періоду</th>    
                    <th>На початок попереднього періоду</th>
                </tr>
                    </thead>
                    <tbody>
                <tr>
                    <td class="b">Активи</td>
                </tr>
                <tr>
                    <td class="pad1 b">Непоточні активи</td>
                </tr>
				<tr>
                    <td class="pad2">Основні засоби включно з активами з права користування</td>
                    <td></td>
                    <td class="td_cnt"><ix:nonFraction name="ifrs-full:PropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_2" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">55,520</ix:nonFraction></td>
                    <td class="td_cnt"><ix:nonFraction name="ifrs-full:PropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_8" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">68,734</ix:nonFraction></td>
                    <td class="td_cnt"></td>
                </tr>
                <tr>
                    <td class="pad2">Основні засоби</td>
                    <td></td>
                    <td class="td_cnt"><ix:nonFraction name="ifrs-full:PropertyPlantAndEquipment" contextRef="ctxt_2" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">55,520</ix:nonFraction></td>
                    <td class="td_cnt"><ix:nonFraction name="ifrs-full:PropertyPlantAndEquipment" contextRef="ctxt_8" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">68,734</ix:nonFraction></td>
                    <td class="td_cnt"></td>
                </tr>
<tr>
                    <td class="pad2">Нематеріальні активи за винятком гудвілу</td>
                    <td></td>
                    <td class="td_cnt"><ix:nonFraction name="ifrs-full:IntangibleAssetsOtherThanGoodwill" contextRef="ctxt_2" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">12,002</ix:nonFraction></td>
                    <td class="td_cnt"><ix:nonFraction name="ifrs-full:IntangibleAssetsOtherThanGoodwill" contextRef="ctxt_8" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">11,718</ix:nonFraction></td>
                    <td class="td_cnt"></td>
                </tr>
<tr>
                    <td class="pad2">Непоточні запаси</td>
                    <td></td>
                    <td class="td_cnt"><ix:nonFraction name="ifrs-full:NoncurrentInventories" contextRef="ctxt_2" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">73</ix:nonFraction></td>
                    <td class="td_cnt"><ix:nonFraction name="ifrs-full:NoncurrentInventories" contextRef="ctxt_8" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">73</ix:nonFraction></td>
                    <td class="td_cnt"></td>
                </tr>
                <tr>
                    <td class="pad2">Відстрочені податкові активи</td>
                    <td></td>
                    <td class="td_cnt"><ix:nonFraction name="ifrs-full:DeferredTaxAssets" contextRef="ctxt_2" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">297,164</ix:nonFraction></td>
                    <td class="td_cnt"><ix:nonFraction name="ifrs-full:DeferredTaxAssets" contextRef="ctxt_8" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">213,055</ix:nonFraction></td>
                    <td class="td_cnt"></td>
                </tr>
<tr>
                    <td class="pad2 b">Загальна сума непоточних активів</td>
                    <td></td>
                    <td class="td_cnt b"><ix:nonFraction name="ifrs-full:NoncurrentAssets" contextRef="ctxt_2" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">364,759</ix:nonFraction></td>
                    <td class="td_cnt b"><ix:nonFraction name="ifrs-full:NoncurrentAssets" contextRef="ctxt_8" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">293,580</ix:nonFraction></td>
                    <td class="td_cnt b"></td>
                </tr>
                <tr>
                    <td class="pad1 b">Поточні активи</td>
                </tr>
                <tr>
                    <td class="pad2">Поточні запаси</td>
                    <td></td>
                    <td class="td_cnt"><ix:nonFraction name="ifrs-full:Inventories" contextRef="ctxt_2" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">1,903</ix:nonFraction></td>
                    <td class="td_cnt"><ix:nonFraction name="ifrs-full:Inventories" contextRef="ctxt_8" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">1,669</ix:nonFraction></td>
                    <td class="td_cnt"></td>
                </tr>
                <tr>
                    <td class="pad2">Торговельна та інша поточна дебіторська заборгованість</td>
                    <td></td>
                    <td class="td_cnt"><ix:nonFraction name="ifrs-full:TradeAndOtherCurrentReceivables" contextRef="ctxt_2" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">33,319,770</ix:nonFraction></td>
                    <td class="td_cnt"><ix:nonFraction name="ifrs-full:TradeAndOtherCurrentReceivables" contextRef="ctxt_8" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">38,590,823</ix:nonFraction></td>
                    <td class="td_cnt"></td>
                </tr>
<tr>
                    <td class="pad2">Поточні податкові активи, поточні</td>
                    <td></td>
                    <td class="td_cnt"><ix:nonFraction name="ifrs-full:CurrentTaxAssetsCurrent" contextRef="ctxt_2" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">85,781</ix:nonFraction></td>
                    <td class="td_cnt"><ix:nonFraction name="ifrs-full:CurrentTaxAssetsCurrent" contextRef="ctxt_8" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">150,895</ix:nonFraction></td>
                    <td class="td_cnt"></td>
                </tr>
<tr>
                    <td class="pad2">Інші поточні нефінансові активи</td>
                    <td></td>
                    <td class="td_cnt"><ix:nonFraction name="ifrs-full:OtherCurrentNonfinancialAssets" contextRef="ctxt_2" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">4,254,268</ix:nonFraction></td>
                    <td class="td_cnt"><ix:nonFraction name="ifrs-full:OtherCurrentNonfinancialAssets" contextRef="ctxt_8" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">5,814,215</ix:nonFraction></td>
                    <td class="td_cnt"></td>
                </tr>
                <tr>
                    <td class="pad2">Грошові кошти та їх еквіваленти</td>
                    <td></td>
                    <td class="td_cnt"><ix:nonFraction name="ifrs-full:CashAndCashEquivalents" contextRef="ctxt_2" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">764,756</ix:nonFraction></td>
                    <td class="td_cnt"><ix:nonFraction name="ifrs-full:CashAndCashEquivalents" contextRef="ctxt_8" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">1,189,447</ix:nonFraction></td>
                    <td class="td_cnt"></td>
                </tr>
<tr>
                    <td class="pad2 b">Загальна сума поточних активів за винятком непоточних активів або груп вибуття, класифікованих як утримувані для продажу або утримувані для виплат власникам</td>
                    <td></td>
                    <td class="td_cnt b"><ix:nonFraction name="ifrs-full:CurrentAssetsOtherThanAssetsOrDisposalGroupsClassifiedAsHeldForSaleOrAsHeldForDistributionToOwners" contextRef="ctxt_2" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">38,426,478</ix:nonFraction></td>
                    <td class="td_cnt b"><ix:nonFraction name="ifrs-full:CurrentAssetsOtherThanAssetsOrDisposalGroupsClassifiedAsHeldForSaleOrAsHeldForDistributionToOwners" contextRef="ctxt_8" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">45,747,049</ix:nonFraction></td>
                    <td class="td_cnt b"></td>
                </tr>
<tr>
                    <td class="pad2 b">Загальна сума поточних активів</td>
                    <td></td>
                    <td class="td_cnt b"><ix:nonFraction name="ifrs-full:CurrentAssets" contextRef="ctxt_2" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">38,426,478</ix:nonFraction></td>
                    <td class="td_cnt b"><ix:nonFraction name="ifrs-full:CurrentAssets" contextRef="ctxt_8" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">45,747,049</ix:nonFraction></td>
                    <td class="td_cnt b"></td>
                </tr>
                <tr>
                    <td class="pad2">Витрати майбутніх періодів</td>
                    <td></td>
                    <td class="td_cnt"><ix:nonFraction name="ua_full_ifrs_core:DeferredExpense" contextRef="ctxt_2" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">2,507</ix:nonFraction></td>
                    <td class="td_cnt"><ix:nonFraction name="ua_full_ifrs_core:DeferredExpense" contextRef="ctxt_8" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">1,180</ix:nonFraction></td>
                    <td class="td_cnt"></td>
                </tr>
                <tr>
                    <td class="pad1 b">Загальна сума активів</td>
                    <td></td>
                    <td class="td_cnt b"><ix:nonFraction name="ifrs-full:Assets" contextRef="ctxt_2" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">38,793,744</ix:nonFraction></td>
                    <td class="td_cnt b"><ix:nonFraction name="ifrs-full:Assets" contextRef="ctxt_8" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">46,041,809</ix:nonFraction></td>
                    <td class="td_cnt b"></td>
                </tr>
                <tr>
                    <td class="b ">Власний капітал та зобов'язання</td>
                </tr>
                <tr>
                    <td class="pad1 b">Власний капітал</td>
                </tr>
                <tr>
                    <td class="pad2">Статутний капітал</td>
                    <td></td>
                    <td class="td_cnt"><ix:nonFraction name="ifrs-full:IssuedCapital" contextRef="ctxt_2" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">1</ix:nonFraction></td>
                    <td class="td_cnt"><ix:nonFraction name="ifrs-full:IssuedCapital" contextRef="ctxt_8" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">1</ix:nonFraction></td>
                    <td class="td_cnt"></td>
                </tr>
                <tr>
                    <td class="pad2">Нерозподілений прибуток</td>
                    <td></td>
                    <td class="td_cnt"><ix:nonFraction name="ifrs-full:RetainedEarnings" contextRef="ctxt_2" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">53,364</ix:nonFraction></td>
                    <td class="td_cnt"><ix:nonFraction name="ifrs-full:RetainedEarnings" contextRef="ctxt_8" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">92,921</ix:nonFraction></td>
                    <td class="td_cnt"></td>
                </tr>
<tr>
                    <td class="pad2">Інша частка участі в капіталі</td>
                    <td></td>
                    <td class="td_cnt"><ix:nonFraction name="ifrs-full:OtherEquityInterest" contextRef="ctxt_2" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">20,561</ix:nonFraction></td>
                    <td class="td_cnt"><ix:nonFraction name="ifrs-full:OtherEquityInterest" contextRef="ctxt_8" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">20,561</ix:nonFraction></td>
                    <td class="td_cnt"></td>
                </tr>
                <tr>
                    <td class="pad2">Інші резерви</td>
                    <td></td>
                    <td class="td_cnt"><ix:nonFraction name="ifrs-full:OtherReserves" contextRef="ctxt_2" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">27,181</ix:nonFraction></td>
                    <td class="td_cnt"><ix:nonFraction name="ifrs-full:OtherReserves" contextRef="ctxt_8" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">38,245</ix:nonFraction></td>
                    <td class="td_cnt"></td>
                </tr>
<tr>
                    <td class="pad2 b">Загальна сума власного капіталу</td>
                    <td></td>
                    <td class="td_cnt b"><ix:nonFraction name="ifrs-full:Equity" contextRef="ctxt_2" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">101,107</ix:nonFraction></td>
                    <td class="td_cnt b"><ix:nonFraction name="ifrs-full:Equity" contextRef="ctxt_8" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">151,728</ix:nonFraction></td>
                    <td class="td_cnt b"></td>
                </tr>
                <tr>
                    <td class="pad1 b">Зобов'язання</td>
                </tr>
                <tr>
                    <td class="pad2">Непоточні зобов'язання</td>
                </tr>
                <tr>
                    <td class="pad3">Непоточне забезпечення</td>
                </tr>
<tr>
                    <td class="pad4">Інше непоточне забезпечення</td>
                    <td></td>
                    <td class="td_cnt"><ix:nonFraction name="ifrs-full:OtherLongtermProvisions" contextRef="ctxt_2" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">27,713</ix:nonFraction></td>
                    <td class="td_cnt"><ix:nonFraction name="ifrs-full:OtherLongtermProvisions" contextRef="ctxt_8" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">14,922</ix:nonFraction></td>
                    <td class="td_cnt"></td>
                </tr>
                <tr>
                    <td class="pad4 b">Загальна сума непоточних забезпечень</td>
                    <td></td>
                    <td class="td_cnt b"><ix:nonFraction name="ifrs-full:NoncurrentProvisions" contextRef="ctxt_2" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">27,713</ix:nonFraction></td>
                    <td class="td_cnt b"><ix:nonFraction name="ifrs-full:NoncurrentProvisions" contextRef="ctxt_8" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">14,922</ix:nonFraction></td>
                    <td class="td_cnt b"></td>
                </tr>
<tr>
                    <td class="pad3 b">Загальна сума непоточних зобов'язань</td>
                    <td></td>
                    <td class="td_cnt b"><ix:nonFraction name="ifrs-full:NoncurrentLiabilities" contextRef="ctxt_2" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">27,713</ix:nonFraction></td>
                    <td class="td_cnt b"><ix:nonFraction name="ifrs-full:NoncurrentLiabilities" contextRef="ctxt_8" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">14,922</ix:nonFraction></td>
                    <td class="td_cnt b"></td>
                </tr>
                <tr>
                    <td class="pad2 b">Поточні зобов'язання</td>
                </tr>
                <tr>
                    <td class="pad3 b">Поточні забезпечення</td>
                </tr>
                <tr>
                    <td class="pad4">Поточні забезпечення на винагороди працівникам</td>
                    <td></td>
                    <td class="td_cnt"><ix:nonFraction name="ifrs-full:CurrentProvisionsForEmployeeBenefits" contextRef="ctxt_2" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">12,768</ix:nonFraction></td>
                    <td class="td_cnt"><ix:nonFraction name="ifrs-full:CurrentProvisionsForEmployeeBenefits" contextRef="ctxt_8" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">11,574</ix:nonFraction></td>
                    <td class="td_cnt"></td>
                </tr>
                <tr>
                    <td class="pad4">Інші поточні забезпечення</td>
                    <td></td>
                    <td class="td_cnt"><ix:nonFraction name="ifrs-full:OtherShorttermProvisions" contextRef="ctxt_2" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">1,350,107</ix:nonFraction></td>
                    <td class="td_cnt"><ix:nonFraction name="ifrs-full:OtherShorttermProvisions" contextRef="ctxt_8" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">1,160,771</ix:nonFraction></td>
                    <td class="td_cnt"></td>
                </tr>
                <tr>
                    <td class="pad4 b">Загальна сума поточних забезпечень</td>
                    <td></td>
                    <td class="td_cnt b"><ix:nonFraction name="ifrs-full:CurrentProvisions" contextRef="ctxt_2" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">1,362,875</ix:nonFraction></td>
                    <td class="td_cnt b"><ix:nonFraction name="ifrs-full:CurrentProvisions" contextRef="ctxt_8" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">1,172,345</ix:nonFraction></td>
                    <td class="td_cnt b"></td>
                </tr>
                <tr>
                    <td class="pad3">Торговельна та інша поточна кредиторська заборгованість</td>
                    <td></td>
                    <td class="td_cnt"><ix:nonFraction name="ifrs-full:TradeAndOtherCurrentPayables" contextRef="ctxt_2" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">34,511,245</ix:nonFraction></td>
                    <td class="td_cnt"><ix:nonFraction name="ifrs-full:TradeAndOtherCurrentPayables" contextRef="ctxt_8" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">40,659,948</ix:nonFraction></td>
                    <td class="td_cnt"></td>
                </tr>
<tr>
                    <td class="pad3">Інші поточні нефінансові зобов'язання</td>
                    <td></td>
                    <td class="td_cnt"><ix:nonFraction name="ifrs-full:OtherCurrentNonfinancialLiabilities" contextRef="ctxt_2" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">2,790,761</ix:nonFraction></td>
                    <td class="td_cnt"><ix:nonFraction name="ifrs-full:OtherCurrentNonfinancialLiabilities" contextRef="ctxt_8" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">4,042,240</ix:nonFraction></td>
                    <td class="td_cnt"></td>
                </tr>
                <tr>
                    <td class="pad3 b">Загальна сума поточних зобов'язань за винятком зобов'язань, включених до груп вибуття, класифікованих як утримувані для продажу</td>
                    <td></td>
                    <td class="td_cnt b"><ix:nonFraction name="ifrs-full:CurrentLiabilitiesOtherThanLiabilitiesIncludedInDisposalGroupsClassifiedAsHeldForSale" contextRef="ctxt_2" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">38,664,881</ix:nonFraction></td>
                    <td class="td_cnt b"><ix:nonFraction name="ifrs-full:CurrentLiabilitiesOtherThanLiabilitiesIncludedInDisposalGroupsClassifiedAsHeldForSale" contextRef="ctxt_8" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">45,874,533</ix:nonFraction></td>
                    <td class="td_cnt b"></td>
                </tr>
<tr>
                    <td class="pad3 b">Загальна сума поточних зобов'язань</td>
                    <td></td>
                    <td class="td_cnt b"><ix:nonFraction name="ifrs-full:CurrentLiabilities" contextRef="ctxt_2" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">38,664,881</ix:nonFraction></td>
                    <td class="td_cnt b"><ix:nonFraction name="ifrs-full:CurrentLiabilities" contextRef="ctxt_8" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">45,874,533</ix:nonFraction></td>
                    <td class="td_cnt b"></td>
                </tr>
                <tr>
                    <td class="pad3">Відстрочений дохід</td>
                    <td></td>
                    <td class="td_cnt"><ix:nonFraction name="ua_full_ifrs_core:DeferredIncome" contextRef="ctxt_2" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">43</ix:nonFraction></td>
                    <td class="td_cnt"><ix:nonFraction name="ua_full_ifrs_core:DeferredIncome" contextRef="ctxt_8" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">626</ix:nonFraction></td>
                    <td class="td_cnt"></td>
                </tr>
<tr>
                    <td class="pad2 b">Загальна сума зобов'язань</td>
                    <td></td>
                    <td class="td_cnt b"><ix:nonFraction name="ifrs-full:Liabilities" contextRef="ctxt_2" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">38,692,637</ix:nonFraction></td>
                    <td class="td_cnt b"><ix:nonFraction name="ifrs-full:Liabilities" contextRef="ctxt_8" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">45,890,081</ix:nonFraction></td>
                    <td class="td_cnt b"></td>
                </tr>
                <tr>
                    <td class="pad1 b">Загальна сума власного капіталу та зобов'язань</td>
                    <td></td>
                    <td class="td_cnt b"><ix:nonFraction name="ifrs-full:EquityAndLiabilities" contextRef="ctxt_2" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">38,793,744</ix:nonFraction></td>
                    <td class="td_cnt b"><ix:nonFraction name="ifrs-full:EquityAndLiabilities" contextRef="ctxt_8" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">46,041,809</ix:nonFraction></td>
                    <td class="td_cnt b"></td>
                </tr>             
            </tbody>
        </table>
    </div>
</div>
<div class="rep_cnt">
    <div class="rep_name_pnl">
        <a id="r310000"><span class="rep_name">[310000] Звіт про сукупний дохід, прибуток або збиток, за функцією витрат</span></a>
    </div>
    <div class="report_table">
        <table>
            <thead class="t_thead">
                <tr>
<th class="scale"></th>
                    <th class="scale"></th>
                    <th class="scale">тис. грн</th>
                </tr>    
                <tr class="thead th_lvl1">
                    <th></th>
<th>Поточний звітний період</th>   
                    <th>Порівняльний звітний період</th> 
                </tr>
            </thead>
            <tbody>
                <tr>
                    <td class="b">Прибуток або збиток</td>
                </tr>
                <tr>
                    <td class="pad1 b">Прибуток (збиток)</td>
                </tr>
                <tr>
                    <td class="pad2">Дохід від звичайної діяльності</td>
<td class="td_cnt"><ix:nonFraction name="ifrs-full:Revenue" contextRef="ctxt_1" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">63,414,312</ix:nonFraction></td>
                    <td class="td_cnt"><ix:nonFraction name="ifrs-full:Revenue" contextRef="ctxt_5" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">66,963,410</ix:nonFraction></td>
                </tr>
<tr>
                    <td class="pad2">Собівартість реалізації</td>
<td class="td_cnt">(<ix:nonFraction name="ifrs-full:CostOfSales" contextRef="ctxt_1" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">63,489,466</ix:nonFraction>)</td>
                    <td class="td_cnt">(<ix:nonFraction name="ifrs-full:CostOfSales" contextRef="ctxt_5" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">66,677,232</ix:nonFraction>)</td>
                </tr>
                <tr>
                    <td class="pad2 b">Валовий прибуток</td>
<td class="td_cnt b">(<ix:nonFraction name="ifrs-full:GrossProfit" contextRef="ctxt_1" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3" sign = '-'>75,154</ix:nonFraction>)</td>
                    <td class="td_cnt b"><ix:nonFraction name="ifrs-full:GrossProfit" contextRef="ctxt_5" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">286,178</ix:nonFraction></td>
                </tr>
                <tr>
                    <td class="pad2">Інші доходи</td>
<td class="td_cnt"><ix:nonFraction name="ifrs-full:OtherIncome" contextRef="ctxt_1" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">2,951,776</ix:nonFraction></td>
                    <td class="td_cnt"><ix:nonFraction name="ifrs-full:OtherIncome" contextRef="ctxt_5" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">3,121,574</ix:nonFraction></td>
                </tr>
                <tr>
                    <td class="pad2">Витрати на збут</td>
<td class="td_cnt">(<ix:nonFraction name="ifrs-full:DistributionCosts" contextRef="ctxt_1" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">111,758</ix:nonFraction>)</td>
                    <td class="td_cnt">(<ix:nonFraction name="ifrs-full:DistributionCosts" contextRef="ctxt_5" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">116,054</ix:nonFraction>)</td>
                </tr>
                <tr>
                    <td class="pad2">Адміністративні витрати</td>
<td class="td_cnt">(<ix:nonFraction name="ifrs-full:AdministrativeExpense" contextRef="ctxt_1" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">258,955</ix:nonFraction>)</td>
                    <td class="td_cnt">(<ix:nonFraction name="ifrs-full:AdministrativeExpense" contextRef="ctxt_5" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">234,612</ix:nonFraction>)</td>
                </tr>
                <tr>
                    <td class="pad2">Інші витрати</td>
<td class="td_cnt">(<ix:nonFraction name="ifrs-full:OtherExpenseByFunction" contextRef="ctxt_1" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">2,358,003</ix:nonFraction>)</td>
                    <td class="td_cnt">(<ix:nonFraction name="ifrs-full:OtherExpenseByFunction" contextRef="ctxt_5" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">1,161,112</ix:nonFraction>)</td>
                </tr>
<tr>
                    <td class="pad2 b">Прибуток (збиток) від операційної діяльності</td>
<td class="td_cnt b"><ix:nonFraction name="ifrs-full:ProfitLossFromOperatingActivities" contextRef="ctxt_1" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">147,906</ix:nonFraction></td>
                    <td class="td_cnt b"><ix:nonFraction name="ifrs-full:ProfitLossFromOperatingActivities" contextRef="ctxt_5" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">1,895,974</ix:nonFraction></td>
                </tr>
<tr>
                    <td class="pad2">Фінансові витрати</td>
<td class="td_cnt">(<ix:nonFraction name="ifrs-full:FinanceCosts" contextRef="ctxt_1" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">539</ix:nonFraction>)</td>
                    <td class="td_cnt">(<ix:nonFraction name="ifrs-full:FinanceCosts" contextRef="ctxt_5" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">541</ix:nonFraction>)</td>
                </tr>
<tr>
                    <td class="pad2 b">Прибуток (збиток) до оподаткування</td>
<td class="td_cnt b"><ix:nonFraction name="ifrs-full:ProfitLossBeforeTax" contextRef="ctxt_1" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">147,367</ix:nonFraction></td>
                    <td class="td_cnt b"><ix:nonFraction name="ifrs-full:ProfitLossBeforeTax" contextRef="ctxt_5" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">1,895,433</ix:nonFraction></td>
                </tr>
                <tr>
                    <td class="pad2">Податкові доходи (витрати)</td>
<td class="td_cnt">(<ix:nonFraction name="ifrs-full:IncomeTaxExpenseContinuingOperations" contextRef="ctxt_1" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">23,154</ix:nonFraction>)</td>
                    <td class="td_cnt">(<ix:nonFraction name="ifrs-full:IncomeTaxExpenseContinuingOperations" contextRef="ctxt_5" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">337,776</ix:nonFraction>)</td>
                </tr>
                <tr>
                    <td class="pad2 b">Прибуток (збиток) від діяльності, що триває</td>
<td class="td_cnt b"><ix:nonFraction name="ifrs-full:ProfitLossFromContinuingOperations" contextRef="ctxt_1" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">124,213</ix:nonFraction></td>
                    <td class="td_cnt b"><ix:nonFraction name="ifrs-full:ProfitLossFromContinuingOperations" contextRef="ctxt_5" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">1,557,657</ix:nonFraction></td>
                </tr>
<tr>
                    <td class="pad2 b">Прибуток (збиток)</td>
<td class="td_cnt b"><ix:nonFraction name="ifrs-full:ProfitLoss" contextRef="ctxt_1" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">124,213</ix:nonFraction></td>
                    <td class="td_cnt b"><ix:nonFraction name="ifrs-full:ProfitLoss" contextRef="ctxt_5" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">1,557,657</ix:nonFraction></td>
                </tr>
</tbody>
        </table>
    </div>
</div>
<div class="rep_cnt">
    <div class="rep_name_pnl">
        <a id="r410000"><span class="rep_name">[410000] Звіт про сукупний дохід, компоненти іншого сукупного доходу, відображені після оподаткування</span></a>
    </div>
    <div class="report_table">
        <table>
            <thead class="t_thead">
                <tr>
<th class="scale"></th>
                    <th class="scale"></th>
                    <th class="scale">тис. грн</th>
                </tr>    
                <tr class="thead th_lvl1">
                    <th></th>
<th>Поточний звітний період</th>   
                    <th>Порівняльний звітний період</th> 
                </tr>
            </thead>
            <tbody>
<tr>
                    <td class="pad1 b">Прибуток (збиток)</td>
<td class="td_cnt b"><ix:nonFraction name="ifrs-full:ProfitLoss" contextRef="ctxt_1" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">124,213</ix:nonFraction></td>
                    <td class="td_cnt b"><ix:nonFraction name="ifrs-full:ProfitLoss" contextRef="ctxt_5" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">1,557,657</ix:nonFraction></td>
                </tr>
                <tr>
                    <td class="pad1 b">Інший сукупний дохід</td>
                </tr>
                <tr>
                    <td class="pad2 b">Компоненти іншого сукупного доходу, які не будуть перекласифіковані у прибуток або збиток, після оподаткування</td>
                </tr>
<tr>
                    <td class="pad3">Інший сукупний дохід, після оподаткування, прибутки (збитки) від переоцінки основних засобів, активів з права користування та нематеріальних активів</td>
<td class="td_cnt"></td>
                    <td class="td_cnt"><ix:nonFraction name="ifrs-full:OtherComprehensiveIncomeNetOfTaxGainsLossesOnRevaluation" contextRef="ctxt_5" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">37,515</ix:nonFraction></td>
                </tr>
<tr>
                    <td class="pad2 b">Загальна сума іншого сукупного доходу, який не буде перекласифіковано у прибуток або збиток, після оподаткування</td>
<td class="td_cnt b"></td>
                    <td class="td_cnt b"><ix:nonFraction name="ifrs-full:OtherComprehensiveIncomeThatWillNotBeReclassifiedToProfitOrLossNetOfTax" contextRef="ctxt_5" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">37,515</ix:nonFraction></td>
                </tr>
<tr>
                    <td class="pad2 b">Загальна сума іншого сукупного доходу</td>
<td class="td_cnt b"></td>
                    <td class="td_cnt b"><ix:nonFraction name="ifrs-full:OtherComprehensiveIncome" contextRef="ctxt_5" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">37,515</ix:nonFraction></td>
                </tr>
                <tr>
                    <td class="pad1 b">Загальна сума сукупного доходу</td>
<td class="td_cnt b"><ix:nonFraction name="ifrs-full:ComprehensiveIncome" contextRef="ctxt_1" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">124,213</ix:nonFraction></td>
                    <td class="td_cnt b"><ix:nonFraction name="ifrs-full:ComprehensiveIncome" contextRef="ctxt_5" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">1,595,172</ix:nonFraction></td>
                </tr>
</tbody>
        </table>
    </div>
</div>
<div class="rep_cnt">
    <div class="rep_name_pnl">
        <a id="r510000"><span class="rep_name">[510000] Звіт про рух грошових коштів, прямий метод</span></a>
    </div>
    <div class="report_table">
        <table class="tbl_2">
            <thead class="t_thead">
                <tr>
<th class="scale"></th>
                    <th class="scale"></th>
                    <th class="scale">тис. грн</th>
                </tr>
                <tr class="thead th_lvl1">
                    <th></th>
<th>Поточний звітний період</th>  
                    <th>Порівняльний звітний період</th>
                </tr>
            </thead>
            <tbody>
                <tr>
                    <td class="pad1 b">Грошові потоки від (для) операційної діяльності</td>
                </tr>
                <tr>
                    <td class="pad2 b">Класи надходжень грошових коштів від операційної діяльності</td>
                </tr>        
                <tr>
                    <td class="pad3">Надходження від продажу товарів та надання послуг</td>
<td class="td_cnt"><ix:nonFraction name="ifrs-full:ReceiptsFromSalesOfGoodsAndRenderingOfServices" contextRef="ctxt_1" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">48,760,810</ix:nonFraction></td>
                    <td class="td_cnt"><ix:nonFraction name="ifrs-full:ReceiptsFromSalesOfGoodsAndRenderingOfServices" contextRef="ctxt_5" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">76,399,304</ix:nonFraction></td>
                </tr>
<tr>
                    <td class="pad3">Інші надходження грошових коштів від операційної діяльністі</td>
<td class="td_cnt"><ix:nonFraction name="ifrs-full:OtherCashReceiptsFromOperatingActivities" contextRef="ctxt_1" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">230,804,533</ix:nonFraction></td>
                    <td class="td_cnt"><ix:nonFraction name="ifrs-full:OtherCashReceiptsFromOperatingActivities" contextRef="ctxt_5" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">154,230,018</ix:nonFraction></td>
                </tr>
                <tr>
                    <td class="pad2 b">Класи виплат грошових коштів від операційної діяльності</td>
                </tr>
                <tr>
                    <td class="pad3">Виплати постачальникам за товари та послуги</td>
<td class="td_cnt">(<ix:nonFraction name="ifrs-full:PaymentsToSuppliersForGoodsAndServices" contextRef="ctxt_1" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">53,745,221</ix:nonFraction>)</td>
                    <td class="td_cnt">(<ix:nonFraction name="ifrs-full:PaymentsToSuppliersForGoodsAndServices" contextRef="ctxt_5" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">85,795,763</ix:nonFraction>)</td>
                </tr>
<tr>
                    <td class="pad3">Виплати працівникам та виплати від їх імені</td>
<td class="td_cnt">(<ix:nonFraction name="ifrs-full:PaymentsToAndOnBehalfOfEmployees" contextRef="ctxt_1" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">140,883</ix:nonFraction>)</td>
                    <td class="td_cnt">(<ix:nonFraction name="ifrs-full:PaymentsToAndOnBehalfOfEmployees" contextRef="ctxt_5" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">128,839</ix:nonFraction>)</td>
                </tr>
<tr>
                    <td class="pad3">Інші виплати грошових коштів за операційною діяльністю</td>
<td class="td_cnt">(<ix:nonFraction name="ifrs-full:OtherCashPaymentsFromOperatingActivities" contextRef="ctxt_1" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">225,896,268</ix:nonFraction>)</td>
                    <td class="td_cnt">(<ix:nonFraction name="ifrs-full:OtherCashPaymentsFromOperatingActivities" contextRef="ctxt_5" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">144,483,758</ix:nonFraction>)</td>
                </tr>
                <tr>
                    <td class="pad2 b">Чисті грошові потоки від (використані у) діяльності</td>
<td class="td_cnt b">(<ix:nonFraction name="ifrs-full:CashFlowsFromUsedInOperations" contextRef="ctxt_1" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3" sign = '-'>217,029</ix:nonFraction>)</td>
                    <td class="td_cnt b"><ix:nonFraction name="ifrs-full:CashFlowsFromUsedInOperations" contextRef="ctxt_5" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">220,962</ix:nonFraction></td>
                </tr>
<tr>
                    <td class="pad2 b">Чисті грошові потоки від операційної діяльності (використані в операційній діяльності)</td>
<td class="td_cnt b">(<ix:nonFraction name="ifrs-full:CashFlowsFromUsedInOperatingActivities" contextRef="ctxt_1" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3" sign = '-'>217,029</ix:nonFraction>)</td>
                    <td class="td_cnt b"><ix:nonFraction name="ifrs-full:CashFlowsFromUsedInOperatingActivities" contextRef="ctxt_5" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">220,962</ix:nonFraction></td>
                </tr>
                <tr>
                    <td class="pad1 b">Грошові потоки від (для) інвестиційної діяльності</td>
                </tr>
<tr>
                    <td class="pad2">Придбання основних засобів</td>
<td class="td_cnt">(<ix:nonFraction name="ifrs-full:PurchaseOfPropertyPlantAndEquipmentClassifiedAsInvestingActivities" contextRef="ctxt_1" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">9,948</ix:nonFraction>)</td>
                    <td class="td_cnt">(<ix:nonFraction name="ifrs-full:PurchaseOfPropertyPlantAndEquipmentClassifiedAsInvestingActivities" contextRef="ctxt_5" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">12,947</ix:nonFraction>)</td>
                </tr>
<tr>
                    <td class="pad2 b">Чисті грошові потоки від інвестиційної діяльності (використані в інвестиційній діяльності)</td>
<td class="td_cnt b">(<ix:nonFraction name="ifrs-full:CashFlowsFromUsedInInvestingActivities" contextRef="ctxt_1" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3" sign = '-'>9,948</ix:nonFraction>)</td>
                    <td class="td_cnt b">(<ix:nonFraction name="ifrs-full:CashFlowsFromUsedInInvestingActivities" contextRef="ctxt_5" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3" sign = '-'>12,947</ix:nonFraction>)</td>
                </tr>        
                <tr>
                    <td class="pad1 b">Грошові потоки від (для) фінансової діяльності</td>
                </tr>
<tr>
                    <td class="pad2">Виплати за орендними зобов'язаннями</td>
<td class="td_cnt">(<ix:nonFraction name="ifrs-full:PaymentsOfLeaseLiabilitiesClassifiedAsFinancingActivities" contextRef="ctxt_1" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">9,311</ix:nonFraction>)</td>
                    <td class="td_cnt">(<ix:nonFraction name="ifrs-full:PaymentsOfLeaseLiabilitiesClassifiedAsFinancingActivities" contextRef="ctxt_5" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">8,465</ix:nonFraction>)</td>
                </tr>
<tr>
                    <td class="pad2">Дивіденди сплачені</td>
<td class="td_cnt">(<ix:nonFraction name="ifrs-full:DividendsPaidClassifiedAsFinancingActivities" contextRef="ctxt_1" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">188,403</ix:nonFraction>)</td>
                    <td class="td_cnt">(<ix:nonFraction name="ifrs-full:DividendsPaidClassifiedAsFinancingActivities" contextRef="ctxt_5" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">3,045</ix:nonFraction>)</td>
                </tr>
<tr>
                    <td class="pad2 b">Чисті грошові потоки від фінансової діяльності (використані у фінансовій діяльності)</td>
<td class="td_cnt b">(<ix:nonFraction name="ifrs-full:CashFlowsFromUsedInFinancingActivities" contextRef="ctxt_1" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3" sign = '-'>197,714</ix:nonFraction>)</td>
                    <td class="td_cnt b">(<ix:nonFraction name="ifrs-full:CashFlowsFromUsedInFinancingActivities" contextRef="ctxt_5" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3" sign = '-'>11,510</ix:nonFraction>)</td>
                </tr>
                <tr>
                    <td class="pad1 b">Чисте збільшення (зменшення) грошових коштів та їх еквівалентів до впливу змін валютного курсу</td>
<td class="td_cnt b">(<ix:nonFraction name="ifrs-full:IncreaseDecreaseInCashAndCashEquivalentsBeforeEffectOfExchangeRateChanges" contextRef="ctxt_1" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3" sign = '-'>424,691</ix:nonFraction>)</td>
                    <td class="td_cnt b"><ix:nonFraction name="ifrs-full:IncreaseDecreaseInCashAndCashEquivalentsBeforeEffectOfExchangeRateChanges" contextRef="ctxt_5" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">196,505</ix:nonFraction></td>
                </tr>
<tr>
                    <td class="pad1 b">Чисте збільшення (зменшення) грошових коштів та їх еквівалентів після впливу змін валютного курсу</td>
<td class="td_cnt b">(<ix:nonFraction name="ifrs-full:IncreaseDecreaseInCashAndCashEquivalents" contextRef="ctxt_1" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3" sign = '-'>424,691</ix:nonFraction>)</td>
                    <td class="td_cnt b"><ix:nonFraction name="ifrs-full:IncreaseDecreaseInCashAndCashEquivalents" contextRef="ctxt_5" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">196,505</ix:nonFraction></td>
                </tr>
                <tr>
                    <td class="pad2">Грошові кошти та їх еквіваленти на початок періоду</td>
<td class="td_cnt"><ix:nonFraction name="ifrs-full:CashAndCashEquivalents" contextRef="ctxt_8" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">1,189,447</ix:nonFraction></td>
                    <td class="td_cnt"><ix:nonFraction name="ifrs-full:CashAndCashEquivalents" contextRef="ctxt_9" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">992,942</ix:nonFraction></td>
                </tr>
                <tr>
                    <td class="pad2">Грошові кошти та їх еквіваленти на кінець періоду</td>
<td class="td_cnt"><ix:nonFraction name="ifrs-full:CashAndCashEquivalents" contextRef="ctxt_2" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">764,756</ix:nonFraction></td>
                    <td class="td_cnt"><ix:nonFraction name="ifrs-full:CashAndCashEquivalents" contextRef="ctxt_3" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">1,189,447</ix:nonFraction></td>
                </tr>        
            </tbody>
        </table>
    </div>
</div>
<div class="rep_cnt">
    <div class="rep_name_pnl">
        <a id="r610000"><span class="rep_name">[610000] Звіт про зміни у власному капіталі</span></a>
    </div>
    <div class="report_table">
        <table>
            <thead class="t_thead">
                <tr>
                    <th class="scale"></th>
<th colspan="1" class="scale"></th>
<th colspan="1" class="scale"></th>
                    <th colspan="1" class="scale"></th>
<th colspan="1" class="scale"></th>
<th colspan="1" class="scale"></th>             
                    <th colspan="1" class="scale"></th>
<th colspan="1" class="scale"></th>
                    <th class="scale">тис. грн</th>
                </tr>
                <tr class="thead th_lvl1">
                    <th rowspan="5">Поточний звітний період</th>
                    <th rowspan="5">Примітки</th>
<th class="no_r_brd no_l_brd"></th>
<th class="no_r_brd no_l_brd"></th>      
                    <th class="no_r_brd no_l_brd"></th>
<th class="no_r_brd no_l_brd"></th>
<th class="no_r_brd no_l_brd"></th>      
					<th class="no_r_brd no_l_brd"></th>
<th rowspan="5" class="no_l_brd">Власний капітал</th>
                </tr>
                <tr class="thead th_lvl2">
<th class="no_r_brd no_l_brd"></th>
<th class="no_r_brd no_l_brd"></th>                                                                          
                    <th class="no_r_brd no_l_brd"></th>
<th class="no_r_brd no_l_brd"></th>
<th class="no_r_brd no_l_brd"></th>                                                                          
					<th class="no_r_brd no_l_brd"></th>
</tr>
				<tr class="thead th_lvl3">
<th rowspan="3" class="no_l_brd">Статутний капітал</th>
<th rowspan="3">Інша частка участі в капіталі</th>          
                    <th class="no_r_brd no_l_brd"></th>
<th class="no_r_brd no_l_brd"></th>
<th rowspan="3" class="no_l_brd">Інші резерви</th>		     
                    <th rowspan="3">Нерозподілений прибуток</th>                
                </tr>
				<tr class="thead th_lvl4">
<th class="no_r_brd no_l_brd"></th>
<th rowspan="2" class="no_l_brd">Накопичений інший сукупний дохід</th>
</tr>
				<tr class="thead th_lvl5">
<th>Дооцінка</th>
</tr>
            </thead>
            <tbody>
                <tr>
                    <td class="pad0 b">Звіт про зміни у власному капіталі</td>
                </tr>
<tr>
                    <td class="pad0 b">Власний капітал на початок періоду</td>
                    <td></td>
<td class="td_cnt b"><ix:nonFraction name="ifrs-full:Equity" contextRef="ctxt_13" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">1</ix:nonFraction></td>
<td class="td_cnt b"><ix:nonFraction name="ifrs-full:Equity" contextRef="ctxt_29" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">20,561</ix:nonFraction></td>    
                    <td class="td_cnt b"><ix:nonFraction name="ifrs-full:Equity" contextRef="ctxti_015" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">38,245</ix:nonFraction></td>
<td class="td_cnt b"><ix:nonFraction name="ifrs-full:Equity" contextRef="ctxti_025" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">38,245</ix:nonFraction></td>
<td class="td_cnt b"><ix:nonFraction name="ifrs-full:Equity" contextRef="ctxt_69" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">38,245</ix:nonFraction></td>    
                    <td class="td_cnt b"><ix:nonFraction name="ifrs-full:Equity" contextRef="ctxt_73" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">92,921</ix:nonFraction></td>
<td class="td_cnt b"><ix:nonFraction name="ifrs-full:Equity" contextRef="ctxt_8" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">151,728</ix:nonFraction></td>     
                </tr>
<tr>
                    <td class="pad0 b">Зміни у власному капіталі</td>
                </tr>
                <tr>
                    <td class="pad2">Сукупний дохід</td>
                </tr>
				<tr>
                    <td class="pad3">Прибуток (збиток)</td>
                    <td></td>
<td class="td_cnt"></td>
<td class="td_cnt"></td>   
                    <td class="td_cnt"></td>
<td class="td_cnt"></td>
<td class="td_cnt"></td>   
                    <td class="td_cnt"><ix:nonFraction name="ifrs-full:ProfitLoss" contextRef="ctxt_148" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">124,213</ix:nonFraction></td>
<td class="td_cnt"><ix:nonFraction name="ifrs-full:ProfitLoss" contextRef="ctxt_1" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">124,213</ix:nonFraction></td>     
                </tr>
<tr>
                    <td class="pad3 b">Загальна сума сукупного доходу</td>
                    <td></td>
<td class="td_cnt b"></td>
<td class="td_cnt b"></td>   
                    <td class="td_cnt b"></td>
<td class="td_cnt b"></td>
<td class="td_cnt b"></td>   
                    <td class="td_cnt b"><ix:nonFraction name="ifrs-full:ComprehensiveIncome" contextRef="ctxt_148" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">124,213</ix:nonFraction></td>
<td class="td_cnt b"><ix:nonFraction name="ifrs-full:ComprehensiveIncome" contextRef="ctxt_1" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">124,213</ix:nonFraction></td>     
                </tr>
<tr>
                    <td class="pad2">Дивіденди, визнані як розподіл між власниками</td>
                    <td></td>
<td class="td_cnt"></td>
<td class="td_cnt"></td>   
                    <td class="td_cnt"></td>
<td class="td_cnt"></td>
<td class="td_cnt"></td>   
                    <td class="td_cnt">(<ix:nonFraction name="ifrs-full:DividendsPaid" contextRef="ctxt_148" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">174,834</ix:nonFraction>)</td>
<td class="td_cnt">(<ix:nonFraction name="ifrs-full:DividendsPaid" contextRef="ctxt_1" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">174,834</ix:nonFraction>)</td>     
                </tr>
<tr>
                    <td class="pad2">Збільшення (зменшення) через інші зміни, власний капітал</td>
                    <td></td>
<td class="td_cnt"></td>
<td class="td_cnt"></td>   
                    <td class="td_cnt">(<ix:nonFraction name="ifrs-full:IncreaseDecreaseThroughTransfersAndOtherChangesEquity" contextRef="ctxti_034" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3" sign = '-'>11,064</ix:nonFraction>)</td>
<td class="td_cnt">(<ix:nonFraction name="ifrs-full:IncreaseDecreaseThroughTransfersAndOtherChangesEquity" contextRef="ctxti_044" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3" sign = '-'>11,064</ix:nonFraction>)</td>
<td class="td_cnt">(<ix:nonFraction name="ifrs-full:IncreaseDecreaseThroughTransfersAndOtherChangesEquity" contextRef="ctxt_144" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3" sign = '-'>11,064</ix:nonFraction>)</td>   
                    <td class="td_cnt"><ix:nonFraction name="ifrs-full:IncreaseDecreaseThroughTransfersAndOtherChangesEquity" contextRef="ctxt_148" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">11,064</ix:nonFraction></td>
<td class="td_cnt"><ix:nonFraction name="ifrs-full:IncreaseDecreaseThroughTransfersAndOtherChangesEquity" contextRef="ctxt_1" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">0</ix:nonFraction></td>     
                </tr>
<tr>
                    <td class="pad1 b">Загальна сума збільшення (зменшення) власного капіталу</td>
                    <td></td>
<td class="td_cnt b"></td>
<td class="td_cnt b"></td>   
                    <td class="td_cnt b">(<ix:nonFraction name="ifrs-full:ChangesInEquity" contextRef="ctxti_034" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3" sign = '-'>11,064</ix:nonFraction>)</td>
<td class="td_cnt b">(<ix:nonFraction name="ifrs-full:ChangesInEquity" contextRef="ctxti_044" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3" sign = '-'>11,064</ix:nonFraction>)</td>
<td class="td_cnt b">(<ix:nonFraction name="ifrs-full:ChangesInEquity" contextRef="ctxt_144" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3" sign = '-'>11,064</ix:nonFraction>)</td>   
                    <td class="td_cnt b">(<ix:nonFraction name="ifrs-full:ChangesInEquity" contextRef="ctxt_148" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3" sign = '-'>39,557</ix:nonFraction>)</td>
<td class="td_cnt b">(<ix:nonFraction name="ifrs-full:ChangesInEquity" contextRef="ctxt_1" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3" sign = '-'>50,621</ix:nonFraction>)</td>     
                </tr>
                <tr>
                    <td class="pad0 b">Власний капітал на кінець періоду</td>
                    <td></td>
<td class="td_cnt b"><ix:nonFraction name="ifrs-full:Equity" contextRef="ctxt_163" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">1</ix:nonFraction></td>
<td class="td_cnt b"><ix:nonFraction name="ifrs-full:Equity" contextRef="ctxt_179" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">20,561</ix:nonFraction></td>   
                    <td class="td_cnt b"><ix:nonFraction name="ifrs-full:Equity" contextRef="ctxti_053" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">27,181</ix:nonFraction></td>
<td class="td_cnt b"><ix:nonFraction name="ifrs-full:Equity" contextRef="ctxti_063" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">27,181</ix:nonFraction></td>
<td class="td_cnt b"><ix:nonFraction name="ifrs-full:Equity" contextRef="ctxt_219" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">27,181</ix:nonFraction></td>   
                    <td class="td_cnt b"><ix:nonFraction name="ifrs-full:Equity" contextRef="ctxt_223" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">53,364</ix:nonFraction></td>
<td class="td_cnt b"><ix:nonFraction name="ifrs-full:Equity" contextRef="ctxt_2" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">101,107</ix:nonFraction></td>     
                </tr>        
            </tbody>
        </table>
    </div>
    <div class="report_table">
        <table>
			<thead class="t_thead">
                <tr>
                    <th class="scale"></th>
<th colspan="1" class="scale"></th>
<th colspan="1" class="scale"></th>
                    <th colspan="1" class="scale"></th>
<th colspan="1" class="scale"></th>
<th colspan="1" class="scale"></th>             
                    <th colspan="1" class="scale"></th>
<th colspan="1" class="scale"></th>
                    <th class="scale">тис. грн</th>
                </tr>
                <tr class="thead th_lvl1">
                    <th rowspan="5">Порівняльний звітний період</th>
                    <th rowspan="5">Примітки</th>
<th class="no_r_brd no_l_brd"></th>
<th class="no_r_brd no_l_brd"></th>      			   
                    <th class="no_r_brd no_l_brd"></th>
<th class="no_r_brd no_l_brd"></th>
<th class="no_r_brd no_l_brd"></th>      			   
					<th class="no_r_brd no_l_brd"></th>
<th rowspan="5" class="no_l_brd">Власний капітал</th>
                </tr>
                <tr class="thead th_lvl2">
<th class="no_r_brd no_l_brd"></th>
<th class="no_r_brd no_l_brd"></th>                                                                          
                    <th class="no_r_brd no_l_brd"></th>
<th class="no_r_brd no_l_brd"></th>
<th class="no_r_brd no_l_brd"></th>                                                                          
					<th class="no_r_brd no_l_brd"></th>
</tr>
				<tr class="thead th_lvl3">
<th rowspan="3" class="no_l_brd">Статутний капітал</th>
<th rowspan="3">Інша частка участі в капіталі</th>          
                    <th class="no_r_brd no_l_brd"></th>
<th class="no_r_brd no_l_brd"></th>
<th rowspan="3" class="no_l_brd">Інші резерви</th>		  
                    <th rowspan="3">Нерозподілений прибуток</th>                
                </tr>
				<tr class="thead th_lvl4">
<th class="no_r_brd no_l_brd"></th>
<th rowspan="2" class="no_l_brd">Накопичений інший сукупний дохід</th>
</tr>
				<tr class="thead th_lvl5">
<th>Дооцінка</th>
</tr>
            </thead>
            <tbody>
                <tr>
                    <td class="pad0 b">Звіт про зміни у власному капіталі</td>
                </tr>
<tr>
                    <td class="pad0 b">Власний капітал на початок періоду</td>
                    <td></td>
<td class="td_cnt b"><ix:nonFraction name="ifrs-full:Equity" contextRef="ctxt_238" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">1</ix:nonFraction></td>
<td class="td_cnt b"><ix:nonFraction name="ifrs-full:Equity" contextRef="ctxt_254" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">20,561</ix:nonFraction></td>    
                    <td class="td_cnt b"><ix:nonFraction name="ifrs-full:Equity" contextRef="ctxti_0715" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">789</ix:nonFraction></td>
<td class="td_cnt b"><ix:nonFraction name="ifrs-full:Equity" contextRef="ctxti_0725" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">789</ix:nonFraction></td>
<td class="td_cnt b"><ix:nonFraction name="ifrs-full:Equity" contextRef="ctxt_294" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">789</ix:nonFraction></td>    
                    <td class="td_cnt b">(<ix:nonFraction name="ifrs-full:Equity" contextRef="ctxt_298" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3" sign = '-'>1,458,076</ix:nonFraction>)</td>
<td class="td_cnt b">(<ix:nonFraction name="ifrs-full:Equity" contextRef="ctxt_9" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3" sign = '-'>1,436,725</ix:nonFraction>)</td>      
                </tr>
<tr>
                    <td class="pad0 b">Зміни у власному капіталі</td>
                </tr>
                <tr>
                    <td class="pad2">Сукупний дохід</td>
                </tr>
				<tr>
                    <td class="pad3">Прибуток (збиток)</td>
                    <td></td>
<td class="td_cnt"></td>
<td class="td_cnt"></td>   
                    <td class="td_cnt"></td>
<td class="td_cnt"></td>
<td class="td_cnt"></td>   
                    <td class="td_cnt"><ix:nonFraction name="ifrs-full:ProfitLoss" contextRef="ctxt_373"  unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">1,557,657</ix:nonFraction></td>
<td class="td_cnt"><ix:nonFraction name="ifrs-full:ProfitLoss" contextRef="ctxt_5"    unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">1,557,657</ix:nonFraction></td>   
                </tr>           
                <tr>
                    <td class="pad3">Інший сукупний дохід</td>
                    <td></td>
<td class="td_cnt"></td>
<td class="td_cnt"></td>   
                    <td class="td_cnt"><ix:nonFraction name="ifrs-full:OtherComprehensiveIncome" contextRef="ctxti_0734" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">37,515</ix:nonFraction></td>
<td class="td_cnt"><ix:nonFraction name="ifrs-full:OtherComprehensiveIncome" contextRef="ctxti_0744" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">37,515</ix:nonFraction></td>
<td class="td_cnt"><ix:nonFraction name="ifrs-full:OtherComprehensiveIncome" contextRef="ctxt_369"  unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">37,515</ix:nonFraction></td>   
                    <td class="td_cnt"></td>
<td class="td_cnt"><ix:nonFraction name="ifrs-full:OtherComprehensiveIncome" contextRef="ctxt_5"    unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">37,515</ix:nonFraction></td>   
                </tr>
                <tr>
                    <td class="pad3 b">Загальна сума сукупного доходу</td>
                    <td></td>
<td class="td_cnt b"></td>
<td class="td_cnt b"></td>  
                    <td class="td_cnt b"><ix:nonFraction name="ifrs-full:ComprehensiveIncome"  contextRef="ctxti_0734" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">37,515</ix:nonFraction></td>
<td class="td_cnt b"><ix:nonFraction name="ifrs-full:ComprehensiveIncome"  contextRef="ctxti_0744" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">37,515</ix:nonFraction></td>
<td class="td_cnt b"><ix:nonFraction name="ifrs-full:ComprehensiveIncome"  contextRef="ctxt_369"  unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">37,515</ix:nonFraction></td>  
                    <td class="td_cnt b"><ix:nonFraction name="ifrs-full:ComprehensiveIncome"  contextRef="ctxt_373"  unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">1,557,657</ix:nonFraction></td>
<td class="td_cnt b"><ix:nonFraction name="ifrs-full:ComprehensiveIncome"  contextRef="ctxt_5"    unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">1,595,172</ix:nonFraction></td>  
                </tr>
<tr>
                    <td class="pad2">Дивіденди, визнані як розподіл між власниками</td>
                    <td></td>
<td class="td_cnt"></td>
<td class="td_cnt"></td>  
                    <td class="td_cnt"></td>
<td class="td_cnt"></td>
<td class="td_cnt"></td>  
                    <td class="td_cnt">(<ix:nonFraction name="ifrs-full:DividendsPaid"  contextRef="ctxt_373"  unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">6,719</ix:nonFraction>)</td>
<td class="td_cnt">(<ix:nonFraction name="ifrs-full:DividendsPaid"  contextRef="ctxt_5"    unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">6,719</ix:nonFraction>)</td>  
                </tr>
<tr>
                    <td class="pad2">Збільшення (зменшення) через інші зміни, власний капітал</td>
                    <td></td>
<td class="td_cnt"></td>
<td class="td_cnt"></td>  
                    <td class="td_cnt">(<ix:nonFraction name="ifrs-full:IncreaseDecreaseThroughTransfersAndOtherChangesEquity"  contextRef="ctxti_0734" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3" sign = '-'>59</ix:nonFraction>)</td>
<td class="td_cnt">(<ix:nonFraction name="ifrs-full:IncreaseDecreaseThroughTransfersAndOtherChangesEquity"  contextRef="ctxti_0744" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3" sign = '-'>59</ix:nonFraction>)</td>
<td class="td_cnt">(<ix:nonFraction name="ifrs-full:IncreaseDecreaseThroughTransfersAndOtherChangesEquity"  contextRef="ctxt_369"  unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3" sign = '-'>59</ix:nonFraction>)</td>  
                    <td class="td_cnt"><ix:nonFraction name="ifrs-full:IncreaseDecreaseThroughTransfersAndOtherChangesEquity"  contextRef="ctxt_373"  unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">59</ix:nonFraction></td>
<td class="td_cnt"><ix:nonFraction name="ifrs-full:IncreaseDecreaseThroughTransfersAndOtherChangesEquity"  contextRef="ctxt_5"    unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">0</ix:nonFraction></td>  
                </tr>
<tr>
                    <td class="pad1 b">Загальна сума збільшення (зменшення) власного капіталу</td>
                    <td></td>
<td class="td_cnt b"></td>
<td class="td_cnt b"></td>  
                    <td class="td_cnt b"><ix:nonFraction name="ifrs-full:ChangesInEquity"  contextRef="ctxti_0734" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">37,456</ix:nonFraction></td>
<td class="td_cnt b"><ix:nonFraction name="ifrs-full:ChangesInEquity"  contextRef="ctxti_0744" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">37,456</ix:nonFraction></td>
<td class="td_cnt b"><ix:nonFraction name="ifrs-full:ChangesInEquity"  contextRef="ctxt_369"  unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">37,456</ix:nonFraction></td>  
                    <td class="td_cnt b"><ix:nonFraction name="ifrs-full:ChangesInEquity"  contextRef="ctxt_373"  unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">1,550,997</ix:nonFraction></td>
<td class="td_cnt b"><ix:nonFraction name="ifrs-full:ChangesInEquity"  contextRef="ctxt_5"    unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">1,588,453</ix:nonFraction></td>  
                </tr>
                <tr>
                    <td class="pad0 b">Власний капітал на кінець періоду</td>
                    <td></td>
<td class="td_cnt b"><ix:nonFraction name="ifrs-full:Equity" contextRef="ctxt_388" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">1</ix:nonFraction></td>
<td class="td_cnt b"><ix:nonFraction name="ifrs-full:Equity" contextRef="ctxt_404" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">20,561</ix:nonFraction></td>    
                    <td class="td_cnt b"><ix:nonFraction name="ifrs-full:Equity" contextRef="ctxti_0753" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">38,245</ix:nonFraction></td>
<td class="td_cnt b"><ix:nonFraction name="ifrs-full:Equity" contextRef="ctxti_0763" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">38,245</ix:nonFraction></td>
<td class="td_cnt b"><ix:nonFraction name="ifrs-full:Equity" contextRef="ctxt_444" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">38,245</ix:nonFraction></td>    
                    <td class="td_cnt b"><ix:nonFraction name="ifrs-full:Equity" contextRef="ctxt_448" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">92,921</ix:nonFraction></td>
<td class="td_cnt b"><ix:nonFraction name="ifrs-full:Equity" contextRef="ctxt_3" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">151,728</ix:nonFraction></td>      
                </tr>        
            </tbody>
        </table>
    </div>
</div>
<div class="rep_cnt">
    <div class="rep_name_pnl">
        <a id="r800100"><span class="rep_name">[800100] Примітки - Підкласифікації активів, зобов'язань та власного капіталу</span></a>
    </div>
<div class="report_table">
    <table>
        <thead class="t_thead">
            <tr>
                <th colspan="3" class="scale">тис. грн</th>
            </tr>    
            <tr class="thead th_lvl1">
                <th></th>
                <th>На кінець звітного періоду</th>
                <th>На початок звітного року</th>
            </tr>
        </thead>
        <tbody>
            <tr>
                <td class="pad0 b">Підкласифікації активів, зобов'язань та капіталу</td>
            </tr>
            <tr>
                <td class="pad1 b">Основні засоби</td>
            </tr>
            <tr>
                <td class="pad2 b">Земля та будівлі</td>
            </tr>
<tr>
                <td class="pad3">Будівлі</td>
                <td class="td_cnt"><ix:nonFraction name="ifrs-full:Buildings" contextRef="ctxt_2" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">30,000</ix:nonFraction></td>
                <td class="td_cnt"><ix:nonFraction name="ifrs-full:Buildings" contextRef="ctxt_8" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">31,322</ix:nonFraction></td>
            </tr>
            <tr>
                <td class="pad3 b">Загальна сума землі та будівель</td>
                <td class="td_cnt"><ix:nonFraction name="ifrs-full:LandAndBuildings" contextRef="ctxt_2" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">30,000</ix:nonFraction></td>
                <td class="td_cnt"><ix:nonFraction name="ifrs-full:LandAndBuildings" contextRef="ctxt_8" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">31,322</ix:nonFraction></td>
            </tr>
            <tr>
                <td class="pad2">Машини</td>
                <td class="td_cnt"><ix:nonFraction name="ifrs-full:Machinery" contextRef="ctxt_2" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">19,649</ix:nonFraction></td>
                <td class="td_cnt"><ix:nonFraction name="ifrs-full:Machinery" contextRef="ctxt_8" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">30,348</ix:nonFraction></td>
            </tr>
			<tr>
                <td class="pad2 b">Транспортні засоби</td>
            </tr>
<tr>
                <td class="pad3">Автомобілі</td>
                <td class="td_cnt"><ix:nonFraction name="ifrs-full:MotorVehicles" contextRef="ctxt_2" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">2,317</ix:nonFraction></td>
                <td class="td_cnt"><ix:nonFraction name="ifrs-full:MotorVehicles" contextRef="ctxt_8" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">3,001</ix:nonFraction></td>
            </tr>			
            <tr>
                <td class="pad2 b">Загальна сума транспортних засобів</td>
                <td class="td_cnt"><ix:nonFraction name="ifrs-full:Vehicles" contextRef="ctxt_2" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">2,317</ix:nonFraction></td>
                <td class="td_cnt"><ix:nonFraction name="ifrs-full:Vehicles" contextRef="ctxt_8" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">3,001</ix:nonFraction></td>
            </tr>
<tr>
                <td class="pad2">Офісне обладнання</td>
                <td class="td_cnt"><ix:nonFraction name="ifrs-full:OfficeEquipment" contextRef="ctxt_2" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">509</ix:nonFraction></td>
                <td class="td_cnt"><ix:nonFraction name="ifrs-full:OfficeEquipment" contextRef="ctxt_8" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">618</ix:nonFraction></td>
            </tr>
<tr>
                <td class="pad2">Інші основні засоби</td>
                <td class="td_cnt"><ix:nonFraction name="ifrs-full:OtherPropertyPlantAndEquipment" contextRef="ctxt_2" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">3,045</ix:nonFraction></td>
                <td class="td_cnt"><ix:nonFraction name="ifrs-full:OtherPropertyPlantAndEquipment" contextRef="ctxt_8" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">3,445</ix:nonFraction></td>
            </tr>
            <tr>
                <td class="pad2 b">Загальна сума основних засобів</td>
                <td class="td_cnt b"><ix:nonFraction name="ifrs-full:PropertyPlantAndEquipment" contextRef="ctxt_2" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">55,520</ix:nonFraction></td>
                <td class="td_cnt b"><ix:nonFraction name="ifrs-full:PropertyPlantAndEquipment" contextRef="ctxt_8" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">68,734</ix:nonFraction></td>
            </tr>
            <tr>
                <td class="pad1 b">Класи нематеріальних активів та гудвілу</td>
            </tr>
            <tr>
                <td class="pad2 b">Нематеріальні активи за винятком гудвілу</td>
            </tr>
<tr>
                <td class="pad3">Комп'ютерне програмне забезпечення</td>
                <td class="td_cnt"><ix:nonFraction name="ifrs-full:ComputerSoftware" contextRef="ctxt_2" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">12,002</ix:nonFraction></td>
                <td class="td_cnt"><ix:nonFraction name="ifrs-full:ComputerSoftware" contextRef="ctxt_8" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">11,718</ix:nonFraction></td>
            </tr>
<tr>
                <td class="pad3 b">Загальна сума нематеріальних активів за винятком гудвілу</td>
                <td class="td_cnt b"><ix:nonFraction name="ifrs-full:IntangibleAssetsOtherThanGoodwill" contextRef="ctxt_2" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">12002</ix:nonFraction></td>
                <td class="td_cnt b"><ix:nonFraction name="ifrs-full:IntangibleAssetsOtherThanGoodwill" contextRef="ctxt_8" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">11718</ix:nonFraction></td>
            </tr>
<tr>
                <td class="pad2 b">Загальна сума нематеріальних активів та гудвілу</td>
                <td class="td_cnt b"><ix:nonFraction name="ifrs-full:IntangibleAssetsAndGoodwill" contextRef="ctxt_2" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">12,002</ix:nonFraction></td>
                <td class="td_cnt b"><ix:nonFraction name="ifrs-full:IntangibleAssetsAndGoodwill" contextRef="ctxt_8" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">11,718</ix:nonFraction></td>
            </tr>
<tr>
                <td class="pad1 b">Різні непоточні активи</td>
            </tr>
<tr>
                <td class="pad2">Інші непоточні активи</td>
                <td class="td_cnt"><ix:nonFraction name="ifrs-full:OtherNoncurrentAssets" contextRef="ctxt_2" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">73</ix:nonFraction></td>
                <td class="td_cnt"><ix:nonFraction name="ifrs-full:OtherNoncurrentAssets" contextRef="ctxt_8" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">73</ix:nonFraction></td>
            </tr>
            <tr>
                <td class="pad1 b">Торговельна та інша поточна дебіторська заборгованість</td>
            </tr>
            <tr>
                <td class="pad2">Поточна торговельна дебіторська заборгованість</td>
                <td class="td_cnt"><ix:nonFraction name="ifrs-full:CurrentTradeReceivables" contextRef="ctxt_2" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">20,648,946</ix:nonFraction></td>
                <td class="td_cnt"><ix:nonFraction name="ifrs-full:CurrentTradeReceivables" contextRef="ctxt_8" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">28,863,595</ix:nonFraction></td>
            </tr>
<tr>
                <td class="pad2 b">Поточні попередні платежі та поточний нарахований дохід за винятком поточних договірних активів</td>
            </tr>
            <tr>
                <td class="pad3 b">Поточні попередні платежі</td>
            </tr>
            <tr>
                <td class="pad4">Поточні аванси постачальникам</td>
                <td class="td_cnt"><ix:nonFraction name="ifrs-full:CurrentAdvancesToSuppliers" contextRef="ctxt_2" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">11,345,713</ix:nonFraction></td>
                <td class="td_cnt"><ix:nonFraction name="ifrs-full:CurrentAdvancesToSuppliers" contextRef="ctxt_8" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">8,837,319</ix:nonFraction></td>
            </tr>
<tr>
                <td class="pad4 b">Загальна сума попередніх платежів</td>
                <td class="td_cnt b"><ix:nonFraction name="ifrs-full:CurrentPrepayments" contextRef="ctxt_2" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">11,345,713</ix:nonFraction></td>
                <td class="td_cnt b"><ix:nonFraction name="ifrs-full:CurrentPrepayments" contextRef="ctxt_8" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">8,837,319</ix:nonFraction></td>
            </tr>
<tr>
                <td class="pad3 b">Загальна сума поточних попередніх платежів та поточного нарахованого доходу за винятком поточних договірних активів</td>
                <td class="td_cnt b"><ix:nonFraction name="ifrs-full:CurrentPrepaymentsAndCurrentAccruedIncomeOtherThanCurrentContractAssets" contextRef="ctxt_2" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">11,345,713</ix:nonFraction></td>
                <td class="td_cnt b"><ix:nonFraction name="ifrs-full:CurrentPrepaymentsAndCurrentAccruedIncomeOtherThanCurrentContractAssets" contextRef="ctxt_8" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">8,837,319</ix:nonFraction></td>
            </tr>
            <tr>
                <td class="pad2">Поточна дебіторська заборгованість за податками за винятком податку на прибуток</td>
                <td class="td_cnt"><ix:nonFraction name="ifrs-full:CurrentReceivablesFromTaxesOtherThanIncomeTax" contextRef="ctxt_2" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">444,419</ix:nonFraction></td>
                <td class="td_cnt"><ix:nonFraction name="ifrs-full:CurrentReceivablesFromTaxesOtherThanIncomeTax" contextRef="ctxt_8" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">168,700</ix:nonFraction></td>
            </tr>
<tr>
                <td class="pad2">Інша поточна дебіторська заборгованість</td>
                <td class="td_cnt"><ix:nonFraction name="ifrs-full:OtherCurrentReceivables" contextRef="ctxt_2" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">880,692</ix:nonFraction></td>
                <td class="td_cnt"><ix:nonFraction name="ifrs-full:OtherCurrentReceivables" contextRef="ctxt_8" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">721,209</ix:nonFraction></td>
            </tr>
            <tr>
                <td class="pad2 b">Загальна сума торговельної та іншої поточної дебіторської заборгованості</td>
                <td class="td_cnt b"><ix:nonFraction name="ifrs-full:TradeAndOtherCurrentReceivables" contextRef="ctxt_2" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">33,319,770</ix:nonFraction></td>
                <td class="td_cnt b"><ix:nonFraction name="ifrs-full:TradeAndOtherCurrentReceivables" contextRef="ctxt_8" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">38,590,823</ix:nonFraction></td>
            </tr>
<tr>
                <td class="pad1 b">Класи поточних запасів</td>
            </tr>
<tr>
                <td class="pad2">Поточні запасні частини</td>
                <td class="td_cnt"><ix:nonFraction name="ifrs-full:SpareParts" contextRef="ctxt_2" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">209</ix:nonFraction></td>
                <td class="td_cnt"><ix:nonFraction name="ifrs-full:SpareParts" contextRef="ctxt_8" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">193</ix:nonFraction></td>
            </tr>
            <tr>
                <td class="pad2">Поточне паливо</td>
                <td class="td_cnt"><ix:nonFraction name="ifrs-full:CurrentFuel" contextRef="ctxt_2" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">334</ix:nonFraction></td>
                <td class="td_cnt"><ix:nonFraction name="ifrs-full:CurrentFuel" contextRef="ctxt_8" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">188</ix:nonFraction></td>
            </tr>
<tr>
                <td class="pad2">Інші поточні запаси</td>
                <td class="td_cnt"><ix:nonFraction name="ifrs-full:OtherInventories" contextRef="ctxt_2" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">1,360</ix:nonFraction></td>
                <td class="td_cnt"><ix:nonFraction name="ifrs-full:OtherInventories" contextRef="ctxt_8" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">1,288</ix:nonFraction></td>
            </tr>
            <tr>
                <td class="pad2 b">Загальна сума поточних запасів</td>
                <td class="td_cnt b"><ix:nonFraction name="ifrs-full:Inventories" contextRef="ctxt_2" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">1,903</ix:nonFraction></td>
                <td class="td_cnt b"><ix:nonFraction name="ifrs-full:Inventories" contextRef="ctxt_8" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">1,669</ix:nonFraction></td>
            </tr>
<tr>
                <td class="pad1 b">Грошові кошти та їх еквіваленти</td>
            </tr>
            <tr>
                <td class="pad2 b">Грошові кошти</td>
            </tr>
<tr>
                <td class="pad3">Залишки на рахунках в банках</td>
                <td class="td_cnt"><ix:nonFraction name="ifrs-full:BalancesWithBanks" contextRef="ctxt_2" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">764,756</ix:nonFraction></td>
                <td class="td_cnt"><ix:nonFraction name="ifrs-full:BalancesWithBanks" contextRef="ctxt_8" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">1,189,447</ix:nonFraction></td>
            </tr>
            <tr>
                <td class="pad3 b">Загальна сума грошових коштів</td>
                <td class="td_cnt b"><ix:nonFraction name="ifrs-full:Cash" contextRef="ctxt_2" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">764,756</ix:nonFraction></td>
                <td class="td_cnt b"><ix:nonFraction name="ifrs-full:Cash" contextRef="ctxt_8" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">1,189,447</ix:nonFraction></td>
            </tr>
<tr>
                <td class="pad2 b">Загальна сума грошових коштів та їх еквівалентів</td>
                <td class="td_cnt b"><ix:nonFraction name="ifrs-full:CashAndCashEquivalents" contextRef="ctxt_2" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">764,756</ix:nonFraction></td>
                <td class="td_cnt b"><ix:nonFraction name="ifrs-full:CashAndCashEquivalents" contextRef="ctxt_8" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">1,189,447</ix:nonFraction></td>
            </tr>
<tr>
                <td class="pad1 b">Класи інших забезпечень</td>
            </tr>
<tr>
                <td class="pad2 b">Забезпечення, пов'язане з судовим провадженням</td>
            </tr>
<tr>
                <td class="pad3">Поточне забезпечення на судові справи</td>
                <td class="td_cnt"><ix:nonFraction name="ifrs-full:ShorttermLegalProceedingsProvision" contextRef="ctxt_2" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">1,350,107</ix:nonFraction></td>
                <td class="td_cnt"><ix:nonFraction name="ifrs-full:ShorttermLegalProceedingsProvision" contextRef="ctxt_8" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">1,160,771</ix:nonFraction></td>
            </tr>
            <tr>
                <td class="pad3 b">Загальна сума забезпечень на судовий процес</td>
                <td class="td_cnt b"><ix:nonFraction name="ifrs-full:LegalProceedingsProvision" contextRef="ctxt_2" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">1,350,107</ix:nonFraction></td>
                <td class="td_cnt b"><ix:nonFraction name="ifrs-full:LegalProceedingsProvision" contextRef="ctxt_8" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">1,160,771</ix:nonFraction></td>
            </tr>
<tr>
                <td class="pad2 b">Різні інші забезпечення</td>
            </tr>
            <tr>
                <td class="pad3">Непоточні різні інші забезпечення</td>
                <td class="td_cnt"><ix:nonFraction name="ifrs-full:LongtermMiscellaneousOtherProvisions" contextRef="ctxt_2" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">27,713</ix:nonFraction></td>
                <td class="td_cnt"><ix:nonFraction name="ifrs-full:LongtermMiscellaneousOtherProvisions" contextRef="ctxt_8" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">14,922</ix:nonFraction></td>
            </tr>
<tr>
                <td class="pad3 b">Загальна сума різних інших забезпечень</td>
                <td class="td_cnt b"><ix:nonFraction name="ifrs-full:MiscellaneousOtherProvisions" contextRef="ctxt_2" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">27,713</ix:nonFraction></td>
                <td class="td_cnt b"><ix:nonFraction name="ifrs-full:MiscellaneousOtherProvisions" contextRef="ctxt_8" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">14,922</ix:nonFraction></td>
            </tr>
            <tr>
                <td class="pad2 b">Інше забезпечення</td>
            </tr>
            <tr>
                <td class="pad3">Інше непоточне забезпечення</td>
                <td class="td_cnt"><ix:nonFraction name="ifrs-full:OtherLongtermProvisions" contextRef="ctxt_2" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">27,713</ix:nonFraction></td>
                <td class="td_cnt"><ix:nonFraction name="ifrs-full:OtherLongtermProvisions" contextRef="ctxt_8" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">14,922</ix:nonFraction></td>
            </tr>
            <tr>
                <td class="pad3">Інші поточні забезпечення</td>
                <td class="td_cnt"><ix:nonFraction name="ifrs-full:OtherShorttermProvisions" contextRef="ctxt_2" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">1,350,107</ix:nonFraction></td>
                <td class="td_cnt"><ix:nonFraction name="ifrs-full:OtherShorttermProvisions" contextRef="ctxt_8" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">1,160,771</ix:nonFraction></td>
            </tr>
            <tr>
                <td class="pad3 b">Загальна сума інших забезпечень</td>
                <td class="td_cnt b"><ix:nonFraction name="ifrs-full:OtherProvisions" contextRef="ctxt_2" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">1,377,820</ix:nonFraction></td>
                <td class="td_cnt b"><ix:nonFraction name="ifrs-full:OtherProvisions" contextRef="ctxt_8" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">1,175,693</ix:nonFraction></td>
            </tr>
<tr>
                <td class="pad1 b">Торговельна та інша поточна кредиторська заборгованість</td>
            </tr>
            <tr>
                <td class="pad2">Поточна торговельна кредиторська заборгованість</td>
                <td class="td_cnt"><ix:nonFraction name="ifrs-full:TradeAndOtherCurrentPayablesToTradeSuppliers" contextRef="ctxt_2" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">23,703,157</ix:nonFraction></td>
                <td class="td_cnt"><ix:nonFraction name="ifrs-full:TradeAndOtherCurrentPayablesToTradeSuppliers" contextRef="ctxt_8" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">32,686,082</ix:nonFraction></td>
            </tr>
<tr>
                <td class="pad2 b">Поточні нарахування і поточний відстрочений дохід включно з поточними договірними зобов'язаннями</td>
            </tr>
			<tr>
                <td class="pad3 b">Поточний відстрочений дохід включно з поточними договірними зобов'язаннями</td>
            </tr>
			<tr>
                <td class="pad4 b">Поточні договірні зобов'язання</td>
            </tr>
            <tr>
                <td class="pad5">Поточні аванси отримані, що представляють поточні договірні зобов'язання за зобов'язаннями щодо виконання, виконаними у певний момент часу</td>
                <td class="td_cnt"><ix:nonFraction name="ifrs-full:CurrentAdvances" contextRef="ctxt_2" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">10,797,863</ix:nonFraction></td>
                <td class="td_cnt"><ix:nonFraction name="ifrs-full:CurrentAdvances" contextRef="ctxt_8" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">7,963,702</ix:nonFraction></td>
            </tr>
<tr>
                <td class="pad5 b">Загальна сума непоточних договірних зобов'язань</td>
                <td class="td_cnt"><ix:nonFraction name="ifrs-full:CurrentContractLiabilities" contextRef="ctxt_2" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">10,797,863</ix:nonFraction></td>
                <td class="td_cnt"><ix:nonFraction name="ifrs-full:CurrentContractLiabilities" contextRef="ctxt_8" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">7,963,702</ix:nonFraction></td>
            </tr>
<tr>
                <td class="pad4 b">Загальна сума поточного відстроченого доходу включно з поточними договірними зобов'язаннями</td>
                <td class="td_cnt"><ix:nonFraction name="ifrs-full:CurrentDeferredIncomeIncludingCurrentContractLiabilities" contextRef="ctxt_2" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">10,797,863</ix:nonFraction></td>
                <td class="td_cnt"><ix:nonFraction name="ifrs-full:CurrentDeferredIncomeIncludingCurrentContractLiabilities" contextRef="ctxt_8" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">7,963,702</ix:nonFraction></td>
            </tr>            
            <tr>
                <td class="pad3">Нарахування, класифіковані як поточні</td>
                <td class="td_cnt"><ix:nonFraction name="ifrs-full:AccrualsClassifiedAsCurrent" contextRef="ctxt_2" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">6,765</ix:nonFraction></td>
                <td class="td_cnt"><ix:nonFraction name="ifrs-full:AccrualsClassifiedAsCurrent" contextRef="ctxt_8" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">6,866</ix:nonFraction></td>
            </tr>
            <tr>
                <td class="pad4">Короткострокові нарахування за виплатами працівникам</td>
                <td class="td_cnt"><ix:nonFraction name="ifrs-full:ShorttermEmployeeBenefitsAccruals" contextRef="ctxt_2" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">6,765</ix:nonFraction></td>
                <td class="td_cnt"><ix:nonFraction name="ifrs-full:ShorttermEmployeeBenefitsAccruals" contextRef="ctxt_8" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">6,866</ix:nonFraction></td>
            </tr>
            <tr>
                <td class="pad3 b">Загальна сума поточних нарахувань і поточного відстроченого доходу включно з поточними договірними зобов'язаннями</td>
                <td class="td_cnt b"><ix:nonFraction name="ifrs-full:CurrentAccrualsAndCurrentDeferredIncomeIncludingCurrentContractLiabilities" contextRef="ctxt_2" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">10,804,628</ix:nonFraction></td>
                <td class="td_cnt b"><ix:nonFraction name="ifrs-full:CurrentAccrualsAndCurrentDeferredIncomeIncludingCurrentContractLiabilities" contextRef="ctxt_8" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">7,970,568</ix:nonFraction></td>
            </tr>
            <tr>
                <td class="pad2">Поточна кредиторська заборгованість за соціальним забезпеченням та податками за винятком податку на прибуток</td>
                <td class="td_cnt"><ix:nonFraction name="ifrs-full:CurrentPayablesOnSocialSecurityAndTaxesOtherThanIncomeTax" contextRef="ctxt_2" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">3,460</ix:nonFraction></td>
                <td class="td_cnt"><ix:nonFraction name="ifrs-full:CurrentPayablesOnSocialSecurityAndTaxesOtherThanIncomeTax" contextRef="ctxt_8" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">3,298</ix:nonFraction></td>
            </tr>
<tr>
                <td class="pad2 b">Загальна сума торговельної та іншої поточної кредиторської заборгованості</td>
                <td class="td_cnt b"><ix:nonFraction name="ifrs-full:TradeAndOtherCurrentPayables" contextRef="ctxt_2" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">34,511,245</ix:nonFraction></td>
                <td class="td_cnt b"><ix:nonFraction name="ifrs-full:TradeAndOtherCurrentPayables" contextRef="ctxt_8" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">40,659,948</ix:nonFraction></td>
            </tr>
            <tr>
                <td class="pad1 b">Торговельна та інша кредиторська заборгованість</td>
            </tr>
<tr>
                <td class="pad2 b">Нарахування і відстрочений дохід включно з договірними зобов'язаннями</td>
            </tr>
			<tr>
                <td class="pad3 b">Відстрочений дохід включно з договірними зобов'язаннями</td>
            </tr>
			<tr>
                <td class="pad4 b">Зобов'язання за договорами</td>
            </tr>
<tr>
                <td class="pad4">Відстрочений дохід за винятком договірних зобов'язань</td>
                <td class="td_cnt"><ix:nonFraction name="ifrs-full:DeferredIncomeOtherThanContractLiabilities" contextRef="ctxt_2" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">43</ix:nonFraction></td>
                <td class="td_cnt"><ix:nonFraction name="ifrs-full:DeferredIncomeOtherThanContractLiabilities" contextRef="ctxt_8" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">626</ix:nonFraction></td>
            </tr>
<tr>
                <td class="pad4 b">Загальна сума відстроченого доходу включно з договірними зобов'язаннями</td>
                <td class="td_cnt"><ix:nonFraction name="ifrs-full:DeferredIncomeIncludingContractLiabilities" contextRef="ctxt_2" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">43</ix:nonFraction></td>
                <td class="td_cnt"><ix:nonFraction name="ifrs-full:DeferredIncomeIncludingContractLiabilities" contextRef="ctxt_8" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">626</ix:nonFraction></td>
            </tr>
<tr>
                <td class="pad3 b">Загальна сума нарахувань і відстроченого доходу включно з договірними зобов'язаннями</td>
                <td class="td_cnt b"><ix:nonFraction name="ifrs-full:AccrualsAndDeferredIncomeIncludingContractLiabilities" contextRef="ctxt_2" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">43</ix:nonFraction></td>
                <td class="td_cnt b"><ix:nonFraction name="ifrs-full:AccrualsAndDeferredIncomeIncludingContractLiabilities" contextRef="ctxt_8" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">626</ix:nonFraction></td>
            </tr>
<tr>
                <td class="pad2 b">Загальна сума торговельної та іншої кредиторської заборгованості</td>
                <td class="td_cnt b"><ix:nonFraction name="ifrs-full:TradeAndOtherPayables" contextRef="ctxt_2" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">43</ix:nonFraction></td>
                <td class="td_cnt b"><ix:nonFraction name="ifrs-full:TradeAndOtherPayables" contextRef="ctxt_8" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">626</ix:nonFraction></td>
            </tr>
<tr>
                <td class="pad1 b">Статутний капітал</td>
            </tr>
            <tr>
                <td class="pad2">Статутний капітал, звичайні акції</td>
                <td class="td_cnt"><ix:nonFraction name="ifrs-full:IssuedCapitalOrdinaryShares" contextRef="ctxt_2" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">1</ix:nonFraction></td>
                <td class="td_cnt"><ix:nonFraction name="ifrs-full:IssuedCapitalOrdinaryShares" contextRef="ctxt_8" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">1</ix:nonFraction></td>
            </tr>
<tr>
                <td class="pad2 b">Загальна сума статутного капіталу</td>
                <td class="td_cnt"><ix:nonFraction name="ifrs-full:IssuedCapital" contextRef="ctxt_2" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">1</ix:nonFraction></td>
                <td class="td_cnt"><ix:nonFraction name="ifrs-full:IssuedCapital" contextRef="ctxt_8" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">1</ix:nonFraction></td>
            </tr>
			<tr>
                <td class="pad1 b">Нерозподілений прибуток</td>
            </tr>
            <tr>
                <td class="pad2">Нерозподілений прибуток, прибуток (збиток) за звітний період</td>
                <td class="td_cnt">(<ix:nonFraction name="ifrs-full:RetainedEarningsProfitLossForReportingPeriod" contextRef="ctxt_2" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3" sign = '-'>39,557</ix:nonFraction>)</td>
                <td class="td_cnt"><ix:nonFraction name="ifrs-full:RetainedEarningsProfitLossForReportingPeriod" contextRef="ctxt_8" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">1,550,997</ix:nonFraction></td>
            </tr>
            <tr>
                <td class="pad2">Нерозподілений прибуток, за винятком прибутку (збитку) за звітний період</td>
                <td class="td_cnt"><ix:nonFraction name="ifrs-full:RetainedEarningsExcludingProfitLossForReportingPeriod" contextRef="ctxt_2" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">92,921</ix:nonFraction></td>
                <td class="td_cnt">(<ix:nonFraction name="ifrs-full:RetainedEarningsExcludingProfitLossForReportingPeriod" contextRef="ctxt_8" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3" sign = '-'>1,458,076</ix:nonFraction>)</td>
            </tr>
            <tr>
                <td class="pad2 b">Загальна сума нерозподіленого прибутку</td>
                <td class="td_cnt"><ix:nonFraction name="ifrs-full:RetainedEarnings" contextRef="ctxt_2" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">53,364</ix:nonFraction></td>
                <td class="td_cnt"><ix:nonFraction name="ifrs-full:RetainedEarnings" contextRef="ctxt_8" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">92,921</ix:nonFraction></td>
            </tr>
			<tr>
                <td class="pad1 b">Накопичений інший сукупний дохід</td>
            </tr>
            <tr>
                <td class="pad2">Дооцінка</td>
                <td class="td_cnt"><ix:nonFraction name="ifrs-full:RevaluationSurplus" contextRef="ctxt_2" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">27,181</ix:nonFraction></td>
                <td class="td_cnt"><ix:nonFraction name="ifrs-full:RevaluationSurplus" contextRef="ctxt_8" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">38,245</ix:nonFraction></td>
            </tr>
<tr>
                <td class="pad2 b">Загальна сума накопиченого іншого сукупного доходу</td>
                <td class="td_cnt"><ix:nonFraction name="ifrs-full:AccumulatedOtherComprehensiveIncome" contextRef="ctxt_2" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">27,181</ix:nonFraction></td>
                <td class="td_cnt"><ix:nonFraction name="ifrs-full:AccumulatedOtherComprehensiveIncome" contextRef="ctxt_8" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">38,245</ix:nonFraction></td>
            </tr>			
            <tr>
                <td class="pad1 b">Різний власний капітал</td>
            </tr>
<tr>
                <td class="pad2">Додатковий сплачений капітал</td>
                <td class="td_cnt"><ix:nonFraction name="ifrs-full:AdditionalPaidinCapital" contextRef="ctxt_2" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">20,561</ix:nonFraction></td>
                <td class="td_cnt"><ix:nonFraction name="ifrs-full:AdditionalPaidinCapital" contextRef="ctxt_8" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">20,561</ix:nonFraction></td>
            </tr>
</tbody>
    </table>
</div>
</div>
<div class="rep_cnt">
    <div class="rep_name_pnl">
        <a id="r800200"><span class="rep_name">[800200] Примітки - Аналіз доходів та витрат</span></a>
    </div>
<div class="report_table">
    <table>
        <thead class="t_thead">
            <tr>
                <th colspan="3" class="tbl_name">Дохід від звичайної діяльності</th>
            </tr>
            <tr>
                <th colspan="3" class="scale">тис. грн</th>
            </tr>    
            <tr class="thead th_lvl1">
                <th></th>
                <th>Поточний звітний період</th>
                <th>Порівняльний звітний період</th>
            </tr>
        </thead>
        <tbody>
            <tr>
                <td class="pad2 b">Дохід від продажу товарів</td>
                <td class="td_cnt b"><ix:nonFraction name="ifrs-full:RevenueFromSaleOfGoods" contextRef="ctxt_1" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">40,035,636</ix:nonFraction></td>
                <td class="td_cnt b"><ix:nonFraction name="ifrs-full:RevenueFromSaleOfGoods" contextRef="ctxt_5" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">45,434,322</ix:nonFraction></td>
            </tr>
<tr>
                <td class="pad3">Дохід від продажу електроенергії</td>
                <td class="td_cnt"><ix:nonFraction name="ifrs-full:RevenueFromSaleOfElectricity" contextRef="ctxt_1" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">40,035,636</ix:nonFraction></td>
                <td class="td_cnt"><ix:nonFraction name="ifrs-full:RevenueFromSaleOfElectricity" contextRef="ctxt_5" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">45,434,322</ix:nonFraction></td>
            </tr>
<tr>
                <td class="pad2 b">Дохід від надання послуг</td>
                <td class="td_cnt b"><ix:nonFraction name="ifrs-full:RevenueFromRenderingOfServices" contextRef="ctxt_1" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">23,378,360</ix:nonFraction></td>
                <td class="td_cnt b"><ix:nonFraction name="ifrs-full:RevenueFromRenderingOfServices" contextRef="ctxt_5" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">21,528,878</ix:nonFraction></td>
            </tr>
<tr>
                <td class="pad2">Дохід від інших послуг</td>
                <td class="td_cnt"><ix:nonFraction name="ua_full_ifrs_core:RevenueFromOtherServices" contextRef="ctxt_1" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">23,378,360</ix:nonFraction></td>
                <td class="td_cnt"><ix:nonFraction name="ua_full_ifrs_core:RevenueFromOtherServices" contextRef="ctxt_5" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">21,528,878</ix:nonFraction></td>
            </tr>
<tr>
                <td class="pad2">Інший дохід від звичайної діяльності</td>
                <td class="td_cnt"><ix:nonFraction name="ifrs-full:OtherRevenue" contextRef="ctxt_1" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">316</ix:nonFraction></td>
                <td class="td_cnt"><ix:nonFraction name="ifrs-full:OtherRevenue" contextRef="ctxt_5" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">210</ix:nonFraction></td>
            </tr>
            <tr>
                <td class="pad2 b">Загальна сума доходу від звичайної діяльності</td>
                <td class="td_cnt b"><ix:nonFraction name="ifrs-full:Revenue" contextRef="ctxt_1" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">63,414,312</ix:nonFraction></td>
                <td class="td_cnt b"><ix:nonFraction name="ifrs-full:Revenue" contextRef="ctxt_5" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">66,963,410</ix:nonFraction></td>
            </tr>
        </tbody>
    </table>
</div>
<div class="report_table">
    <table>
        <thead class="t_thead">
            <tr>
                <th colspan="3" class="tbl_name">Суттєві доходи та витрати</th>
            </tr>
            <tr>
                <th colspan="3" class="scale">тис. грн</th>
            </tr>    
            <tr class="thead th_lvl1">
                <th></th>
                <th>Поточний звітний період</th>
                <th>Порівняльний звітний період</th>
            </tr>
        </thead>
        <tbody>
<tr>
                <td class="pad2">Фінансові доходи (витрати)</td>
                <td class="td_cnt">(<ix:nonFraction name="ifrs-full:FinanceIncomeCost" contextRef="ctxt_1" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3" sign = '-'>539</ix:nonFraction>)</td>
                <td class="td_cnt">(<ix:nonFraction name="ifrs-full:FinanceIncomeCost" contextRef="ctxt_5" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3" sign = '-'>541</ix:nonFraction>)</td>
            </tr>
<tr>
                <td class="pad2">Інші операційні доходи (витрати)</td>
                <td class="td_cnt"><ix:nonFraction name="ifrs-full:OtherOperatingIncomeExpense" contextRef="ctxt_1" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">2,951,193</ix:nonFraction></td>
                <td class="td_cnt"><ix:nonFraction name="ifrs-full:OtherOperatingIncomeExpense" contextRef="ctxt_5" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">3,121,076</ix:nonFraction></td>
            </tr>
            <tr>
                <td class="pad2">Різний інший операційний дохід</td>
                <td class="td_cnt"><ix:nonFraction name="ifrs-full:MiscellaneousOtherOperatingIncome" contextRef="ctxt_1" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">583</ix:nonFraction></td>
                <td class="td_cnt"><ix:nonFraction name="ifrs-full:MiscellaneousOtherOperatingIncome" contextRef="ctxt_5" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">498</ix:nonFraction></td>
            </tr>
            <tr>
                <td class="pad2">Різні інші операційні витрати</td>
                <td class="td_cnt"><ix:nonFraction name="ifrs-full:MiscellaneousOtherOperatingExpense" contextRef="ctxt_1" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">2,358,003</ix:nonFraction></td>
                <td class="td_cnt"><ix:nonFraction name="ifrs-full:MiscellaneousOtherOperatingExpense" contextRef="ctxt_5" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">1,161,112</ix:nonFraction></td>
            </tr>
            <tr>
                <td class="pad2 b">Витрати з продажу, загальні та адміністративні витрати</td>
            </tr>
            <tr>
                <td class="pad3">Витрати з продажу</td>
                <td class="td_cnt"><ix:nonFraction name="ifrs-full:SellingExpense" contextRef="ctxt_1" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">111,758</ix:nonFraction></td>
                <td class="td_cnt"><ix:nonFraction name="ifrs-full:SellingExpense" contextRef="ctxt_5" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">116,054</ix:nonFraction></td>
            </tr>
            <tr>
                <td class="pad3">Загальні та адміністративні витрати</td>
                <td class="td_cnt"><ix:nonFraction name="ifrs-full:GeneralAndAdministrativeExpense" contextRef="ctxt_1" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">258,955</ix:nonFraction></td>
                <td class="td_cnt"><ix:nonFraction name="ifrs-full:GeneralAndAdministrativeExpense" contextRef="ctxt_5" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">234,612</ix:nonFraction></td>
            </tr>
            <tr>
                <td class="pad3 b">Загальна сума витрат з продажу, загальних та адміністративних витрат</td>
                <td class="td_cnt b"><ix:nonFraction name="ifrs-full:SellingGeneralAndAdministrativeExpense" contextRef="ctxt_1" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">370,713</ix:nonFraction></td>
                <td class="td_cnt b"><ix:nonFraction name="ifrs-full:SellingGeneralAndAdministrativeExpense" contextRef="ctxt_5" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">350,666</ix:nonFraction></td>
            </tr>
</tbody>
    </table>
</div>
<div class="report_table">
    <table>
        <thead class="t_thead">
            <tr>
                <th colspan="3" class="tbl_name">Розкриття інформації про віднесення витрат за характером до їхньої функції</th>
            </tr>		
            <tr>
                <th colspan="3" class="scale">тис. грн</th>
            </tr>    
            <tr class="thead th_lvl1">
                <th></th>
                <th>Поточний звітний період</th>
                <th>Порівняльний звітний період</th>
            </tr>
        </thead>
        <tbody>
<tr>
                <td class="pad3 b">Витрати з продажу, загальні та адміністративні витрати</td>
            </tr>	
            <tr>
                <td class="pad4 b">Амортизаційні витрати матеріальних та нематеріальних активів </td>
            </tr>
            <tr>
                <td class="pad5">Амортизаційні витрати</td>
                <td class="td_cnt"><ix:nonFraction name="ifrs-full:DepreciationExpense" contextRef="ctxt_9193" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">24,207</ix:nonFraction></td>
                <td class="td_cnt"><ix:nonFraction name="ifrs-full:DepreciationExpense" contextRef="ctxt_9194" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">11,990</ix:nonFraction></td>
            </tr>
            <tr>
                <td class="pad5">Амортизаційні витрати</td>
                <td class="td_cnt"><ix:nonFraction name="ifrs-full:AmortisationExpense" contextRef="ctxt_9193" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">4,248</ix:nonFraction></td>
                <td class="td_cnt"><ix:nonFraction name="ifrs-full:AmortisationExpense" contextRef="ctxt_9194" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">2,301</ix:nonFraction></td>
            </tr>
            <tr>
                <td class="pad5 b">Загальна сума амортизаційних витрат</td>
                <td class="td_cnt b"><ix:nonFraction name="ifrs-full:DepreciationAndAmortisationExpense" contextRef="ctxt_9193" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">28,455</ix:nonFraction></td>
                <td class="td_cnt b"><ix:nonFraction name="ifrs-full:DepreciationAndAmortisationExpense" contextRef="ctxt_9194" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">14,291</ix:nonFraction></td>
            </tr>
        </tbody>
    </table>
</div>
<div class="report_table">
    <table>
        <thead class="t_thead">
            <tr>
                <th colspan="3" class="tbl_name">Податок на прибуток, що відноситься до компонентів іншого сукупного доходу</th>
            </tr>
            <tr>
                <th colspan="3" class="scale">тис. грн</th>
            </tr>    
            <tr class="thead th_lvl1">
                <th></th>
                <th>Поточний звітний період</th>
                <th>Порівняльний звітний період</th>
            </tr>
        </thead>
        <tbody>            
            <tr>
                <td class="pad2">Податок на прибуток, що відноситься до компонентів іншого сукупного доходу, які не будуть перекласифіковані у прибуток або збиток</td>
                <td class="td_cnt"><ix:nonFraction name="ifrs-full:IncomeTaxRelatingToComponentsOfOtherComprehensiveIncomeThatWillNotBeReclassifiedToProfitOrLoss" contextRef="ctxt_1" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">2,429</ix:nonFraction></td>
                <td class="td_cnt"><ix:nonFraction name="ifrs-full:IncomeTaxRelatingToComponentsOfOtherComprehensiveIncomeThatWillNotBeReclassifiedToProfitOrLoss" contextRef="ctxt_5" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">8,229</ix:nonFraction></td>
            </tr>
<tr>
                <td class="pad2 b">Сумарний податок на прибуток, що відноситься до компонентів іншого сукупного доходу</td>
                <td class="td_cnt b"><ix:nonFraction name="ifrs-full:IncomeTaxRelatingToComponentsOfOtherComprehensiveIncome" contextRef="ctxt_1" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">2,429</ix:nonFraction></td>
                <td class="td_cnt b"><ix:nonFraction name="ifrs-full:IncomeTaxRelatingToComponentsOfOtherComprehensiveIncome" contextRef="ctxt_5" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">8,229</ix:nonFraction></td>
            </tr>     
        </tbody>
    </table>
</div>
<div class="report_table">
    <table>
        <thead class="t_thead">
            <tr>
                <th colspan="3" class="tbl_name">Сукупний дохід від діяльності, що триває, та припиненої діяльності</th>
            </tr>
            <tr>
                <th colspan="3" class="scale">тис. грн</th>
            </tr>    
            <tr class="thead th_lvl1">
                <th></th>
                <th>Поточний звітний період</th>
                <th>Порівняльний звітний період</th>
            </tr>
        </thead>
        <tbody>            
            <tr>
                <td class="pad2">Сукупний дохід від діяльності, що триває</td>
                <td class="td_cnt"><ix:nonFraction name="ifrs-full:ComprehensiveIncomeFromContinuingOperations" contextRef="ctxt_1" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">124,213</ix:nonFraction></td>
                <td class="td_cnt"><ix:nonFraction name="ifrs-full:ComprehensiveIncomeFromContinuingOperations" contextRef="ctxt_5" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">1,595,172</ix:nonFraction></td>
            </tr>
<tr>
                <td class="pad2 b">Загальна сума сукупного доходу</td>
                <td class="td_cnt b"><ix:nonFraction name="ifrs-full:ComprehensiveIncome" contextRef="ctxt_1" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">124,213</ix:nonFraction></td>
                <td class="td_cnt b"><ix:nonFraction name="ifrs-full:ComprehensiveIncome" contextRef="ctxt_5" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">1,595,172</ix:nonFraction></td>
            </tr>     
        </tbody>
    </table>
</div>
</div>
<div class="rep_cnt">
    <div class="rep_name_pnl">
        <a id="r800500"><span class="rep_name">[800500] Примітки - Перелік приміток</span></a>
    </div>
    <div class="report_table">
        <table>
            <tr>
                <td class="pad0 b">Примітки та інша пояснювальна інформація</td>
            </tr>            
            <tr>
                <td class="pad1 b">Розкриття інформації про облікові судження та оцінки</td>
            </tr>
            <tr>
                <td class="pad1"><p><ix:nonNumeric name="ifrs-full:DisclosureOfAccountingJudgementsAndEstimatesExplanatory" contextRef="ctxt_1" escape="false"><h3 style="text-align:justify;text-indent:0pt;margin:6pt 0pt 6pt 0pt;page-break-after:avoid;page-break-inside:avoid;"><span style="color:#000000;font-size:11pt;font-weight:bold;">Суттєві оцінки та припущення</span></h3><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Підготовка фінансової звітності відповідно до МСФЗ вимагає від керівництва формування суджень, оцінок та припущень, які впливають на застосування облікової політики та на суми активів, зобов'язань, доходів і витрат, що відображаються у фінансовій звітності, а також на розкриття інформації про непередбачені активи і зобов'язання. Фактичні результати можуть відрізнятися від цих оцінок. Оцінки і пов'язані з ними припущення постійно переглядаються. Зміни бухгалтерських оцінок визнаються в тому періоді, в якому ці оцінки були переглянуті, а також у майбутніх періодах, якщо ці зміни здійснюють на них вплив. Далі представлена інформація про суттєві судження та оцінки при застосуванні облікової політики, які здійснюють найбільш значний вплив на суми, визнані у фінансових звітах, та можуть бути пов'язані зі значним ризиком істотних коригувань балансової вартості активів та зобов'язань у наступному фінансовому році.</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">&#160;</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;font-weight:bold;font-style:italic;">Очікувані кредитні збитки</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;">&#160;</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Нарахування резерву очікуваних кредитних збитків (сумнівних боргів) на підставі проведеної оцінки сумнівності дебіторської заборгованості (кредитного ризику або ризику дефолту (невиконання контрагентом зобов'язань) здійснюється на звітну дату. Така оцінка враховує платоспроможність окремих дебіторів, результати претензійно-позовної роботи щодо них, специфіку діяльності Підприємства.</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">&#160;</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;font-weight:bold;font-style:italic;">Забезпечення, умовні зобов'язання та умовні активи щодо судових позовів</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;font-weight:bold;font-style:italic;">&#160;</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Керівництво Підприємства застосовує істотні судження при оцінці й відображенні в обліку забезпечень і ризиків виникнення умовних зобов'язань, пов'язаних з існуючими судовими справами й іншими неврегульованими претензіями, які повинні бути врегульовані шляхом переговорів, посередництва або судового розгляду, а також інших умовних зобов'язань.</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">&#160;</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Судження потрібні при оцінці ймовірності виставлення претензії до Підприємства, а також при визначенні розміру остаточного розрахунку. Через невизначеність, властиву процесу оцінювання, фактичні витрати можуть відрізнятись від початкової оцінки. Ці оцінки можуть бути змінені, оскільки нова інформація стає доступною, переважно з внутрішніх оцінок. Перегляд таких оцінок може суттєво вплинути на майбутні операційні результати.</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">У процесі здійснення господарської діяльності підприємством на підставі рішень суду здійснюється нарахування та визнання доходів у вигляді штрафних санкцій, пені, неустойки, інфляційних втрат та інших компенсаційних платежів, що виникають відповідно до умов договорів та вимог законодавства. З урахуванням специфіки правозаставної та виконавчої практики, навіть після виграшу судової справи &#160;та/або отримання судового рішення на користь Підприємства зберігаються суттєві фактори невизначеності щодо фактичного отримання економічних вигід. Зокрема, на практиці існують значні ризики повного або часткового невиконання судових рішень &#160;чи істотного відтермінування їх виконання у зв'язку з можливістю подальшого судового оскарження, неплатожоспроможністю боржників, запровадженням мораторіїв, обмеженням у діяльності органів примусового виконання або іншими правовими та економічними чинниками. З огляду на зазначені обставини Підприємство у своїй обліковій політиці визначило, що до моменту фактичного надходження грошових коштів за результатами виграних судових спорів відсутня практично цілковита впевненість у надходженні відповідних економічних вигід. Відповідно, дохід та пов'язаний з ним актив не визнаються у фінансовій звітності до моменту фактичного отримання грошових коштів, в тому числі до дати &#160;затвердження &#160;фінансової звітності до випуску. Достовірне відображення економічної суті операцій, а саме визнання доходів за фактом надходження грошових коштів, забезпечує відображення економічних вигід у періоді, коли невизначеність щодо їх отримання фактично усунута, та відповідає принципу превалювання сутності над формою.</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">&#160;</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;font-weight:bold;font-style:italic;">Міркування щодо принципала чи агента</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;">&#160;</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Під час обліку доходів від реалізації електричної енергії та послуг існує значний простір для розсуду в оцінці статусу Підприємства в якості принципала або агента.</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Коли інша сторона бере участь у наданні товарів або послуг кінцевому клієнтові, керівництво розглядає питання про те, чи характер обіцянки є зобов'язанням щодо надання товару чи послуги самим Підприємством (Підприємство є принципалом) або дорученням іншій стороні надати товар чи послугу (Підприємство діє як агент).</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">При визначенні того, чи діє Підприємство в якості принципала або агента керівництво керується умовами договорів та регулятивними вимогами, які встановлюють права та обов'язки сторін та їх відповідальність за виконання договору. Серед іншого розглядаються наступні чинники:</span></p><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;">-</span> <span style="color:#000000;font-size:11pt;">хто несе основну відповідальність за виконання обіцянки надати вказаний товар чи послугу;</span><span style="color:#000000;"><br />-</span> <span style="color:#000000;font-size:11pt;">чи має Підприємство контроль над обіцяним товаром чи послугою до того, як він буде переданий клієнтові;</span><span style="color:#000000;"><br />-</span> <span style="color:#000000;font-size:11pt;">ступінь свободи дій Підприємства у встановленні ціни на вказаний товар чи послугу.</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Контроль над активом передбачає здатність визначати напрямки використання активу та отримувати практично всі вигоди від його використання; контроль включає в себе здатність перешкоджати іншим організаціям керувати використанням активу та отримувати вигоди від нього.</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Роблячи висновок щодо того, чи діє Підприємство як принципал чи агент, керівництво застосовує суттєві судження, оскільки різні чинники можуть бути більш або менш доречними для оцінки контролю залежно від характеру обіцянки, регуляторних умов та умов контракту. Оцінка того, чи діє Підприємство як принципал чи агент, впливає на те, чи подається дохід на валовій чи нетто-основі у фінансовій звітності.</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">&#160;</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;font-weight:bold;font-style:italic;">Оцінка справедливої вартості необоротних активів</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;">&#160;</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Підприємство в 2024 році змінило свою облікову політику щодо оцінки необоротних активів, основних засобів та нематеріальних активів на модель оцінки за переоціненою вартістю. Підприємство оцінює необоротні активи за переоціненою вартістю, і зміни їхньої справедливої вартості визнаються у складі іншого сукупного доходу. Підприємство залучило незалежного оцінювача з метою визначення справедливої вартості необоротних активів станом на 31 грудня 2024 року.</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">&#160;</span></p></ix:nonNumeric></p></td>
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                <td class="pad1 b">Розкриття інформації про грошові кошти та банківські залишки в центральних банках</td>
            </tr>
            <tr>
                <td class="pad1"><p><ix:nonNumeric name="ifrs-full:DisclosureOfCashAndBankBalancesAtCentralBanksExplanatory" contextRef="ctxt_1" escape="false"><h2 style="text-align:justify;text-indent:-14pt;margin:0pt 0pt 0pt 14pt;page-break-after:avoid;page-break-inside:avoid;"><span style="color:#000000;font-size:11pt;font-weight:bold;">Грошові кошти</span></h2><div style="border-top:none;border-right:none;border-bottom:1pt #000000 solid;border-left:none;padding:0pt 0pt 0pt 0pt;"><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">&#160;</span></p><table border="0" cellspacing="0" cellpadding="0" style="border-collapse:collapse;margin-left:-0.25pt;"><tr style="height:15.75pt;"><td valign="top" style="width:645.75pt;padding:0pt 5.4pt 0pt 5.4pt;border-top:none;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">&#160;</span></p></td><td valign="top" style="width:68.25pt;padding:0pt 5.4pt 0pt 5.4pt;border-top:none;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;font-weight:bold;">31.12.2025</span></p></td><td valign="top" style="width:272.25pt;padding:0pt 5.4pt 0pt 5.4pt;border-top:none;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;font-weight:bold;">&#160; &#160;&#160;31.12.2024</span></p></td></tr><tr><td valign="top" style="width:645.75pt;padding:0pt 5.4pt 0pt 5.4pt;border-top:none;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Поточний рахунок</span></p></td><td valign="top" style="width:68.25pt;padding:0pt 5.4pt 0pt 5.4pt;border-top:none;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">634 171</span></p></td><td valign="top" style="width:272.25pt;padding:0pt 5.4pt 0pt 5.4pt;border-top:none;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">866 472</span></p></td></tr><tr><td valign="top" style="width:645.75pt;padding:0pt 5.4pt 0pt 5.4pt;border-top:none;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Поточний спеціальний рахунок для сплати штрафних санкцій</span></p></td><td valign="top" style="width:68.25pt;padding:0pt 5.4pt 0pt 5.4pt;border-top:none;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">30 361</span></p></td><td valign="top" style="width:272.25pt;padding:0pt 5.4pt 0pt 5.4pt;border-top:none;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">122 222</span></p></td></tr><tr style="height:10.7pt;"><td valign="top" style="width:645.75pt;padding:0pt 5.4pt 0pt 5.4pt;border-top:none;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Поточний рахунок ЕСКРОУ</span></p></td><td valign="top" style="width:68.25pt;padding:0pt 5.4pt 0pt 5.4pt;border-top:none;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">32 354</span></p></td><td valign="top" style="width:272.25pt;padding:0pt 5.4pt 0pt 5.4pt;border-top:none;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">145 685</span></p></td></tr><tr><td valign="top" style="width:645.75pt;padding:0pt 5.4pt 0pt 5.4pt;border-top:none;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Поточний рахунок Спеціальний фонд</span></p></td><td valign="top" style="width:68.25pt;padding:0pt 5.4pt 0pt 5.4pt;border-top:none;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">27 713</span></p></td><td valign="top" style="width:272.25pt;padding:0pt 5.4pt 0pt 5.4pt;border-top:none;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">14 922</span></p></td></tr><tr><td valign="top" style="width:645.75pt;padding:0pt 5.4pt 0pt 5.4pt;border-top:none;border-right:none;border-bottom:1pt #000000 solid;border-left:none;"><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Поточний рахунок для обігу коштів на виконання спеціальних обов'язків із забезпечення загальносуспільних інтересів у процесі функціонування ринку електроенергії</span></p><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Окремий поточний рахунок із спеціальним</span></p><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">режимом використання для зарахування</span></p><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">страхових коштів &#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;</span></p></td><td valign="top" style="width:68.25pt;padding:0pt 5.4pt 0pt 5.4pt;border-top:none;border-right:none;border-bottom:1pt #000000 solid;border-left:none;"><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">40&#160;146</span></p><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">&#160;</span></p><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">11</span></p></td><td valign="top" style="width:272.25pt;padding:0pt 5.4pt 0pt 5.4pt;border-top:none;border-right:none;border-bottom:1pt #000000 solid;border-left:none;"><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">40&#160;146</span></p><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">&#160;</span></p><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">&#160;</span></p></td></tr><tr style="height:12.85pt;"><td valign="top" style="width:645.75pt;padding:0pt 5.4pt 0pt 5.4pt;border-top:1pt #000000 solid;border-right:none;border-bottom:1pt #000000 solid;border-left:none;"><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;font-weight:bold;">Всього</span></p></td><td valign="top" style="width:68.25pt;padding:0pt 5.4pt 0pt 5.4pt;border-top:1pt #000000 solid;border-right:none;border-bottom:1pt #000000 solid;border-left:none;"><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;font-weight:bold;">764 756</span></p></td><td valign="top" style="width:272.25pt;padding:0pt 5.4pt 0pt 5.4pt;border-top:1pt #000000 solid;border-right:none;border-bottom:1pt #000000 solid;border-left:none;"><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;font-weight:bold;">1 189 447</span></p><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;font-weight:bold;">&#160;</span></p></td></tr></table></div><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">&#160;</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Залишки грошових коштів Підприємства знаходяться на рахунках державних банків та оцінюються як фінансові активи з низьким кредитним ризиком. Керівництво Підприємства оцінило резерв кредитних збитків щодо залишків грошових коштів як несуттєвий.</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Поточний рахунок ЕСКРОУ - рахунок умовного зберігання, який використовується для здійснення учасниками ринку електричної енергії розрахунків за електричну енергію, яка реалізується на РДН та ВДР.</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">&#160;</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">У Звіті про рух грошових коштів операції по виконанню спеціальних обов'язків із забезпечення загальносуспільних інтересів у процесі функціонування ринку електричної енергії &#160;відображаються у складі руху коштів від операційної діяльності на валовій основі.</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;">&#160;</span></p></ix:nonNumeric></p></td>
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                <td class="pad1 b">Розкриття інформації про собівартість реалізації</td>
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                <td class="pad1"><p><ix:nonNumeric name="ifrs-full:DisclosureOfCostOfSalesExplanatory" contextRef="ctxt_1" escape="false"><h3 style="text-align:justify;text-indent:0pt;margin:6pt 0pt 6pt 0pt;page-break-after:avoid;page-break-inside:avoid;"><span style="color:#000000;font-size:11pt;font-weight:bold;">Собівартість реалізованої продукції (товарів, робіт, послуг)</span></h3><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Собівартість реалізованої продукції (товарів, робіт, послуг) представлена наступним чином:</span></p><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">&#160;</span></p><table border="0" cellspacing="0" cellpadding="0" style="border-collapse:collapse;"><tr><td valign="top" style="width:333.15pt;padding:0pt 1.4pt 0pt 1.4pt;border-top:none;border-right:none;border-bottom:1pt #000000 solid;border-left:none;"><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">&#160;</span></p></td><td valign="top" style="width:98.95pt;padding:0pt 1.4pt 0pt 1.4pt;border-top:none;border-right:none;border-bottom:1pt #000000 solid;border-left:none;"><p style="text-align:right;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;font-weight:bold;">2025</span></p></td><td valign="top" style="width:85.3pt;padding:0pt 1.4pt 0pt 1.4pt;border-top:none;border-right:none;border-bottom:1pt #000000 solid;border-left:none;"><p style="text-align:right;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;font-weight:bold;">2024</span></p></td></tr><tr><td valign="top" style="width:333.15pt;padding:0pt 1.4pt 0pt 1.4pt;border-top:1pt #000000 solid;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Купівля електричної енергії</span></p></td><td valign="top" style="width:98.95pt;padding:0pt 1.4pt 0pt 1.4pt;border-top:1pt #000000 solid;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:right;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;font-weight:bold;">63&#160;108 344</span></p></td><td valign="top" style="width:85.3pt;padding:0pt 1.4pt 0pt 1.4pt;border-top:1pt #000000 solid;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:right;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;font-weight:bold;">66&#160;324 312</span></p></td></tr><tr><td valign="top" style="width:333.15pt;padding:0pt 1.4pt 0pt 1.4pt;border-top:none;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 14pt;"><span style="color:#000000;font-size:11pt;font-style:italic;">в т. ч. виробленої з альтернативних джерел</span></p></td><td valign="top" style="width:98.95pt;padding:0pt 1.4pt 0pt 1.4pt;border-top:none;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:right;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;font-style:italic;">40&#160;450 839</span></p></td><td valign="top" style="width:85.3pt;padding:0pt 1.4pt 0pt 1.4pt;border-top:none;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:right;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;font-style:italic;">40&#160;676 532</span></p></td></tr><tr><td valign="top" style="width:333.15pt;padding:0pt 1.4pt 0pt 1.4pt;border-top:none;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 14pt;"><span style="color:#000000;font-size:11pt;font-style:italic;">в т. ч. з врегулювання небалансів</span></p></td><td valign="top" style="width:98.95pt;padding:0pt 1.4pt 0pt 1.4pt;border-top:none;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:right;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;font-style:italic;">1&#160;785 331</span></p></td><td valign="top" style="width:85.3pt;padding:0pt 1.4pt 0pt 1.4pt;border-top:none;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:right;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;font-style:italic;">2&#160;233 577</span></p></td></tr><tr><td valign="top" style="width:333.15pt;padding:0pt 1.4pt 0pt 1.4pt;border-top:none;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 14pt;"><span style="color:#000000;font-size:11pt;font-style:italic;">в т.ч у АТ "НАЕК "Енергоатом" та ПрАТ "Укргідроенерго"</span></p></td><td valign="top" style="width:98.95pt;padding:0pt 1.4pt 0pt 1.4pt;border-top:none;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:right;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;font-style:italic;">20&#160;636 828</span></p></td><td valign="top" style="width:85.3pt;padding:0pt 1.4pt 0pt 1.4pt;border-top:none;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:right;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;font-style:italic;">23&#160;162 022</span></p></td></tr><tr><td valign="top" style="width:333.15pt;padding:0pt 1.4pt 0pt 1.4pt;border-top:none;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 14pt;"><span style="color:#000000;font-size:11pt;font-style:italic;">інше</span></p></td><td valign="top" style="width:98.95pt;padding:0pt 1.4pt 0pt 1.4pt;border-top:none;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:right;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;font-style:italic;">235 346</span></p></td><td valign="top" style="width:85.3pt;padding:0pt 1.4pt 0pt 1.4pt;border-top:none;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:right;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;font-style:italic;">252 181</span></p></td></tr><tr style="height:1pt;"><td valign="top" style="width:333.15pt;padding:0pt 1.4pt 0pt 1.4pt;border-top:none;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Купівля послуги за механізмом ринкової премії</span></p></td><td valign="top" style="width:98.95pt;padding:0pt 1.4pt 0pt 1.4pt;border-top:none;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:right;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">380 806</span></p></td><td valign="top" style="width:85.3pt;padding:0pt 1.4pt 0pt 1.4pt;border-top:none;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:right;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">352 707</span></p></td></tr><tr style="height:1pt;"><td valign="top" style="width:333.15pt;padding:0pt 1.4pt 0pt 1.4pt;border-top:none;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Інше</span></p></td><td valign="top" style="width:98.95pt;padding:0pt 1.4pt 0pt 1.4pt;border-top:none;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:right;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">316</span></p></td><td valign="top" style="width:85.3pt;padding:0pt 1.4pt 0pt 1.4pt;border-top:none;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:right;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">213</span></p></td></tr><tr style="height:20.4pt;"><td valign="top" style="width:333.15pt;padding:0pt 1.4pt 0pt 1.4pt;border-top:1pt #000000 solid;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;font-weight:bold;">Всього собівартість реалізованої продукції (товарів, робіт, послуг)</span></p></td><td valign="top" style="width:98.95pt;padding:0pt 1.4pt 0pt 1.4pt;border-top:1pt #000000 solid;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:right;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;font-weight:bold;">63&#160;489 466</span></p></td><td valign="top" style="width:85.3pt;padding:0pt 1.4pt 0pt 1.4pt;border-top:1pt #000000 solid;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:right;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;font-weight:bold;">66&#160;677 232</span></p></td></tr></table><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;line-height:1.079167;"><span style="color:#000000;font-size:11pt;">&#160;</span></p><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;line-height:1.079167;"><span style="color:#000000;font-size:11pt;">Собівартість реалізованої продукції (товарів, робіт, послуг) в розрізі спеціальних обов'язків представлена наступним чином:</span></p><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;line-height:1.079167;"><span style="color:#000000;font-size:11pt;">&#160;</span><span style="color:#000000;"><br />-</span> <span style="color:#000000;font-size:11pt;">собівартість від виконання спеціальних обов'язків із забезпечення збільшення частки виробництва електроенергії з альтернативних джерел 42&#160;852&#160;638 тис. грн (за 2024 рік: 43&#160;515&#160;206 тис. грн)</span><span style="color:#000000;"><br />-</span> <span style="color:#000000;font-size:11pt;">собівартість від виконання спеціальних обов'язків із забезпечення загальносуспільних інтересів у процесі функціонування ринку електроенергії відсутня, оскільки в межах зобов'язань по виконанню спеціальних обов'язків із забезпечення загальносуспільних інтересів у процесі функціонування ринку електричної енергії Підприємство виступає агентом та визнає результати відповідних операцій у звіті про фінансові результати на нетто-основі</span><span style="color:#000000;"><br />-</span> <span style="color:#000000;font-size:11pt;">собівартість реалізованої електричної енергії на виконання Наказу № 132 за &#160;2025 рік 20&#160;636 828 тис. грн (за 2024 рік: 23&#160;162 026 тис. грн).</span></p><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">&#160;</span></p></ix:nonNumeric></p></td>
            </tr>
            <tr>
                <td class="pad1 b">Розкриття інформації про кредитний ризик</td>
            </tr>
            <tr>
                <td class="pad1"><p><ix:nonNumeric name="ifrs-full:DisclosureOfCreditRiskExplanatory" contextRef="ctxt_1" escape="false"><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-weight:bold;">Кредитний ризик</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;">&#160;</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;">Кредитний ризик - це ризик того, що контрагент не виконує своїх зобов'язань за фінансовими інструментами або за контрактом, що може призвести до фінансових збитків, і виникає даний ризик переважно у зв'язку з дебіторською заборгованістю Підприємств.</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;">&#160;</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;">Інформації стосовно дебіторської заборгованості за строками непогашення розкрита в підрозділі Розкриття інформації про торгівельну та іншу дебіторську заборгованість.</span></p></ix:nonNumeric></p></td>
            </tr>
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                <td class="pad1 b">Розкриття інформації про відстрочений дохід</td>
            </tr>
            <tr>
                <td class="pad1"><p><ix:nonNumeric name="ifrs-full:DisclosureOfDeferredIncomeExplanatory" contextRef="ctxt_1" escape="false"><h2 style="text-align:justify;text-indent:-14pt;margin:0pt 0pt 0pt 14pt;page-break-after:avoid;page-break-inside:avoid;"><span style="color:#000000;font-size:11pt;font-weight:bold;">Доходи майбутніх періодів</span></h2><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Станом на 31 грудня 2025 року доходи майбутніх періодів склали 43 тис. грн (на 31 грудня &#160;2024 року 626 тис. грн), які сформовані протягом 2020-2021 років за рахунок вартості безоплатно отриманих необоротних активів та товарно-матеріальних цінностей.</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">&#160;</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Частка визнаних доходів поточного періоду дорівнює амортизації відповідних необоротних активів та собівартості використаних запасів у звітному періоді на загальну суму 583 &#160;тис. грн (за 2024 рік на суму 498 тис. грн).</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">&#160;</span></p></ix:nonNumeric></p></td>
            </tr>
<tr>
                <td class="pad1 b">Розкриття інформації про витрати</td>
            </tr>
            <tr>
                <td class="pad1"><p><ix:nonNumeric name="ifrs-full:DisclosureOfExpensesExplanatory" contextRef="ctxt_1" escape="false"><h3 style="text-align:justify;text-indent:0pt;margin:6pt 0pt 6pt 0pt;page-break-after:avoid;page-break-inside:avoid;"><span style="color:#000000;font-size:11pt;font-weight:bold;">Адміністративні витрати</span></h3><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Адміністративні витрати представлені наступним чином:</span></p><table border="0" cellspacing="0" cellpadding="0" style="border-collapse:collapse;"><tr><td valign="top" style="width:290.6pt;padding:0pt 5.4pt 0pt 5.4pt;border-top:none;border-right:none;border-bottom:1pt #000000 solid;border-left:none;"><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">&#160;</span></p></td><td valign="top" style="width:127.35pt;padding:0pt 5.4pt 0pt 5.4pt;border-top:none;border-right:none;border-bottom:1pt #000000 solid;border-left:none;"><p style="text-align:right;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;font-weight:bold;">2025</span></p></td><td valign="top" style="width:99.45pt;padding:0pt 5.4pt 0pt 5.4pt;border-top:none;border-right:none;border-bottom:1pt #000000 solid;border-left:none;"><p style="text-align:right;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;font-weight:bold;">2024</span></p></td></tr><tr><td valign="top" style="width:290.6pt;padding:0pt 5.4pt 0pt 5.4pt;border-top:1pt #000000 solid;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Заробітна плата</span></p></td><td valign="top" style="width:127.35pt;padding:0pt 5.4pt 0pt 5.4pt;border-top:1pt #000000 solid;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:right;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">106 514</span></p></td><td valign="top" style="width:99.45pt;padding:0pt 5.4pt 0pt 5.4pt;border-top:1pt #000000 solid;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:right;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">96 869</span></p></td></tr><tr><td valign="top" style="width:290.6pt;padding:0pt 5.4pt 0pt 5.4pt;border-top:none;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Витрати на врегулювання спорів у судах</span></p></td><td valign="top" style="width:127.35pt;padding:0pt 5.4pt 0pt 5.4pt;border-top:none;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:right;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">94 568</span></p></td><td valign="top" style="width:99.45pt;padding:0pt 5.4pt 0pt 5.4pt;border-top:none;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:right;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">90 698</span></p></td></tr><tr><td valign="top" style="width:290.6pt;padding:0pt 5.4pt 0pt 5.4pt;border-top:none;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Витрати на соціальні заходи</span></p></td><td valign="top" style="width:127.35pt;padding:0pt 5.4pt 0pt 5.4pt;border-top:none;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:right;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">17 716</span></p></td><td valign="top" style="width:99.45pt;padding:0pt 5.4pt 0pt 5.4pt;border-top:none;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:right;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">14 807</span></p></td></tr><tr><td valign="top" style="width:290.6pt;padding:0pt 5.4pt 0pt 5.4pt;border-top:none;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Амортизація</span></p></td><td valign="top" style="width:127.35pt;padding:0pt 5.4pt 0pt 5.4pt;border-top:none;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:right;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">12 320</span></p></td><td valign="top" style="width:99.45pt;padding:0pt 5.4pt 0pt 5.4pt;border-top:none;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:right;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">7 240</span></p></td></tr><tr><td valign="top" style="width:290.6pt;padding:0pt 5.4pt 0pt 5.4pt;border-top:none;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Амортизація активу з права користування</span></p></td><td valign="top" style="width:127.35pt;padding:0pt 5.4pt 0pt 5.4pt;border-top:none;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:right;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">7 222</span></p></td><td valign="top" style="width:99.45pt;padding:0pt 5.4pt 0pt 5.4pt;border-top:none;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:right;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">6 513</span></p></td></tr><tr><td valign="top" style="width:290.6pt;padding:0pt 5.4pt 0pt 5.4pt;border-top:none;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Банківські витрати</span></p></td><td valign="top" style="width:127.35pt;padding:0pt 5.4pt 0pt 5.4pt;border-top:none;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:right;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">1 033</span></p></td><td valign="top" style="width:99.45pt;padding:0pt 5.4pt 0pt 5.4pt;border-top:none;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:right;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">941</span></p></td></tr><tr style="height:12.55pt;"><td valign="top" style="width:290.6pt;padding:0pt 5.4pt 0pt 5.4pt;border-top:none;border-right:none;border-bottom:1pt #000000 solid;border-left:none;"><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Інші загальні та адміністративні витрати</span></p></td><td valign="top" style="width:127.35pt;padding:0pt 5.4pt 0pt 5.4pt;border-top:none;border-right:none;border-bottom:1pt #000000 solid;border-left:none;"><p style="text-align:right;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">19 582</span></p></td><td valign="top" style="width:99.45pt;padding:0pt 5.4pt 0pt 5.4pt;border-top:none;border-right:none;border-bottom:1pt #000000 solid;border-left:none;"><p style="text-align:right;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">17 544</span></p></td></tr><tr><td valign="top" style="width:290.6pt;padding:0pt 5.4pt 0pt 5.4pt;border-top:1pt #000000 solid;border-right:none;border-bottom:1pt #000000 solid;border-left:none;"><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;font-weight:bold;">Всього адміністративні витрати</span></p></td><td valign="top" style="width:127.35pt;padding:0pt 5.4pt 0pt 5.4pt;border-top:1pt #000000 solid;border-right:none;border-bottom:1pt #000000 solid;border-left:none;"><p style="text-align:right;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;font-weight:bold;">258 955</span></p></td><td valign="top" style="width:99.45pt;padding:0pt 5.4pt 0pt 5.4pt;border-top:1pt #000000 solid;border-right:none;border-bottom:1pt #000000 solid;border-left:none;"><p style="text-align:right;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;font-weight:bold;">234 612</span></p></td></tr></table><h3 style="text-align:justify;text-indent:0pt;margin:6pt 0pt 6pt 0pt;page-break-after:avoid;page-break-inside:avoid;"><span style="color:#000000;font-size:11pt;font-weight:bold;">&#160;</span></h3><h3 style="text-align:justify;text-indent:0pt;margin:6pt 0pt 6pt 0pt;page-break-after:avoid;page-break-inside:avoid;"><span style="color:#000000;font-size:11pt;font-weight:bold;">Витрати на збут</span></h3><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Витрати з продажу представлені наступним чином:</span></p><table border="0" cellspacing="0" cellpadding="0" style="border-collapse:collapse;"><tr><td valign="top" style="width:290.6pt;padding:0pt 5.4pt 0pt 5.4pt;border-top:none;border-right:none;border-bottom:1pt #000000 solid;border-left:none;"><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">&#160;</span></p></td><td valign="top" style="width:127.35pt;padding:0pt 5.4pt 0pt 5.4pt;border-top:none;border-right:none;border-bottom:1pt #000000 solid;border-left:none;"><p style="text-align:right;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;font-weight:bold;">2025</span></p></td><td valign="top" style="width:99.45pt;padding:0pt 5.4pt 0pt 5.4pt;border-top:none;border-right:none;border-bottom:1pt #000000 solid;border-left:none;"><p style="text-align:right;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;font-weight:bold;">2024</span></p></td></tr><tr><td valign="top" style="width:290.6pt;padding:0pt 5.4pt 0pt 5.4pt;border-top:1pt #000000 solid;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Внесок на регулювання</span></p></td><td valign="top" style="width:127.35pt;padding:0pt 5.4pt 0pt 5.4pt;border-top:1pt #000000 solid;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:right;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">27 261</span></p></td><td valign="top" style="width:99.45pt;padding:0pt 5.4pt 0pt 5.4pt;border-top:1pt #000000 solid;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:right;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">39 147</span></p></td></tr><tr><td valign="top" style="width:290.6pt;padding:0pt 5.4pt 0pt 5.4pt;border-top:none;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Заробітна плата</span></p></td><td valign="top" style="width:127.35pt;padding:0pt 5.4pt 0pt 5.4pt;border-top:none;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:right;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">41 749</span></p></td><td valign="top" style="width:99.45pt;padding:0pt 5.4pt 0pt 5.4pt;border-top:none;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:right;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">37 809</span></p></td></tr><tr><td valign="top" style="width:290.6pt;padding:0pt 5.4pt 0pt 5.4pt;border-top:none;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Витрати на соціальні заходи</span></p></td><td valign="top" style="width:127.35pt;padding:0pt 5.4pt 0pt 5.4pt;border-top:none;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:right;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">9 174</span></p></td><td valign="top" style="width:99.45pt;padding:0pt 5.4pt 0pt 5.4pt;border-top:none;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:right;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">7 988</span></p></td></tr><tr><td valign="top" style="width:290.6pt;padding:0pt 5.4pt 0pt 5.4pt;border-top:none;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Амортизація</span></p></td><td valign="top" style="width:127.35pt;padding:0pt 5.4pt 0pt 5.4pt;border-top:none;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:right;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">8 913</span></p></td><td valign="top" style="width:99.45pt;padding:0pt 5.4pt 0pt 5.4pt;border-top:none;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:right;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">538</span></p></td></tr><tr><td valign="top" style="width:290.6pt;padding:0pt 5.4pt 0pt 5.4pt;border-top:none;border-right:none;border-bottom:1pt #000000 solid;border-left:none;"><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Інші витрати з продажу та реалізації</span></p></td><td valign="top" style="width:127.35pt;padding:0pt 5.4pt 0pt 5.4pt;border-top:none;border-right:none;border-bottom:1pt #000000 solid;border-left:none;"><p style="text-align:right;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">24 661</span></p></td><td valign="top" style="width:99.45pt;padding:0pt 5.4pt 0pt 5.4pt;border-top:none;border-right:none;border-bottom:1pt #000000 solid;border-left:none;"><p style="text-align:right;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">30 572</span></p></td></tr><tr style="height:10.35pt;"><td valign="top" style="width:290.6pt;padding:0pt 5.4pt 0pt 5.4pt;border-top:1pt #000000 solid;border-right:none;border-bottom:1pt #000000 solid;border-left:none;"><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;font-weight:bold;">Всього витрати з продажу та реалізації</span></p></td><td valign="top" style="width:127.35pt;padding:0pt 5.4pt 0pt 5.4pt;border-top:1pt #000000 solid;border-right:none;border-bottom:1pt #000000 solid;border-left:none;"><p style="text-align:right;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;font-weight:bold;">111 758</span></p></td><td valign="top" style="width:99.45pt;padding:0pt 5.4pt 0pt 5.4pt;border-top:1pt #000000 solid;border-right:none;border-bottom:1pt #000000 solid;border-left:none;"><p style="text-align:right;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;font-weight:bold;">116 054</span></p></td></tr></table><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">&#160;</span></p><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Внесок на регулювання нараховується та сплачується відповідно до постанови НКРЕКП від 06 квітня 2017 року № 491 "Про затвердження порядку розрахунку та встановлення ставки внесків на регулювання".</span></p><h3 style="text-align:justify;text-indent:0pt;margin:6pt 0pt 6pt 0pt;page-break-after:avoid;page-break-inside:avoid;"><span style="color:#000000;font-size:11pt;font-weight:bold;">&#160;</span></h3><h3 style="text-align:justify;text-indent:0pt;margin:6pt 0pt 6pt 0pt;page-break-after:avoid;page-break-inside:avoid;"><span style="color:#000000;font-size:11pt;font-weight:bold;">Інші витрати</span></h3><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Інші витрати представлені наступним чином:</span></p><table border="0" cellspacing="0" cellpadding="0" style="border-collapse:collapse;"><tr style="height:19.45pt;"><td valign="top" style="width:292.7pt;padding:0pt 5.4pt 0pt 5.4pt;border-top:none;border-right:none;border-bottom:1pt #000000 solid;border-left:none;"><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">&#160;</span></p></td><td valign="top" style="width:113.95pt;padding:0pt 5.4pt 0pt 5.4pt;border-top:none;border-right:none;border-bottom:1pt #000000 solid;border-left:none;"><p style="text-align:right;text-indent:0pt;margin:0pt 1pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;font-weight:bold;">2025</span></p></td><td valign="top" style="width:114.45pt;padding:0pt 5.4pt 0pt 5.4pt;border-top:none;border-right:none;border-bottom:1pt #000000 solid;border-left:none;"><p style="text-align:right;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;font-weight:bold;">&#160;2024</span></p></td></tr><tr style="height:16.4pt;"><td valign="top" style="width:292.7pt;padding:0pt 5.4pt 0pt 5.4pt;border-top:1pt #000000 solid;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Витрати на створення резерву забезпечень</span></p></td><td style="width:113.95pt;padding:0pt 5.4pt 0pt 5.4pt;border-top:1pt #000000 solid;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:right;text-indent:-18pt;margin:0pt 1pt 0pt 36pt;"><span style="color:#000000;font-size:11pt;">1&#160;969 555</span></p></td><td style="width:114.45pt;padding:0pt 5.4pt 0pt 5.4pt;border-top:1pt #000000 solid;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:right;text-indent:-18pt;margin:0pt 1pt 0pt 36pt;"><span style="color:#000000;font-size:11pt;">1&#160;104 437</span></p></td></tr><tr style="height:24pt;"><td valign="top" style="width:292.7pt;padding:0pt 5.4pt 0pt 5.4pt;border-top:none;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Витрати на виконавчі провадження</span></p></td><td style="width:113.95pt;padding:0pt 5.4pt 0pt 5.4pt;border-top:none;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:right;text-indent:0pt;margin:0pt 1pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">116 925</span></p></td><td style="width:114.45pt;padding:0pt 5.4pt 0pt 5.4pt;border-top:none;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:right;text-indent:0pt;margin:0pt 1pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">52 738</span></p></td></tr><tr style="height:34.5pt;"><td valign="top" style="width:292.7pt;padding:0pt 5.4pt 0pt 5.4pt;border-top:none;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Витрати на створення резерву очікуваних кредитних збитків</span></p></td><td valign="top" style="width:113.95pt;padding:0pt 5.4pt 0pt 5.4pt;border-top:none;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:right;text-indent:0pt;margin:0pt 1pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">11 888</span></p><p style="text-align:right;text-indent:0pt;margin:0pt 1pt 0pt 0pt;"><span style="color:#000000;">&#160;</span></p><p style="text-align:right;text-indent:0pt;margin:0pt 1pt 0pt 0pt;"><span style="color:#000000;">&#160;</span></p></td><td valign="top" style="width:114.45pt;padding:0pt 5.4pt 0pt 5.4pt;border-top:none;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:right;text-indent:0pt;margin:0pt 1pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">1032</span></p></td></tr><tr style="height:4.95pt;"><td valign="top" style="width:292.7pt;padding:0pt 5.4pt 0pt 5.4pt;border-top:none;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Витрати на створення резерву під знецінення авансів виданих</span></p></td><td style="width:113.95pt;padding:0pt 5.4pt 0pt 5.4pt;border-top:none;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:right;text-indent:0pt;margin:0pt 1pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">254 331</span></p></td><td style="width:114.45pt;padding:0pt 5.4pt 0pt 5.4pt;border-top:none;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:right;text-indent:0pt;margin:0pt 1pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">&#160;</span></p></td></tr><tr style="height:3.65pt;"><td valign="top" style="width:292.7pt;padding:0pt 5.4pt 0pt 5.4pt;border-top:none;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Одноразові премії, лікарняні та інші виплати згідно з Колективним договором</span></p></td><td style="width:113.95pt;padding:0pt 5.4pt 0pt 5.4pt;border-top:none;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:right;text-indent:0pt;margin:0pt 1pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">1 783</span></p></td><td style="width:114.45pt;padding:0pt 5.4pt 0pt 5.4pt;border-top:none;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:right;text-indent:0pt;margin:0pt 1pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">1 194</span></p></td></tr><tr style="height:3.65pt;"><td valign="top" style="width:292.7pt;padding:0pt 5.4pt 0pt 5.4pt;border-top:none;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Відрахування профспілковій організації</span></p></td><td valign="top" style="width:113.95pt;padding:0pt 5.4pt 0pt 5.4pt;border-top:none;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:right;text-indent:0pt;margin:0pt 1pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">551</span></p></td><td style="width:114.45pt;padding:0pt 5.4pt 0pt 5.4pt;border-top:none;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:right;text-indent:0pt;margin:0pt 1pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">467</span></p></td></tr><tr style="height:3.65pt;"><td valign="top" style="width:292.7pt;padding:0pt 5.4pt 0pt 5.4pt;border-top:none;border-right:none;border-bottom:1pt #000000 solid;border-left:none;"><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Інші витрати</span></p></td><td style="width:113.95pt;padding:0pt 5.4pt 0pt 5.4pt;border-top:none;border-right:none;border-bottom:1pt #000000 solid;border-left:none;"><p style="text-align:right;text-indent:0pt;margin:0pt 1pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">2 970</span></p></td><td valign="top" style="width:114.45pt;padding:0pt 5.4pt 0pt 5.4pt;border-top:none;border-right:none;border-bottom:1pt #000000 solid;border-left:none;"><p style="text-align:right;text-indent:0pt;margin:0pt 1pt 0pt 0pt;"><span style="color:#000000;">1 244</span></p></td></tr><tr style="height:19.45pt;"><td valign="top" style="width:292.7pt;padding:0pt 5.4pt 0pt 5.4pt;border-top:1pt #000000 solid;border-right:none;border-bottom:1pt #000000 solid;border-left:none;"><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;font-weight:bold;">Всього інші витрати</span></p></td><td valign="top" style="width:113.95pt;padding:0pt 5.4pt 0pt 5.4pt;border-top:1pt #000000 solid;border-right:none;border-bottom:1pt #000000 solid;border-left:none;"><p style="text-align:right;text-indent:0pt;margin:0pt 1pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;font-weight:bold;">2&#160;358 003</span></p></td><td valign="top" style="width:114.45pt;padding:0pt 5.4pt 0pt 5.4pt;border-top:1pt #000000 solid;border-right:none;border-bottom:1pt #000000 solid;border-left:none;"><p style="text-align:right;text-indent:0pt;margin:0pt 1pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;font-weight:bold;">1 161 112</span></p></td></tr></table><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;">&#160;</span></p></ix:nonNumeric></p></td>
            </tr>
<tr>
                <td class="pad1 b">Розкриття інформації про фінансові витрати</td>
            </tr>
            <tr>
                <td class="pad1"><p><ix:nonNumeric name="ifrs-full:DisclosureOfFinanceCostExplanatory" contextRef="ctxt_1" escape="false"><h3 style="text-align:justify;text-indent:0pt;margin:6pt 0pt 6pt 0pt;page-break-after:avoid;page-break-inside:avoid;"><span style="color:#000000;font-size:11pt;font-weight:bold;">Фінансові витрати</span> <span style="color:#000000;font-size:11pt;font-weight:bold;">&#160;&#160;&#160;</span></h3><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">У звітному періоді нараховано фінансові витрати від дисконтування зобов'язання з оренди у сумі 539 тис. грн (за 2024 рік: 541 тис. грн).</span></p><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">&#160;</span></p></ix:nonNumeric></p></td>
            </tr>
<tr>
                <td class="pad1 b">Розкриття інформації про безперервність діяльності</td>
            </tr>
            <tr>
                <td class="pad1"><p><ix:nonNumeric name="ifrs-full:DisclosureOfGoingConcernExplanatory" contextRef="ctxt_1" escape="false"><h2 style="text-align:justify;text-indent:-14pt;margin:0pt 0pt 0pt 14pt;page-break-after:avoid;page-break-inside:avoid;"><span style="color:#000000;font-size:11pt;font-weight:bold;">Основа підготовки, операційне середовище та безперервність діяльності</span></h2><p style="text-align:justify;text-indent:0pt;margin:6pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Підприємство здійснює свою діяльність в Україні. Починаючи з 24 лютого 2022 року, країна продовжує зазнавати масштабного впливу повномасштабної війни, розв'язаної РФ. Безпекова ситуація залишається складною, оскільки бойові дії тривають у східних та південних регіонах, а також мають місце регулярні ракетні атаки на цивільну та промислову інфраструктуру по всій території України.</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Воєнний стан, запроваджений з метою відсічі російській агресії, продовжує діяти станом на дату затвердження цієї фінансової звітності. І хоча українська економіка демонструє часткове відновлення порівняно з різким падінням у 2022 році, зберігаються високі ризики та невизначеність для суб'єктів господарювання.</span></p><p style="text-align:justify;text-indent:0pt;margin:6pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">За оцінками Національного банку України у 2025 році реальний ВВП України зріс на 1,8%. Зниження прогнозу з попередніх показників пов'язане з ускладненням ситуації в енергосекторі, руйнуванням логістики та високими безпековими ризиками, що стримували економічну активність. Для порівняння, за даними Міністерства економіки України у 2024 році економіка України зросла на 2,9% порівняно з 2023 роком.</span></p><p style="text-align:justify;text-indent:0pt;margin:6pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">У 2025 році Національний банк України (НБУ) переглядав облікову ставку з урахуванням макроекономічних умов та інфляційних ризиків. Зокрема, упродовж року облікову ставку було підвищено з 14,5% до 15,5% та надалі утримувано на цьому рівні. В січні 2026 року НБУ оголосив про пом?якшення процентної політики і зниження ставки до 15%, ураховуючи стійке зниження інфляційного тиску та зменшення ризиків, пов'язаних із зовнішнім фінансуванням.</span></p><p style="text-align:justify;text-indent:0pt;margin:6pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">У 2025 році НБУ продовжив режим керованої гнучкості обмінного курсу та здійснював подальші кроки з пом'якшення окремих валютних обмежень. Згідно з даними НБУ, офіційний курс гривні до долара на початок 2025 року становив 42,04 грн/дол. США, а на кінець року - 42,39 грн/дол. США. Курс до євро зріс із 43,93 грн/євро до 49,86 грн/євро на 31 грудня.</span></p><p style="text-align:justify;text-indent:0pt;margin:6pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">За оцінками рейтингових агентств, у другому півріччі 2025 року Fitch Ratings підтвердило довгостроковий рейтинг України (в іноземній/національній валюті) на рівні "C"/"RD"/"CC"/SD (залежно від періодів та характеристик боргових зобов'язань), що свідчить про високі кредитні ризики та обмежений дефолт. Standard &#38; Poor's у 2025 році оцінювало довгостроковий рейтинг України в іноземній валюті переважно на рівні "CC"/"SD", з огляду на нестабільність і тривалі воєнні дії.</span></p><p style="text-align:justify;text-indent:0pt;margin:6pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Основними чинниками, що стримують економіку, й надалі залишаються наслідки війни: руйнування критичної інфраструктури, виробництв, а також брак працівників на підприємствах через міграційні та мобілізаційні процеси. Попри такі складнощі, Національний банк України очікує, що у 2025 -2027 роках економіка зростатиме приблизно на 2% щорічно.</span></p><p style="text-align:justify;text-indent:0pt;margin:6pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Згідно з січневим інфляційним звітом Національного банку України очікується, що наприкінці &#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;2026 року &#160;інфляція сповільниться до 7,5 % з 8% у 2025 році, а у 2027 році знизиться до цілі - 6%. Цьому, зокрема, сприятимуть заходи процентної та валютно-курсової політики НБУ, а також нормалізація ситуації на ринку праці. Завдяки значній міжнародній підтримці, а також високому рівню адаптивності бізнесу та населення до умов війни економіка України й надалі відновлюється.</span></p><p style="text-align:justify;text-indent:0pt;margin:6pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Водночас Україна продовжувала отримувати міжнародну фінансову підтримку. Зокрема, Європейський Союз продовжив надавати фінансову допомогу і бюджетну підтримку Україні, у т.ч. в межах механізмів макрофінансової допомоги.</span></p><p style="text-align:justify;text-indent:0pt;margin:6pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Стабілізація економіки України у найближчому майбутньому залежить від термінів закінчення воєнних дій та заходів, яких вживає Уряд, забезпечення безперервної фінансової підтримки України з боку міжнародних донорів та міжнародних фінансових установ, рішення уряду та центрального банку щодо грошово-кредитної і фіскальної політики, що впливають на інфляцію, реструктуризація державного боргу, умови співпраці з міжнародними фінансовими організаціями та вплив на платоспроможність держави й на макроекономічну стабільність в цілому.</span></p><p style="text-align:justify;text-indent:0pt;margin:6pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">При складанні цієї фінансової звітності враховувалися відомі та оцінювані результати вищезазначених подій на фінансовий стан і результати діяльності Підприємства у звітному періоді.</span></p><p style="text-align:justify;text-indent:0pt;margin:6pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">&#160;</span></p><h3 style="text-align:justify;text-indent:0pt;margin:6pt 0pt 6pt 0pt;page-break-after:avoid;page-break-inside:avoid;"><span style="color:#000000;font-size:11pt;font-weight:bold;">Здатність Підприємства продовжувати діяльність на безперервній основі</span></h3><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Фінансова звітність складена за припущення щодо безперервності діяльності Підприємства, що передбачає реалізацію активів та погашення зобов'язань під час звичайної господарської діяльності. Фінансова звітність не містить будь-яких коригувань для відображення можливих майбутніх наслідків щодо відшкодування та класифікації відображених сум активів або сум та класифікації зобов'язань, які можуть виникнути в результаті такої невизначеності.</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">2 лютого 2024 року Кабінет Міністрів України ухвалив розпорядження № 74-р щодо початку процедури перетворення державного підприємства "Гарантований покупець" в акціонерне товариство, 100% акцій у статутному капіталі якого належать державі та не підлягають приватизації.</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">27 грудня 2024 року Кабінет Міністрів України ухвалив розпорядження &#160;№ 1328-р "Про внесення змін до деяких розпоряджень Кабінету Міністрів України щодо перетворення державного підприємства "Гарантований покупець" в акціонерне товариство, 100 відсотків акцій якого належать державі".</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Корпоратизація гарантованого покупця надасть можливість безпосередньо залучати кошти для "зелених" проектів, покращить операційні та фінансові результати Підприємства.</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Оскільки акціонерне товариство буде правонаступником за всіма правами та зобов'язаннями Підприємства та буде продовжувати здійснювати торгові операції, керівництво вважає, що використання припущення щодо здатності Підприємства продовжувати свою діяльність на безперервній основі є адекватним.</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;">&#160;</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;font-style:italic;">Суттєва невизначеність, що стосується безперервності діяльності.</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;font-style:italic;">&#160;</span></p><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Станом на 31 грудня 2025 року поточні поточні зобов'язання Підприємства перевищували його оборотні активи на 235&#160;939 тис. грн, як зазначено у розділах Розкриття інформації про торгівельну та іншу дебіторську заборгованість та Розкриття інформації про торгівельну та іншу кредиторську заборгованість, станом на звітну дату у Підприємства є суттєва сума непогашеної в строк дебіторської та кредиторської заборгованості</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;">&#160;</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Враховуючи повномасштабне військове вторгнення в Україну, та як наслідок запровадження воєнного стану в країні з відповідним введенням тимчасових обмежень, що впливають на економічне середовище, Підприємство зробило оцінку припущення щодо безперервності діяльності, на основі якого була підготовлена фінансова звітність.</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Щоб проаналізувати вплив ризиків, пов'язаних із війною та поточною ситуацією на ринку електроенергії, та оцінити здатність Підприємства продовжувати свою діяльність на безперервній основі, керівництво підготувало актуалізований фінансовий прогноз на період до 30 червня 2027 року, який показує, що Підприємство має достатні чисті грошові надходження та здатне виконувати свої зобов'язання в осяжному майбутньому.</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Прогноз зроблено з використанням принципу розумної обережності на основі даних, наявних на дату затвердження фінансової звітності, виходячи із оцінок керівництва щодо найбільш вірогідних сценаріїв розвитку подій та наступних припущень та заходів, які були реалізовані або плануються на підставі наступного:</span></p><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;"><br />-</span> <span style="color:#000000;font-size:11pt;">прогнозного балансу електричної енергії на 2026 рік, затвердженого Міненерго;</span><span style="color:#000000;"><br />-</span> <span style="color:#000000;font-size:11pt;">прогнозу щодо споживання електричної енергії побутовими споживачами;</span><span style="color:#000000;"><br />-</span> <span style="color:#000000;font-size:11pt;">цін купівлі електроенергії у виробників електричної енергії з альтернативних джерел енергії (далі - ВАД) з урахуванням затвердженого Регулятором тарифу та прогнозу курсу долара відповідно до Закону України "Про Державний бюджет України на 2026 рік";</span><span style="color:#000000;"><br />-</span> <span style="color:#000000;font-size:11pt;">фактичних цін купівлі-продажу електричної енергії на організованих сегментах ринку та як врегулювання небалансів, відсотків продажу електроенергії ВАД на різних сегментах з початку дії особливого стану в Україні;</span><span style="color:#000000;"><br />-</span> <span style="color:#000000;font-size:11pt;">діючих на дату складання прогнозу законів України, постанов Кабінету Міністрів України, постанов НКРЕКП, наказів Міністерства енергетики України;</span><span style="color:#000000;"><br />-</span> <span style="color:#000000;font-size:11pt;">інших даних, наявних на дату складання прогнозу.</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Прогноз будується виходячи з наступних припущень та заходів, які були реалізовані або очікуються:</span></p><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;"><br />-</span> <span style="color:#000000;font-size:11pt;">в частині виконання спеціальних обов'язків із забезпечення доступності електричної енергії для побутових споживачів (ПСО):</span><span style="color:#000000;"><br />-</span> <span style="color:#000000;font-size:11pt;">спрямування всіх отриманих від АТ "НАЕК "Енергоатом" та ПрАТ "Укргідроенерго" коштів на оплату послуг із забезпечення доступності електроенергії для побутових споживачів, наданих постачальниками універсальних послуг;</span><span style="color:#000000;"><br />-</span> <span style="color:#000000;font-size:11pt;">на період прогнозу формування цін на електричну енергію на РДН/ВДР та цін врегулювання небалансів відповідно до діючих нормативних документів;</span><span style="color:#000000;"><br />-</span> <span style="color:#000000;font-size:11pt;">на період прогнозу використання затверджених НКРЕКП тарифів на передачу, розподіл електричної енергії та на послуги постачальників універсальних послуг;</span><span style="color:#000000;"><br />-</span> <span style="color:#000000;font-size:11pt;">в частині виконання спеціальних обов'язків із забезпечення збільшення частки виробництва електричної енергії з альтернативних джерел енергії:</span><span style="color:#000000;"><br />-</span> <span style="color:#000000;font-size:11pt;">середній курс долара США (НБУ), який впливає на рівень тарифів купівлі електроенергії ВАД, на рівні 44,8 грн/$ протягом прогнозного періоду відповідно до закону про Державний бюджет України на 2026 рік;</span><span style="color:#000000;"><br />-</span> <span style="color:#000000;font-size:11pt;">повне виконання поточних зобов'язань АТ "НАЕК "Енергоатом", ПрАТ "Укргідроенерго", НЕК "Укренерго" за послугу;</span><span style="color:#000000;"><br />-</span> <span style="color:#000000;font-size:11pt;">врегулювання дебіторської та кредиторської заборгованості з урахуванням очікуваних джерел її погашення.</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">&#160;За оцінкою керівництва очікувані грошові потоки від операційної діяльності за період до кінця першого півріччя 2027 року, є достатніми для виконання Підприємством своїх зобов'язань перед кредиторами та забезпечення покладених на нього спеціальних обов'язків.</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Керівництво Підприємства вживає всіх належних заходів для мінімізації впливу військової агресії РФ щодо України на фінансово-господарську діяльність та персонал. Станом на дату затвердження цієї фінансової звітності Підприємство не має випадків пошкодження, знищення або втрати контролю над активами чи обладнанням. Підприємство не має суттєвих труднощів із трудовим капіталом, включаючи управлінський персонал, та безперебійністю операційних процесів, проте не може передбачити хід міграційних та мобілізаційних процесів у майбутньому.</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Беручи до уваги, що розвиток відновлювальної енергетики є одним з пріоритетів державної політики в електроенергетичному комплексі та інструментом гарантування енергетичної безпеки і незалежності України, а Підприємство створено з метою забезпечення загальносуспільних інтересів та виконання гарантій держави щодо купівлі всієї електричної енергії, виробленої на об'єктах електроенергетики, що використовують альтернативні джерела енергії, державні органи та керівництво Підприємства проводять всі необхідні заходи&#160; щодо врегулювання проблемних питань, які склалися на ринку електричної енергії, зокрема щодо погашення заборгованості та сталого функціонування &#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;ДП "Гарантований покупець".</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Через невизначений вплив майбутнього розвитку військового вторгнення на основі вищезгаданих суттєвих припущень, що лежать в основі прогнозів, та існуючої кризи неплатежів в енергетичному секторі, керівництво визнає, що майбутній розвиток подій є джерелом суттєвої невизначеності, яка може викликати значні сумніви щодо здатності Підприємства продовжувати свою діяльність на безперервній основі. Але, як зазначалось вище, Підприємство вживає всіх необхідних заходів для мінімізації впливу зазначених подій на діяльність ДП "Гарантований покупець", і тому вважає, що застосування припущення про безперервність діяльності Підприємства для складання цієї звітності є доцільним.</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Подальша нестабільність загальних умов здійснення діяльності в Україні може спричинити негативний вплив на фінансовий стан Підприємства, характер та наслідки якого на поточний момент визначити неможливо. Ця фінансова звітність відображає поточну оцінку управлінського персоналу щодо впливу умов здійснення діяльності в Україні на операційну діяльність та фінансовий стан Підприємства. Майбутні умови здійснення діяльності можуть відрізнятися від оцінки управлінського персоналу.</span></p><p style="text-align:justify;text-indent:0pt;margin:6pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">&#160;</span></p></ix:nonNumeric></p></td>
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                <td class="pad1 b">Розкриття інформації про статутний капітал</td>
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                <td class="pad1"><p><ix:nonNumeric name="ifrs-full:DisclosureOfIssuedCapitalExplanatory" contextRef="ctxt_1" escape="false"><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Підприємство засновано на державній власності, функції з управління якого виконує Кабінет Міністрів України, 100% статутного капіталу ДП "Гарантований покупець" належить державі.</span></p><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">&#160;</span></p><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Станом на 31 грудня 2025 року статутний капітал Підприємства становить 1 тис. грн, змін в статутному капіталі протягом звітного періоду не відбувалося.</span></p><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">&#160;</span></p></ix:nonNumeric></p></td>
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                <td class="pad1 b">Розкриття інформації про ризик ліквідності</td>
            </tr>
            <tr>
                <td class="pad1"><p><ix:nonNumeric name="ifrs-full:DisclosureOfLiquidityRiskExplanatory" contextRef="ctxt_1" escape="false"><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-weight:bold;">Ризик ліквідності</span></p><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-weight:bold;">&#160;</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;">Ризик ліквідності являє собою ризик того, що Підприємство не зможе виконувати свої зобов'язання по мірі їх виникнення. Підприємство управляє ризиком ліквідності за рахунок дотримання фінансової дисципліни згідно з фінансовим планом, який затверджується на щорічній основі. Основним джерелом фінансування для Підприємства є надходження від операційної діяльності.</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;">&#160;</span></p></ix:nonNumeric></p></td>
            </tr>
<tr>
                <td class="pad1 b">Розкриття інформації про ринковий ризик</td>
            </tr>
            <tr>
                <td class="pad1"><p><ix:nonNumeric name="ifrs-full:DisclosureOfMarketRiskExplanatory" contextRef="ctxt_1" escape="false"><h2 style="text-align:justify;text-indent:-14pt;margin:0pt 0pt 0pt 14pt;page-break-after:avoid;page-break-inside:avoid;"><span style="color:#000000;font-size:11pt;font-weight:bold;">Управління ризиками</span></h2><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Основними фінансовими інструментами Підприємства є дебіторська заборгованість за товари, роботи, послуги та інша дебіторська заборгованість, кредиторська заборгованість. Підприємство не має операцій з похідними фінансовими інструментами.</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Підприємство схильне до ринкового ризику, кредитного ризику та ризику ліквідності. Керівництво Підприємства контролює процес управління цими ризиками.</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;">&#160;</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;font-weight:bold;">Ринковий ризик</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Ринковий ризик - це ризик того, що справедлива вартість або майбутні грошові потоки від фінансового інструмента коливатимуться внаслідок змін ринкових цін. Балансова вартість фінансових активів та фінансових зобов'язань Підприємства, визнаних у фінансовій звітності, приблизно дорівнює їх справедливій вартості.</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;">&#160;</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;font-weight:bold;">Ціновий ризик</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Ціновий ризик являє собою ризик того, що на поточні або майбутні фінансові результати Підприємства може негативно вплинути зміна тарифів на електричну енергію або зміна порядку розрахунку вартості послуги в рамках виконання спеціальних обов'язків.</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Підприємство управляє цим ризиком за рахунок провадження своєї діяльності у повній відповідності до всіх регуляторних вимог та повного їх дотримання, а також шляхом вживання адекватних заходів для дотримання затверджених структур тарифів та кошторису.</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;">&#160;</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;font-weight:bold;">Управління ризиком капіталу &#160;</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Метою Підприємства в питаннях управління капіталом є забезпечення здатності Підприємства продовжувати свою діяльність на безперервній основі для того, щоб забезпечувати прибутки i підтримувати оптимальну структуру капіталу для запобігання зменшення його вартості.</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">&#160;</span></p></ix:nonNumeric></p></td>
            </tr>
<tr>
                <td class="pad1 b">Розкриття інформації про інші поточні активи</td>
            </tr>
            <tr>
                <td class="pad1"><p><ix:nonNumeric name="ifrs-full:DisclosureOfOtherCurrentAssetsExplanatory" contextRef="ctxt_1" escape="false"><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;">&#160;</span><span style="color:#000000;font-size:11pt;">Інші оборотні активи представлені наступним чином:</span></p><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">&#160;</span></p><table border="0" cellspacing="0" cellpadding="0" style="border-collapse:collapse;"><tr><td valign="top" style="width:281.85pt;padding:0pt 5.4pt 0pt 5.4pt;border-top:none;border-right:none;border-bottom:1pt #000000 solid;border-left:none;"><p style="text-align:right;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;font-weight:bold;">&#160;</span></p></td><td valign="top" style="width:127.55pt;padding:0pt 5.4pt 0pt 5.4pt;border-top:none;border-right:none;border-bottom:1pt #000000 solid;border-left:none;"><p style="text-align:right;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;font-weight:bold;">31.12.2025</span></p></td><td valign="top" style="width:124.7pt;padding:0pt 5.4pt 0pt 5.4pt;border-top:none;border-right:none;border-bottom:1pt #000000 solid;border-left:none;"><p style="text-align:right;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;font-weight:bold;">31.12.2024</span></p></td></tr><tr><td valign="top" style="width:281.85pt;padding:0pt 5.4pt 0pt 5.4pt;border-top:1pt #000000 solid;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Податкові зобов'язання за коригуваннями</span></p></td><td valign="top" style="width:127.55pt;padding:0pt 5.4pt 0pt 5.4pt;border-top:1pt #000000 solid;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:right;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">40 330</span></p></td><td valign="top" style="width:124.7pt;padding:0pt 5.4pt 0pt 5.4pt;border-top:1pt #000000 solid;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:right;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">47 792</span></p></td></tr><tr><td valign="top" style="width:281.85pt;padding:0pt 5.4pt 0pt 5.4pt;border-top:none;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Податковий кредит за касовим методом</span></p></td><td valign="top" style="width:127.55pt;padding:0pt 5.4pt 0pt 5.4pt;border-top:none;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:right;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">3&#160;949 104</span></p></td><td valign="top" style="width:124.7pt;padding:0pt 5.4pt 0pt 5.4pt;border-top:none;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:right;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">5&#160;446 054</span></p></td></tr><tr><td valign="top" style="width:281.85pt;padding:0pt 5.4pt 0pt 5.4pt;border-top:none;border-right:none;border-bottom:1pt #000000 solid;border-left:none;"><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Не підтверджений податковий кредит</span></p></td><td valign="top" style="width:127.55pt;padding:0pt 5.4pt 0pt 5.4pt;border-top:none;border-right:none;border-bottom:1pt #000000 solid;border-left:none;"><p style="text-align:right;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">264 834</span></p></td><td valign="top" style="width:124.7pt;padding:0pt 5.4pt 0pt 5.4pt;border-top:none;border-right:none;border-bottom:1pt #000000 solid;border-left:none;"><p style="text-align:right;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">320 369</span></p></td></tr><tr><td valign="top" style="width:281.85pt;padding:0pt 5.4pt 0pt 5.4pt;border-top:1pt #000000 solid;border-right:none;border-bottom:1pt #000000 solid;border-left:none;"><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;font-weight:bold;">Разом</span></p></td><td valign="top" style="width:127.55pt;padding:0pt 5.4pt 0pt 5.4pt;border-top:1pt #000000 solid;border-right:none;border-bottom:1pt #000000 solid;border-left:none;"><p style="text-align:right;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;font-weight:bold;">4&#160;254 268</span></p></td><td valign="top" style="width:124.7pt;padding:0pt 5.4pt 0pt 5.4pt;border-top:1pt #000000 solid;border-right:none;border-bottom:1pt #000000 solid;border-left:none;"><p style="text-align:right;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;font-weight:bold;">5 814 215</span></p></td></tr></table><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;">&#160;</span></p></ix:nonNumeric></p></td>
            </tr>
            <tr>
                <td class="pad1 b">Розкриття інформації про інші поточні зобов'язання</td>
            </tr>
            <tr>
                <td class="pad1"><p><ix:nonNumeric name="ifrs-full:DisclosureOfOtherCurrentLiabilitiesExplanatory" contextRef="ctxt_1" escape="false"><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Інші поточні зобов'язання представлені наступним чином:</span></p><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">&#160;</span></p><table border="0" cellspacing="0" cellpadding="0" style="border-collapse:collapse;"><tr style="height:1pt;"><td valign="top" style="width:274.8pt;padding:0pt 5.4pt 0pt 5.4pt;border-top:none;border-right:none;border-bottom:1pt #000000 solid;border-left:none;"><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">&#160;</span></p></td><td valign="top" style="width:125.2pt;padding:0pt 5.4pt 0pt 5.4pt;border-top:none;border-right:none;border-bottom:1pt #000000 solid;border-left:none;"><p style="text-align:right;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;font-weight:bold;">31.12.2025</span></p></td><td valign="top" style="width:122.8pt;padding:0pt 5.4pt 0pt 5.4pt;border-top:none;border-right:none;border-bottom:1pt #000000 solid;border-left:none;"><p style="text-align:right;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;font-weight:bold;">31.12.2024</span></p></td></tr><tr style="height:1pt;"><td valign="top" style="width:274.8pt;padding:0pt 5.4pt 0pt 5.4pt;border-top:1pt #000000 solid;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Податкові зобов'язаннями за касовим методом</span></p></td><td valign="top" style="width:125.2pt;padding:0pt 5.4pt 0pt 5.4pt;border-top:1pt #000000 solid;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:right;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">2&#160;747 795</span></p></td><td valign="top" style="width:122.8pt;padding:0pt 5.4pt 0pt 5.4pt;border-top:1pt #000000 solid;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:right;text-indent:0pt;margin:0pt 0pt 0pt 36pt;"><span style="color:#000000;font-size:11pt;">4&#160;041 940</span></p></td></tr><tr style="height:1pt;"><td valign="top" style="width:274.8pt;padding:0pt 5.4pt 0pt 5.4pt;border-top:none;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Податковий кредит за касовим методом</span></p></td><td valign="top" style="width:125.2pt;padding:0pt 5.4pt 0pt 5.4pt;border-top:none;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:right;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">42 575</span></p></td><td valign="top" style="width:122.8pt;padding:0pt 5.4pt 0pt 5.4pt;border-top:none;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:right;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">186</span></p></td></tr><tr style="height:1pt;"><td valign="top" style="width:274.8pt;padding:0pt 5.4pt 0pt 5.4pt;border-top:none;border-right:none;border-bottom:1pt #000000 solid;border-left:none;"><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Розрахунки з іншими кредиторами</span></p></td><td valign="top" style="width:125.2pt;padding:0pt 5.4pt 0pt 5.4pt;border-top:none;border-right:none;border-bottom:1pt #000000 solid;border-left:none;"><p style="text-align:right;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">391</span></p></td><td valign="top" style="width:122.8pt;padding:0pt 5.4pt 0pt 5.4pt;border-top:none;border-right:none;border-bottom:1pt #000000 solid;border-left:none;"><p style="text-align:right;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">114</span></p></td></tr><tr style="height:1pt;"><td valign="top" style="width:274.8pt;padding:0pt 5.4pt 0pt 5.4pt;border-top:1pt #000000 solid;border-right:none;border-bottom:1pt #000000 solid;border-left:none;"><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;font-weight:bold;">Разом</span></p></td><td valign="top" style="width:125.2pt;padding:0pt 5.4pt 0pt 5.4pt;border-top:1pt #000000 solid;border-right:none;border-bottom:1pt #000000 solid;border-left:none;"><p style="text-align:right;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;font-weight:bold;">2&#160;790 761</span></p></td><td valign="top" style="width:122.8pt;padding:0pt 5.4pt 0pt 5.4pt;border-top:1pt #000000 solid;border-right:none;border-bottom:1pt #000000 solid;border-left:none;"><p style="text-align:right;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;font-weight:bold;">4 042 240</span></p></td></tr></table><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;">&#160;</span></p></ix:nonNumeric></p></td>
            </tr>
<tr>
                <td class="pad1 b">Розкриття інформації про інші операційні доходи</td>
            </tr>
            <tr>
                <td class="pad1"><p><ix:nonNumeric name="ifrs-full:DisclosureOfOtherOperatingIncomeExplanatory" contextRef="ctxt_1" escape="false"><h3 style="text-align:justify;text-indent:0pt;margin:6pt 0pt 6pt 0pt;page-break-after:avoid;page-break-inside:avoid;"><span style="color:#000000;font-size:13.5pt;font-weight:bold;">Інші доходи</span></h3><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;">Інші доходи представлено наступним чином:</span></p><table border="0" cellspacing="0" cellpadding="0" style="border-collapse:collapse;"><tr><td valign="top" style="width:290.6pt;padding:0pt 5.4pt 0pt 5.4pt;border-top:none;border-right:none;border-bottom:1pt #000000 solid;border-left:none;"><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;">&#160;</span></p></td><td valign="top" style="width:127.35pt;padding:0pt 5.4pt 0pt 5.4pt;border-top:none;border-right:none;border-bottom:1pt #000000 solid;border-left:none;"><p style="text-align:right;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-weight:bold;">&#160;2025</span></p></td><td valign="top" style="width:106.55pt;padding:0pt 5.4pt 0pt 5.4pt;border-top:none;border-right:none;border-bottom:1pt #000000 solid;border-left:none;"><p style="text-align:right;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-weight:bold;">&#160;2024</span></p></td></tr><tr><td valign="top" style="width:290.6pt;padding:0pt 5.4pt 0pt 5.4pt;border-top:1pt #000000 solid;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;">Одержані штрафи, пені, неустойки</span></p></td><td style="width:127.35pt;padding:0pt 5.4pt 0pt 5.4pt;border-top:1pt #000000 solid;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:right;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;">2 700 552</span></p></td><td style="width:106.55pt;padding:0pt 5.4pt 0pt 5.4pt;border-top:1pt #000000 solid;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:right;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;">2&#160;877 252</span></p></td></tr><tr><td valign="top" style="width:290.6pt;padding:0pt 5.4pt 0pt 5.4pt;border-top:none;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;">Одержані відсотки на залишок коштів</span></p></td><td valign="top" style="width:127.35pt;padding:0pt 5.4pt 0pt 5.4pt;border-top:none;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:right;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;">250&#160;325</span></p></td><td valign="top" style="width:106.55pt;padding:0pt 5.4pt 0pt 5.4pt;border-top:none;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:right;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;">243 614</span></p></td></tr><tr><td valign="top" style="width:290.6pt;padding:0pt 5.4pt 0pt 5.4pt;border-top:none;border-right:none;border-bottom:1pt #000000 solid;border-left:none;"><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;">Інші доходи</span></p></td><td valign="top" style="width:127.35pt;padding:0pt 5.4pt 0pt 5.4pt;border-top:none;border-right:none;border-bottom:1pt #000000 solid;border-left:none;"><p style="text-align:right;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;">316</span></p></td><td valign="top" style="width:106.55pt;padding:0pt 5.4pt 0pt 5.4pt;border-top:none;border-right:none;border-bottom:1pt #000000 solid;border-left:none;"><p style="text-align:right;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;">210</span></p></td></tr><tr><td valign="top" style="width:290.6pt;padding:0pt 5.4pt 0pt 5.4pt;border-top:none;border-right:none;border-bottom:1pt #000000 solid;border-left:none;"><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;">Дохід від безоплатно отриманих необоротних активів, що не є результатом операцій з власником, які визнаються доходом систематично протягом строку корисного використання відповідних активів</span></p></td><td valign="top" style="width:127.35pt;padding:0pt 5.4pt 0pt 5.4pt;border-top:none;border-right:none;border-bottom:1pt #000000 solid;border-left:none;"><p style="text-align:right;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;">583</span></p></td><td valign="top" style="width:106.55pt;padding:0pt 5.4pt 0pt 5.4pt;border-top:none;border-right:none;border-bottom:1pt #000000 solid;border-left:none;"><p style="text-align:right;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;">498</span></p></td></tr><tr><td valign="top" style="width:290.6pt;padding:0pt 5.4pt 0pt 5.4pt;border-top:1pt #000000 solid;border-right:none;border-bottom:1pt #000000 solid;border-left:none;"><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-weight:bold;">Всього інші доходи</span></p></td><td valign="top" style="width:127.35pt;padding:0pt 5.4pt 0pt 5.4pt;border-top:1pt #000000 solid;border-right:none;border-bottom:1pt #000000 solid;border-left:none;"><p style="text-align:right;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-weight:bold;">2 951 776</span></p></td><td valign="top" style="width:106.55pt;padding:0pt 5.4pt 0pt 5.4pt;border-top:1pt #000000 solid;border-right:none;border-bottom:1pt #000000 solid;border-left:none;"><p style="text-align:right;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-weight:bold;">3&#160;121 574</span></p></td></tr></table><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;background-color:#00FFFF;font-size:1pt;">&#160;</span></p><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;">&#160;</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;">Доходи від штрафів, пені, неустойки включають суми, фактично отримані протягом звітного періоду за рішеннями суду на користь Підприємства, а також до таких доходів включено заборгованість контрагентів Підприємства за штрафними санкціями в сумі 675&#160;972 тис. грн за рішеннями апеляційного господарського суду, оскільки на дату підготовки цієї звітності &#160;існувала цілковита впевненість у її відшкодуванні. Заборгованість була погашена в січні - лютому 2026 року.</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;">&#160;</span></p><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;">&#160;</span></p></ix:nonNumeric></p></td>
            </tr>
<tr>
                <td class="pad1 b">Розкриття інформації про забезпечення</td>
            </tr>
            <tr>
                <td class="pad1"><p><ix:nonNumeric name="ifrs-full:DisclosureOfProvisionsExplanatory" contextRef="ctxt_1" escape="false"><h2 style="text-align:justify;text-indent:-14pt;margin:0pt 0pt 0pt 14pt;page-break-after:avoid;page-break-inside:avoid;"><span style="color:#000000;font-size:11pt;font-weight:bold;">Резерви та забезпечення</span></h2><h2 style="text-align:justify;text-indent:-14pt;margin:0pt 0pt 0pt 14pt;page-break-after:avoid;page-break-inside:avoid;"><span style="color:#000000;font-size:11pt;font-weight:bold;">&#160;</span></h2><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">У фінансовій звітності представлені наступні види забезпечень:</span></p><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">&#160;</span></p><table border="0" cellspacing="0" cellpadding="0" style="border-collapse:collapse;"><tr><td valign="top" style="width:212.65pt;padding:0pt 5.4pt 0pt 5.4pt;border-top:none;border-right:none;border-bottom:1pt #000000 solid;border-left:none;"><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 3pt 0pt;"><span style="color:#000000;font-size:11pt;">&#160;</span></p></td><td style="width:120.25pt;padding:0pt 5.4pt 0pt 5.4pt;border-top:none;border-right:none;border-bottom:1pt #000000 solid;border-left:none;"><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;font-weight:bold;">Забезпечення на виплату відпусток працівників та інші забезпечення</span></p></td><td style="width:113.4pt;padding:0pt 5.4pt 0pt 5.4pt;border-top:none;border-right:none;border-bottom:1pt #000000 solid;border-left:none;"><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;font-weight:bold;">Забезпечення виконання судових рішень</span></p></td><td style="width:85.05pt;padding:0pt 5.4pt 0pt 5.4pt;border-top:none;border-right:none;border-bottom:1pt #000000 solid;border-left:none;"><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;font-weight:bold;">Всього</span></p></td></tr><tr><td valign="top" style="width:212.65pt;padding:0pt 5.4pt 0pt 5.4pt;border-top:1pt #000000 solid;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 3pt 0pt;"><span style="color:#000000;font-size:11pt;font-weight:bold;">Станом на 31.12.2023</span></p></td><td style="width:120.25pt;padding:0pt 5.4pt 0pt 5.4pt;border-top:1pt #000000 solid;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:right;text-indent:0pt;margin:0pt 0pt 3pt 0pt;"><span style="color:#000000;font-size:11pt;font-weight:bold;">10 137</span></p></td><td style="width:113.4pt;padding:0pt 5.4pt 0pt 5.4pt;border-top:1pt #000000 solid;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:right;text-indent:0pt;margin:0pt 0pt 3pt 0pt;"><span style="color:#000000;font-size:11pt;font-weight:bold;">2&#160;011 525</span></p></td><td style="width:85.05pt;padding:0pt 5.4pt 0pt 5.4pt;border-top:1pt #000000 solid;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:right;text-indent:0pt;margin:0pt 0pt 3pt 0pt;"><span style="color:#000000;font-size:11pt;font-weight:bold;">2&#160;021 662</span></p></td></tr><tr><td valign="top" style="width:212.65pt;padding:0pt 5.4pt 0pt 5.4pt;border-top:none;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 3pt 0pt;"><span style="color:#000000;font-size:11pt;">Нараховано</span></p></td><td style="width:120.25pt;padding:0pt 5.4pt 0pt 5.4pt;border-top:none;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:right;text-indent:0pt;margin:0pt 0pt 3pt 0pt;"><span style="color:#000000;font-size:11pt;">13 105</span></p></td><td style="width:113.4pt;padding:0pt 5.4pt 0pt 5.4pt;border-top:none;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:right;text-indent:0pt;margin:0pt 0pt 3pt 0pt;"><span style="color:#000000;font-size:11pt;">1&#160;104 437</span></p></td><td style="width:85.05pt;padding:0pt 5.4pt 0pt 5.4pt;border-top:none;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:right;text-indent:0pt;margin:0pt 0pt 3pt 0pt;"><span style="color:#000000;font-size:11pt;">1&#160;117 542</span></p></td></tr><tr><td valign="top" style="width:212.65pt;padding:0pt 5.4pt 0pt 5.4pt;border-top:none;border-right:none;border-bottom:1pt #000000 solid;border-left:none;"><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 3pt 0pt;"><span style="color:#000000;font-size:11pt;">Використано</span></p><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 3pt 0pt;"><span style="color:#000000;font-size:11pt;">Сторновано</span></p></td><td style="width:120.25pt;padding:0pt 5.4pt 0pt 5.4pt;border-top:none;border-right:none;border-bottom:1pt #000000 solid;border-left:none;"><p style="text-align:right;text-indent:0pt;margin:0pt 0pt 3pt 0pt;"><span style="color:#000000;font-size:11pt;">(11 004)</span></p><p style="text-align:right;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">(664)</span></p></td><td style="width:113.4pt;padding:0pt 5.4pt 0pt 5.4pt;border-top:none;border-right:none;border-bottom:1pt #000000 solid;border-left:none;"><p style="text-align:right;text-indent:0pt;margin:0pt 0pt 3pt 0pt;"><span style="color:#000000;font-size:11pt;">(1&#160;955 191)</span></p><p style="text-align:right;text-indent:0pt;margin:0pt 0pt 3pt 0pt;"><span style="color:#000000;font-size:11pt;">-</span></p></td><td style="width:85.05pt;padding:0pt 5.4pt 0pt 5.4pt;border-top:none;border-right:none;border-bottom:1pt #000000 solid;border-left:none;"><p style="text-align:right;text-indent:0pt;margin:0pt 0pt 3pt 0pt;"><span style="color:#000000;font-size:11pt;">(1&#160;966 195)</span></p><p style="text-align:right;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">(664)</span></p></td></tr><tr><td valign="top" style="width:212.65pt;padding:0pt 5.4pt 0pt 5.4pt;border-top:1pt #000000 solid;border-right:none;border-bottom:1pt #000000 solid;border-left:none;"><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 3pt 0pt;"><span style="color:#000000;font-size:11pt;font-weight:bold;">Станом на 31.12.2024</span></p></td><td style="width:120.25pt;padding:0pt 5.4pt 0pt 5.4pt;border-top:1pt #000000 solid;border-right:none;border-bottom:1pt #000000 solid;border-left:none;"><p style="text-align:right;text-indent:0pt;margin:0pt 0pt 3pt 0pt;"><span style="color:#000000;font-size:11pt;font-weight:bold;">11 574</span></p></td><td style="width:113.4pt;padding:0pt 5.4pt 0pt 5.4pt;border-top:1pt #000000 solid;border-right:none;border-bottom:1pt #000000 solid;border-left:none;"><p style="text-align:right;text-indent:0pt;margin:0pt 0pt 3pt 0pt;"><span style="color:#000000;font-size:11pt;font-weight:bold;">1 160 771</span></p></td><td style="width:85.05pt;padding:0pt 5.4pt 0pt 5.4pt;border-top:1pt #000000 solid;border-right:none;border-bottom:1pt #000000 solid;border-left:none;"><p style="text-align:right;text-indent:0pt;margin:0pt 0pt 3pt 0pt;"><span style="color:#000000;font-size:11pt;font-weight:bold;">1 172 345</span></p></td></tr><tr><td valign="top" style="width:212.65pt;padding:0pt 5.4pt 0pt 5.4pt;border-top:1pt #000000 solid;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 3pt 0pt;"><span style="color:#000000;font-size:11pt;">Нараховано</span></p></td><td style="width:120.25pt;padding:0pt 5.4pt 0pt 5.4pt;border-top:1pt #000000 solid;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:right;text-indent:0pt;margin:0pt 0pt 3pt 0pt;"><span style="color:#000000;font-size:11pt;">13 825</span></p></td><td style="width:113.4pt;padding:0pt 5.4pt 0pt 5.4pt;border-top:1pt #000000 solid;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:right;text-indent:0pt;margin:0pt 0pt 3pt 0pt;"><span style="color:#000000;font-size:11pt;">1&#160;969 554</span></p></td><td style="width:85.05pt;padding:0pt 5.4pt 0pt 5.4pt;border-top:1pt #000000 solid;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:right;text-indent:0pt;margin:0pt 0pt 3pt 0pt;"><span style="color:#000000;font-size:11pt;font-weight:bold;">1&#160;983 379</span></p></td></tr><tr><td valign="top" style="width:212.65pt;padding:0pt 5.4pt 0pt 5.4pt;border-top:none;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 3pt 0pt;"><span style="color:#000000;font-size:11pt;">Використано</span></p></td><td style="width:120.25pt;padding:0pt 5.4pt 0pt 5.4pt;border-top:none;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:right;text-indent:0pt;margin:0pt 0pt 3pt 0pt;"><span style="color:#000000;font-size:11pt;">(12&#160;631)</span></p></td><td style="width:113.4pt;padding:0pt 5.4pt 0pt 5.4pt;border-top:none;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:right;text-indent:0pt;margin:0pt 0pt 3pt 0pt;"><span style="color:#000000;font-size:11pt;">&#160; (1&#160;780 218)</span></p></td><td style="width:85.05pt;padding:0pt 5.4pt 0pt 5.4pt;border-top:none;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:right;text-indent:0pt;margin:0pt 0pt 3pt 0pt;"><span style="color:#000000;font-size:11pt;font-weight:bold;">(1 792 849)</span></p></td></tr><tr><td valign="top" style="width:212.65pt;padding:0pt 5.4pt 0pt 5.4pt;border-top:1pt #000000 solid;border-right:none;border-bottom:1pt #000000 solid;border-left:none;"><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 3pt 0pt;"><span style="color:#000000;font-size:11pt;font-weight:bold;">Станом на 31.12.2025</span></p></td><td style="width:120.25pt;padding:0pt 5.4pt 0pt 5.4pt;border-top:1pt #000000 solid;border-right:none;border-bottom:1pt #000000 solid;border-left:none;"><p style="text-align:right;text-indent:0pt;margin:0pt 0pt 3pt 0pt;"><span style="color:#000000;font-size:11pt;font-weight:bold;">12 768</span></p></td><td style="width:113.4pt;padding:0pt 5.4pt 0pt 5.4pt;border-top:1pt #000000 solid;border-right:none;border-bottom:1pt #000000 solid;border-left:none;"><p style="text-align:right;text-indent:0pt;margin:0pt 0pt 3pt 0pt;"><span style="color:#000000;font-size:11pt;font-weight:bold;">1&#160;350 107</span></p></td><td style="width:85.05pt;padding:0pt 5.4pt 0pt 5.4pt;border-top:1pt #000000 solid;border-right:none;border-bottom:1pt #000000 solid;border-left:none;"><p style="text-align:right;text-indent:0pt;margin:0pt 0pt 3pt 0pt;"><span style="color:#000000;font-size:11pt;font-weight:bold;">1&#160;362 875</span></p></td></tr></table><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;">&#160;</span></p></ix:nonNumeric></p></td>
            </tr>
<tr>
                <td class="pad1 b">Розкриття інформації про дохід від звичайної діяльності</td>
            </tr>
            <tr>
                <td class="pad1"><p><ix:nonNumeric name="ifrs-full:DisclosureOfRevenueExplanatory" contextRef="ctxt_1" escape="false"><h3 style="text-align:justify;text-indent:0pt;margin:6pt 0pt 6pt 0pt;page-break-after:avoid;page-break-inside:avoid;"><span style="color:#000000;font-size:11pt;font-weight:bold;">Дохід від основної діяльності</span></h3><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Чистий дохід від реалізації електричної енергії у звітному та попередньому періодах представлено наступним чином:</span></p><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">&#160;</span></p><table border="0" cellspacing="0" cellpadding="0" style="border-collapse:collapse;"><tr><td valign="top" style="width:632.25pt;padding:0pt 5.4pt 0pt 5.4pt;border-top:none;border-right:none;border-bottom:1pt #000000 solid;border-left:none;"><p style="text-align:justify;text-indent:28pt;margin:0pt 0pt 3pt 0pt;"><span style="color:#000000;font-size:11pt;">&#160;</span></p></td><td valign="top" style="width:58.5pt;padding:0pt 5.4pt 0pt 5.4pt;border-top:none;border-right:none;border-bottom:1pt #000000 solid;border-left:none;"><p style="text-align:right;text-indent:28pt;margin:0pt 0pt 3pt 0pt;"><span style="color:#000000;font-size:11pt;font-weight:bold;">&#160;</span></p></td><td valign="bottom" style="width:111.75pt;padding:0pt 5.4pt 0pt 5.4pt;border-top:none;border-right:none;border-bottom:1pt #000000 solid;border-left:none;"><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 3pt 0pt;"><span style="color:#000000;font-size:11pt;font-weight:bold;">2025</span></p></td><td valign="bottom" style="width:118.5pt;padding:0pt 5.4pt 0pt 5.4pt;border-top:none;border-right:none;border-bottom:1pt #000000 solid;border-left:none;"><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 3pt 0pt;"><span style="color:#000000;font-size:11pt;font-weight:bold;">2024</span></p></td></tr><tr><td valign="top" style="width:632.25pt;padding:0pt 5.4pt 0pt 5.4pt;border-top:1pt #000000 solid;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 3pt 0pt;"><span style="color:#000000;font-size:11pt;">Продаж електричної енергії на РДН/ВДР</span></p></td><td valign="top" style="width:58.5pt;padding:0pt 5.4pt 0pt 5.4pt;border-top:1pt #000000 solid;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:right;text-indent:28pt;margin:0pt 0pt 3pt 0pt;"><span style="color:#000000;font-size:11pt;">&#160;</span></p></td><td valign="top" style="width:111.75pt;padding:0pt 5.4pt 0pt 5.4pt;border-top:1pt #000000 solid;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 3pt 0pt;"><span style="color:#000000;font-size:11pt;">8&#160;966 128</span></p></td><td valign="top" style="width:118.5pt;padding:0pt 5.4pt 0pt 5.4pt;border-top:1pt #000000 solid;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 3pt 0pt;"><span style="color:#000000;font-size:11pt;">9&#160;602 801</span></p></td></tr><tr><td valign="top" style="width:632.25pt;padding:0pt 5.4pt 0pt 5.4pt;border-top:none;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 3pt 0pt;"><span style="color:#000000;font-size:11pt;">Продаж на ринку двосторонніх договорів</span></p></td><td valign="top" style="width:58.5pt;padding:0pt 5.4pt 0pt 5.4pt;border-top:none;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:right;text-indent:28pt;margin:0pt 0pt 3pt 0pt;"><span style="color:#000000;font-size:11pt;">&#160;</span></p></td><td valign="top" style="width:111.75pt;padding:0pt 5.4pt 0pt 5.4pt;border-top:none;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 3pt 0pt;"><span style="color:#000000;font-size:11pt;">9&#160;897 910</span></p></td><td valign="top" style="width:118.5pt;padding:0pt 5.4pt 0pt 5.4pt;border-top:none;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 3pt 0pt;"><span style="color:#000000;font-size:11pt;">12&#160;129 059</span></p></td></tr><tr><td valign="top" style="width:632.25pt;padding:0pt 5.4pt 0pt 5.4pt;border-top:none;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 3pt 0pt;"><span style="color:#000000;font-size:11pt;">Продаж електричної енергії ПУП</span></p></td><td valign="top" style="width:58.5pt;padding:0pt 5.4pt 0pt 5.4pt;border-top:none;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:right;text-indent:28pt;margin:0pt 0pt 3pt 0pt;"><span style="color:#000000;font-size:11pt;">&#160;</span></p></td><td valign="top" style="width:111.75pt;padding:0pt 5.4pt 0pt 5.4pt;border-top:none;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 3pt 0pt;"><span style="color:#000000;font-size:11pt;">20&#160;636 828</span></p></td><td valign="top" style="width:118.5pt;padding:0pt 5.4pt 0pt 5.4pt;border-top:none;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 3pt 0pt;"><span style="color:#000000;font-size:11pt;">23&#160;162 022</span></p></td></tr><tr><td valign="top" style="width:632.25pt;padding:0pt 5.4pt 0pt 5.4pt;border-top:none;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 3pt 0pt;"><span style="color:#000000;font-size:11pt;">Дохід від продажу електричної енергії з метою врегулювання небалансів</span></p></td><td valign="top" style="width:58.5pt;padding:0pt 5.4pt 0pt 5.4pt;border-top:none;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:right;text-indent:28pt;margin:0pt 0pt 3pt 0pt;"><span style="color:#000000;font-size:11pt;">&#160;</span></p></td><td valign="top" style="width:111.75pt;padding:0pt 5.4pt 0pt 5.4pt;border-top:none;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 3pt 0pt;"><span style="color:#000000;font-size:11pt;">530 764</span></p></td><td valign="top" style="width:118.5pt;padding:0pt 5.4pt 0pt 5.4pt;border-top:none;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 3pt 0pt;"><span style="color:#000000;font-size:11pt;">531 916</span></p></td></tr><tr><td valign="top" style="width:632.25pt;padding:0pt 5.4pt 0pt 5.4pt;border-top:none;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 3pt 0pt;"><span style="color:#000000;font-size:11pt;">Інші</span></p></td><td valign="top" style="width:58.5pt;padding:0pt 5.4pt 0pt 5.4pt;border-top:none;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:right;text-indent:28pt;margin:0pt 0pt 3pt 0pt;"><span style="color:#000000;font-size:11pt;">&#160;</span></p></td><td valign="top" style="width:111.75pt;padding:0pt 5.4pt 0pt 5.4pt;border-top:none;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 3pt 0pt;"><span style="color:#000000;font-size:11pt;">4 006</span></p></td><td valign="top" style="width:118.5pt;padding:0pt 5.4pt 0pt 5.4pt;border-top:none;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 3pt 0pt;"><span style="color:#000000;font-size:11pt;">8 524</span></p></td></tr><tr><td valign="top" style="width:632.25pt;padding:0pt 5.4pt 0pt 5.4pt;border-top:none;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 3pt 0pt;"><span style="color:#000000;font-size:11pt;font-weight:bold;font-style:italic;">Всього дохід від продажу електричної енергії</span></p></td><td valign="top" style="width:58.5pt;padding:0pt 5.4pt 0pt 5.4pt;border-top:none;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:right;text-indent:28pt;margin:0pt 0pt 3pt 0pt;"><span style="color:#000000;font-size:11pt;font-weight:bold;font-style:italic;">&#160;</span></p></td><td valign="top" style="width:111.75pt;padding:0pt 5.4pt 0pt 5.4pt;border-top:none;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 3pt 0pt;"><span style="color:#000000;font-size:11pt;font-weight:bold;font-style:italic;">40&#160;035 636</span></p></td><td valign="top" style="width:118.5pt;padding:0pt 5.4pt 0pt 5.4pt;border-top:none;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 3pt 0pt;"><span style="color:#000000;font-size:11pt;font-weight:bold;font-style:italic;">45&#160;434 322</span></p></td></tr><tr><td style="width:632.25pt;padding:0pt 5.4pt 0pt 5.4pt;border-top:none;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 3pt 0pt;"><span style="color:#000000;font-size:11pt;">Дохід від наданих послуг НЕК "Укренерго" в рамках спеціальних обов'язків</span></p></td><td valign="top" style="width:58.5pt;padding:0pt 5.4pt 0pt 5.4pt;border-top:none;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:right;text-indent:28pt;margin:0pt 0pt 3pt 0pt;"><span style="color:#000000;font-size:11pt;">&#160;</span></p></td><td style="width:111.75pt;padding:0pt 5.4pt 0pt 5.4pt;border-top:none;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 3pt 0pt;"><span style="color:#000000;font-size:11pt;">22&#160;324 719</span></p></td><td style="width:118.5pt;padding:0pt 5.4pt 0pt 5.4pt;border-top:none;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 3pt 0pt;"><span style="color:#000000;font-size:11pt;">20&#160;366 924</span></p></td></tr><tr style="height:68.95pt;"><td style="width:632.25pt;padding:0pt 5.4pt 0pt 5.4pt;border-top:none;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 3pt 0pt;"><span style="color:#000000;font-size:11pt;">Дохід від продажу послуги з відшкодування частки вартості врегулювання небалансу електричної енергії балансуючої групи гарантованого покупця, послуги з відшкодування вартості відхилення</span></p></td><td valign="top" style="width:58.5pt;padding:0pt 5.4pt 0pt 5.4pt;border-top:none;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 3pt 0pt;"><span style="color:#000000;font-size:11pt;">&#160;</span></p></td><td style="width:111.75pt;padding:0pt 5.4pt 0pt 5.4pt;border-top:none;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 3pt 0pt;"><span style="color:#000000;font-size:11pt;">1&#160;053 641</span></p></td><td style="width:118.5pt;padding:0pt 5.4pt 0pt 5.4pt;border-top:none;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 3pt 0pt;"><span style="color:#000000;font-size:11pt;">1 161 954</span></p></td></tr><tr><td style="width:632.25pt;padding:0pt 5.4pt 0pt 5.4pt;border-top:none;border-right:none;border-bottom:1pt #000000 solid;border-left:none;"><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 3pt 0pt;"><span style="color:#000000;font-size:11pt;font-weight:bold;font-style:italic;">Всього дохід від надання послуг</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 3pt 0pt;"><span style="color:#000000;font-size:11pt;">Інші &#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;</span></p></td><td valign="top" style="width:58.5pt;padding:0pt 5.4pt 0pt 5.4pt;border-top:none;border-right:none;border-bottom:1pt #000000 solid;border-left:none;"><p style="text-align:right;text-indent:28pt;margin:0pt 0pt 3pt 0pt;"><span style="color:#000000;font-size:11pt;font-weight:bold;">&#160;</span></p></td><td valign="top" style="width:111.75pt;padding:0pt 5.4pt 0pt 5.4pt;border-top:none;border-right:none;border-bottom:1pt #000000 solid;border-left:none;"><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 3pt 0pt;"><span style="color:#000000;font-size:11pt;font-weight:bold;font-style:italic;">23&#160;378 360</span></p><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 3pt 0pt;"><span style="color:#000000;font-size:11pt;">316</span></p></td><td valign="top" style="width:118.5pt;padding:0pt 5.4pt 0pt 5.4pt;border-top:none;border-right:none;border-bottom:1pt #000000 solid;border-left:none;"><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 3pt 0pt;"><span style="color:#000000;font-size:11pt;font-weight:bold;font-style:italic;">21&#160;528&#160;878</span></p><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 3pt 0pt;"><span style="color:#000000;font-size:11pt;">210</span></p></td></tr><tr><td valign="top" style="width:632.25pt;padding:0pt 5.4pt 0pt 5.4pt;border-top:1pt #000000 solid;border-right:none;border-bottom:1pt #000000 solid;border-left:none;"><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 3pt 0pt;"><span style="color:#000000;font-size:11pt;font-weight:bold;">Всього дохід від основної діяльності</span></p></td><td valign="top" style="width:58.5pt;padding:0pt 5.4pt 0pt 5.4pt;border-top:1pt #000000 solid;border-right:none;border-bottom:1pt #000000 solid;border-left:none;"><p style="text-align:right;text-indent:28pt;margin:0pt 0pt 3pt 0pt;"><span style="color:#000000;font-size:11pt;font-weight:bold;">&#160; &#160;&#160;&#160;&#160;&#160;&#160;&#160;</span></p></td><td valign="top" style="width:111.75pt;padding:0pt 5.4pt 0pt 5.4pt;border-top:1pt #000000 solid;border-right:none;border-bottom:1pt #000000 solid;border-left:none;"><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 3pt 0pt;"><span style="color:#000000;font-size:11pt;font-weight:bold;">63&#160;414 312</span></p></td><td valign="top" style="width:118.5pt;padding:0pt 5.4pt 0pt 5.4pt;border-top:1pt #000000 solid;border-right:none;border-bottom:1pt #000000 solid;border-left:none;"><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 3pt 0pt;"><span style="color:#000000;font-size:11pt;font-weight:bold;">66&#160;963 410</span></p></td></tr></table><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">&#160;</span></p><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Загальний обсяг електричної енергії для продажу за звітний період 2025 року склав 10&#160;346 263 МВт·год &#160;(за 2024 рік: 13&#160;273 930&#160;МВт·год).</span></p><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Чистий дохід від реалізації продукції (товарів, робіт, послуг) в розрізі виконання спеціальних обов'язків складає:</span></p><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;"><br />-</span> <span style="color:#000000;font-size:11pt;">дохід від виконання спеціальних обов'язків із забезпечення збільшення частки виробництва електроенергії з альтернативних джерел 42&#160;777&#160;484 тис. грн (за 2024 рік: 43&#160;799 259 тис. грн);</span><span style="color:#000000;"><br />-</span> <span style="color:#000000;font-size:11pt;">дохід від виконання спеціальних обов'язків із забезпечення загальносуспільних інтересів у процесі функціонування ринку електроенергії в звітному періоді відсутній, оскільки в межах зобов'язань по виконанню спеціальних обов'язків із забезпечення загальносуспільних інтересів у процесі функціонування ринку електричної енергії Підприємство виступає агентом та визнає результати відповідних операцій у звіті про фінансові результати на нетто-основі;</span></p><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">&#160;</span></p><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Дохід від реалізації електричної енергії на виконання Наказу № 132 у звітному періоді склав 20&#160;636&#160;828 тис. грн (2024 рік: 23 164 151 тис. грн).</span></p><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">&#160;</span></p><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Підприємство в звітному періоді визнає, що:</span></p><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;"><br />-</span> <span style="color:#000000;font-size:11pt;">в межах зобов'язань по виконанню спеціальних обов'язків із забезпечення збільшення частки виробництва електричної енергії з альтернативних джерел виступає виключно принципалом;</span><span style="color:#000000;"><br />-</span> <span style="color:#000000;font-size:11pt;">в межах виконання договорів на продаж електричної енергії постачальникам універсальних послуг виступає виключно принципалом та визнає результати відповідних операцій у звіті про фінансові результати на валовій основі.</span></p><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">&#160;</span></p></ix:nonNumeric></p></td>
            </tr>
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                <td class="pad1 b">Розкриття інформації про акціонерний капітал, резерви та інший додатковий капітал</td>
            </tr>
            <tr>
                <td class="pad1"><p><ix:nonNumeric name="ifrs-full:DisclosureOfShareCapitalReservesAndOtherEquityInterestExplanatory" contextRef="ctxt_1" escape="false"><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Додатковий капітал в сумі 20&#160;561 тис. грн сформований за рахунок безкоштовно отриманих основних засобів за рішенням власника - Кабінету Міністрів України. Протягом звітного періоду додатковий капітал не змінився.</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">&#160;</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Капітал у дооцінках протягом звітного періоду зменшився на 11 064 тис. грн, за рахунок переведення переоціненої вартості основних засобів в нерозподілені прибутки пропорційно нарахованій амортизації відповідних основних засобів станом на 31.12.2025 (за 2024 рік збільшився на 37 456 тис. грн за рахунок проведення дооцінки). Капітал у дооцінках станом на 31.12.2025 року становить 27 181 тис. грн (станом на 31.12. 2024 року - 38 245 тис. грн).</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">&#160;</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">ДП "Гарантований покупець" за результатами діяльності у звітному періоді отримано прибуток у сумі 124 213 тис. грн (за 2024 рік - отримано прибуток у сумі 1&#160;557 657 &#160;тис. грн).</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">&#160;</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Протягом звітного періоду 2025 року було нараховано частину чистого прибутку у сумі 174 834 тис. грн.</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">&#160;</span></p></ix:nonNumeric></p></td>
            </tr>
<tr>
                <td class="pad1 b">Розкриття інформації про податкову дебіторську та кредиторську заборгованість</td>
            </tr>
            <tr>
                <td class="pad1"><p><ix:nonNumeric name="ifrs-full:DisclosureOfTaxReceivablesAndPayablesExplanatory" contextRef="ctxt_1" escape="false"><h3 style="text-align:justify;text-indent:0pt;margin:6pt 0pt 6pt 0pt;page-break-after:avoid;page-break-inside:avoid;"><span style="color:#000000;font-size:11pt;font-weight:bold;">Податки</span></h3><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Підприємство застосовує ставку податку на додану вартість у розмірі 20% відповідно до вимог Податкового</span> <span style="color:#000000;font-size:11pt;">кодексу України (далі - ПКУ). Згідно з пунктом 44 підрозділу 2 розділу XX "Перехідні положення" ПКУ платники податку на додану вартість, які здійснюють постачання електричної енергії, надають послуги із забезпечення загальносуспільних інтересів у процесі функціонування ринку електричної енергії відповідно до Закону України "Про ринок електричної енергії", &#160;визначають дату виникнення податкових зобов'язань та податкового кредиту з податку на додану вартість за касовим методом.</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">&#160;</span></p><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Дебіторська та кредиторська заборгованість за податками за винятком податку на прибуток у фінансовій звітності представлена наступним чином:</span></p><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">&#160;</span></p><table border="0" cellspacing="0" cellpadding="0" style="border-collapse:collapse;"><tr><td valign="top" style="width:45%;padding:0pt 5.4pt 0pt 5.4pt;border-top:none;border-right:none;border-bottom:1pt #000000 solid;border-left:none;"><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">&#160;</span></p></td><td valign="top" style="width:13%;padding:0pt 5.4pt 0pt 5.4pt;border-top:none;border-right:none;border-bottom:1pt #000000 solid;border-left:none;"><p style="text-align:right;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;font-weight:bold;">Податок на додану вартість</span></p></td><td valign="top" style="width:13%;padding:0pt 5.4pt 0pt 5.4pt;border-top:none;border-right:none;border-bottom:1pt #000000 solid;border-left:none;"><p style="text-align:right;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;font-weight:bold;">ПДФО, Військовий збір</span></p></td><td valign="top" style="width:13%;padding:0pt 5.4pt 0pt 5.4pt;border-top:none;border-right:none;border-bottom:1pt #000000 solid;border-left:none;"><p style="text-align:right;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;font-weight:bold;">Податок на землю</span></p></td><td valign="top" style="width:13%;padding:0pt 5.4pt 0pt 5.4pt;border-top:none;border-right:none;border-bottom:1pt #000000 solid;border-left:none;"><p style="text-align:right;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;font-weight:bold;">Податок на нерухомість</span></p></td></tr><tr><td valign="top" style="width:45%;padding:0pt 5.4pt 0pt 5.4pt;border-top:1pt #000000 solid;border-right:none;border-bottom:1pt #000000 solid;border-left:none;"><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;font-weight:bold;">Сальдо на 31.12.2023</span></p></td><td valign="top" style="width:13%;padding:0pt 5.4pt 0pt 5.4pt;border-top:1pt #000000 solid;border-right:none;border-bottom:1pt #000000 solid;border-left:none;"><p style="text-align:right;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;font-weight:bold;">90 289</span></p></td><td valign="top" style="width:13%;padding:0pt 5.4pt 0pt 5.4pt;border-top:1pt #000000 solid;border-right:none;border-bottom:1pt #000000 solid;border-left:none;"><p style="text-align:right;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;font-weight:bold;">(1&#160;384)</span></p></td><td valign="top" style="width:13%;padding:0pt 5.4pt 0pt 5.4pt;border-top:1pt #000000 solid;border-right:none;border-bottom:1pt #000000 solid;border-left:none;"><p style="text-align:right;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;font-weight:bold;">(2)</span></p></td><td valign="top" style="width:13%;padding:0pt 5.4pt 0pt 5.4pt;border-top:1pt #000000 solid;border-right:none;border-bottom:1pt #000000 solid;border-left:none;"><p style="text-align:right;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;font-weight:bold;">-</span></p></td></tr><tr><td valign="top" style="width:45%;padding:0pt 5.4pt 0pt 5.4pt;border-top:1pt #000000 solid;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Нараховано зобов'язань</span></p></td><td valign="top" style="width:13%;padding:0pt 5.4pt 0pt 5.4pt;border-top:1pt #000000 solid;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:right;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">36 974</span></p></td><td valign="top" style="width:13%;padding:0pt 5.4pt 0pt 5.4pt;border-top:1pt #000000 solid;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:right;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">(26 724)</span></p></td><td valign="top" style="width:13%;padding:0pt 5.4pt 0pt 5.4pt;border-top:1pt #000000 solid;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:right;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">(13)</span></p></td><td valign="top" style="width:13%;padding:0pt 5.4pt 0pt 5.4pt;border-top:1pt #000000 solid;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:right;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">(19)</span></p></td></tr><tr><td valign="top" style="width:45%;padding:0pt 5.4pt 0pt 5.4pt;border-top:none;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Сплачено до бюджету</span></p></td><td valign="top" style="width:13%;padding:0pt 5.4pt 0pt 5.4pt;border-top:none;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:right;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">35 392</span></p></td><td valign="top" style="width:13%;padding:0pt 5.4pt 0pt 5.4pt;border-top:none;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:right;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">26 055</span></p></td><td valign="top" style="width:13%;padding:0pt 5.4pt 0pt 5.4pt;border-top:none;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:right;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">15</span></p></td><td valign="top" style="width:13%;padding:0pt 5.4pt 0pt 5.4pt;border-top:none;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:right;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">14</span></p></td></tr><tr><td valign="top" style="width:45%;padding:0pt 5.4pt 0pt 5.4pt;border-top:1pt #000000 solid;border-right:none;border-bottom:1pt #000000 solid;border-left:none;"><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;font-weight:bold;">Сальдо на 31.12.2024</span></p></td><td valign="top" style="width:13%;padding:0pt 5.4pt 0pt 5.4pt;border-top:1pt #000000 solid;border-right:none;border-bottom:1pt #000000 solid;border-left:none;"><p style="text-align:right;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;font-weight:bold;">162 655</span></p></td><td valign="top" style="width:13%;padding:0pt 5.4pt 0pt 5.4pt;border-top:1pt #000000 solid;border-right:none;border-bottom:1pt #000000 solid;border-left:none;"><p style="text-align:right;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;font-weight:bold;">(2&#160;053)</span></p></td><td valign="top" style="width:13%;padding:0pt 5.4pt 0pt 5.4pt;border-top:1pt #000000 solid;border-right:none;border-bottom:1pt #000000 solid;border-left:none;"><p style="text-align:right;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;font-weight:bold;">-</span></p></td><td valign="top" style="width:13%;padding:0pt 5.4pt 0pt 5.4pt;border-top:1pt #000000 solid;border-right:none;border-bottom:1pt #000000 solid;border-left:none;"><p style="text-align:right;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;font-weight:bold;">(5)</span></p></td></tr><tr><td valign="top" style="width:45%;padding:0pt 5.4pt 0pt 5.4pt;border-top:1pt #000000 solid;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Нараховано зобов'язань</span></p></td><td valign="top" style="width:13%;padding:0pt 5.4pt 0pt 5.4pt;border-top:1pt #000000 solid;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:right;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">262 150</span></p></td><td valign="top" style="width:13%;padding:0pt 5.4pt 0pt 5.4pt;border-top:1pt #000000 solid;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:right;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">(34&#160;234)</span></p></td><td valign="top" style="width:13%;padding:0pt 5.4pt 0pt 5.4pt;border-top:1pt #000000 solid;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:right;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">-</span></p></td><td valign="top" style="width:13%;padding:0pt 5.4pt 0pt 5.4pt;border-top:1pt #000000 solid;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:right;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;font-weight:bold;">(21)</span></p></td></tr><tr><td valign="top" style="width:45%;padding:0pt 5.4pt 0pt 5.4pt;border-top:none;border-right:none;border-bottom:1pt #000000 solid;border-left:none;"><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Сплачено до бюджету</span></p></td><td valign="top" style="width:13%;padding:0pt 5.4pt 0pt 5.4pt;border-top:none;border-right:none;border-bottom:1pt #000000 solid;border-left:none;"><p style="text-align:right;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">-</span></p></td><td valign="top" style="width:13%;padding:0pt 5.4pt 0pt 5.4pt;border-top:none;border-right:none;border-bottom:1pt #000000 solid;border-left:none;"><p style="text-align:right;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">34 269</span></p></td><td valign="top" style="width:13%;padding:0pt 5.4pt 0pt 5.4pt;border-top:none;border-right:none;border-bottom:1pt #000000 solid;border-left:none;"><p style="text-align:right;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">-</span></p></td><td valign="top" style="width:13%;padding:0pt 5.4pt 0pt 5.4pt;border-top:none;border-right:none;border-bottom:1pt #000000 solid;border-left:none;"><p style="text-align:right;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">21</span></p></td></tr><tr><td valign="top" style="width:45%;padding:0pt 5.4pt 0pt 5.4pt;border-top:1pt #000000 solid;border-right:none;border-bottom:1pt #000000 solid;border-left:none;"><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;font-weight:bold;">Сальдо на 31.12.2025</span></p></td><td valign="top" style="width:13%;padding:0pt 5.4pt 0pt 5.4pt;border-top:1pt #000000 solid;border-right:none;border-bottom:1pt #000000 solid;border-left:none;"><p style="text-align:right;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;font-weight:bold;">424 805</span></p></td><td valign="top" style="width:13%;padding:0pt 5.4pt 0pt 5.4pt;border-top:1pt #000000 solid;border-right:none;border-bottom:1pt #000000 solid;border-left:none;"><p style="text-align:right;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;font-weight:bold;">(2&#160;018)</span></p></td><td valign="top" style="width:13%;padding:0pt 5.4pt 0pt 5.4pt;border-top:1pt #000000 solid;border-right:none;border-bottom:1pt #000000 solid;border-left:none;"><p style="text-align:right;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;font-weight:bold;">-</span></p></td><td valign="top" style="width:13%;padding:0pt 5.4pt 0pt 5.4pt;border-top:1pt #000000 solid;border-right:none;border-bottom:1pt #000000 solid;border-left:none;"><p style="text-align:right;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;font-weight:bold;">(5)</span></p></td></tr></table><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">&#160;</span></p><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Дебіторська заборгованість за розрахунками з частини чистого прибутку станом на 31 грудня 2025 року складає &#160;19&#160;614 тис. грн (станом на 31 грудня 2024 року дебіторська заборгованість за розрахунками з частини чистого прибутку складала 6 045 тис .грн).</span></p><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">&#160;</span></p></ix:nonNumeric></p></td>
            </tr>
            <tr>
                <td class="pad1 b">Розкриття інформації про торговельну та іншу кредиторську заборгованість</td>
            </tr>
            <tr>
                <td class="pad1"><p><ix:nonNumeric name="ifrs-full:DisclosureOfTradeAndOtherPayablesExplanatory" contextRef="ctxt_1" escape="false"><h2 style="text-align:justify;text-indent:-14pt;margin:0pt 0pt 0pt 14pt;page-break-after:avoid;page-break-inside:avoid;"><span style="color:#000000;font-size:11pt;font-weight:bold;">Торговельна та інша кредиторська заборгованості</span></h2><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">&#160;</span></p><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Станом на 31 грудня 2025 року поточна кредиторська заборгованість за товари, роботи, послуги склала &#160;23&#160;703&#160;157 тис. грн (станом на 31 грудня 2024 року 32&#160;686 082 тис. грн):</span></p><table border="0" cellspacing="0" cellpadding="0" style="border-collapse:collapse;"><tr><td rowspan="2" valign="bottom" style="width:46%;padding:0pt 5.4pt 0pt 5.4pt;border-top:none;border-right:none;border-bottom:1pt #000000 solid;border-left:none;"><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;font-weight:bold;">Контрагент/ група контрагентів</span></p></td><td rowspan="2" valign="bottom" style="width:16%;padding:0pt 5.4pt 0pt 5.4pt;border-top:none;border-right:none;border-bottom:1pt #000000 solid;border-left:none;"><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;font-weight:bold;">Заборгованість станом на 31.12.2024</span></p></td><td colspan="2" valign="top" style="width:36%;padding:0pt 5.4pt 0pt 5.4pt;border-top:none;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;font-weight:bold;">В тому числі за строками погашення</span></p></td></tr><tr style="height:31.55pt;"><td style="width:18%;padding:0pt 5.4pt 0pt 5.4pt;border-top:none;border-right:none;border-bottom:1pt #000000 solid;border-left:none;"><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;font-weight:bold;">До вимоги</span></p></td><td valign="bottom" style="width:18%;padding:0pt 5.4pt 0pt 5.4pt;border-top:none;border-right:none;border-bottom:1pt #000000 solid;border-left:none;"><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;font-weight:bold;">За строком погашення до 3 місяців</span></p></td></tr><tr><td valign="top" style="width:46%;padding:0pt 5.4pt 0pt 5.4pt;border-top:1pt #000000 solid;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Виробники електроенергії, що використовують альтернативні джерела енергії</span></p></td><td style="width:16%;padding:0pt 5.4pt 0pt 5.4pt;border-top:1pt #000000 solid;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:right;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">27&#160;465 302</span></p></td><td style="width:18%;padding:0pt 5.4pt 0pt 5.4pt;border-top:1pt #000000 solid;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:right;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">16&#160;812 244</span></p></td><td style="width:18%;padding:0pt 5.4pt 0pt 5.4pt;border-top:1pt #000000 solid;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:right;text-indent:28pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">10&#160;653 058</span></p></td></tr><tr style="height:14.2pt;"><td valign="top" style="width:46%;padding:0pt 5.4pt 0pt 5.4pt;border-top:none;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">АТ "НАЕК "Енергоатом"</span></p></td><td style="width:16%;padding:0pt 5.4pt 0pt 5.4pt;border-top:none;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:right;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">2&#160;704 865</span></p></td><td style="width:18%;padding:0pt 5.4pt 0pt 5.4pt;border-top:none;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:right;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">16 218</span></p></td><td style="width:18%;padding:0pt 5.4pt 0pt 5.4pt;border-top:none;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:right;text-indent:28pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">2&#160;688 647</span></p></td></tr><tr><td valign="top" style="width:46%;padding:0pt 5.4pt 0pt 5.4pt;border-top:none;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">НЕК "Укренерго"</span></p></td><td style="width:16%;padding:0pt 5.4pt 0pt 5.4pt;border-top:none;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:right;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">2&#160;510 630</span></p></td><td style="width:18%;padding:0pt 5.4pt 0pt 5.4pt;border-top:none;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:right;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">2&#160;059 212</span></p></td><td style="width:18%;padding:0pt 5.4pt 0pt 5.4pt;border-top:none;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:right;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">451 418</span></p></td></tr><tr><td valign="top" style="width:46%;padding:0pt 5.4pt 0pt 5.4pt;border-top:none;border-right:none;border-bottom:1pt #000000 solid;border-left:none;"><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Інші</span></p></td><td valign="top" style="width:16%;padding:0pt 5.4pt 0pt 5.4pt;border-top:none;border-right:none;border-bottom:1pt #000000 solid;border-left:none;"><p style="text-align:right;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;">5 285</span></p></td><td style="width:18%;padding:0pt 5.4pt 0pt 5.4pt;border-top:none;border-right:none;border-bottom:1pt #000000 solid;border-left:none;"><p style="text-align:right;text-indent:28pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">-</span></p></td><td valign="top" style="width:18%;padding:0pt 5.4pt 0pt 5.4pt;border-top:none;border-right:none;border-bottom:1pt #000000 solid;border-left:none;"><p style="text-align:right;text-indent:28pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">5 285</span></p></td></tr><tr style="height:3.65pt;"><td valign="top" style="width:46%;padding:0pt 5.4pt 0pt 5.4pt;border-top:1pt #000000 solid;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;font-weight:bold;">Всього</span></p></td><td valign="top" style="width:16%;padding:0pt 5.4pt 0pt 5.4pt;border-top:1pt #000000 solid;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:right;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;font-weight:bold;">32&#160;686 082</span></p></td><td valign="top" style="width:18%;padding:0pt 5.4pt 0pt 5.4pt;border-top:1pt #000000 solid;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:right;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;font-weight:bold;">18&#160;887 674</span></p></td><td valign="top" style="width:18%;padding:0pt 5.4pt 0pt 5.4pt;border-top:1pt #000000 solid;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:right;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;font-weight:bold;">13&#160;798 408</span></p></td></tr><tr style="height:3.65pt;"><td valign="top" style="width:46%;padding:0pt 5.4pt 0pt 5.4pt;border-top:none;border-right:none;border-bottom:1pt #000000 solid;border-left:none;"><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;font-weight:bold;">&#160;</span></p></td><td valign="top" style="width:16%;padding:0pt 5.4pt 0pt 5.4pt;border-top:none;border-right:none;border-bottom:1pt #000000 solid;border-left:none;"><p style="text-align:right;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;font-weight:bold;">&#160;</span></p></td><td valign="top" style="width:18%;padding:0pt 5.4pt 0pt 5.4pt;border-top:none;border-right:none;border-bottom:1pt #000000 solid;border-left:none;"><p style="text-align:right;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;font-weight:bold;">&#160;</span></p></td><td valign="top" style="width:18%;padding:0pt 5.4pt 0pt 5.4pt;border-top:none;border-right:none;border-bottom:1pt #000000 solid;border-left:none;"><p style="text-align:right;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;font-weight:bold;">&#160;</span></p></td></tr><tr style="height:3.65pt;"><td valign="top" style="width:46%;padding:0pt 5.4pt 0pt 5.4pt;border-top:none;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;font-weight:bold;">&#160;</span></p></td><td valign="top" style="width:16%;padding:0pt 5.4pt 0pt 5.4pt;border-top:none;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:right;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;font-weight:bold;">&#160;</span></p></td><td valign="top" style="width:18%;padding:0pt 5.4pt 0pt 5.4pt;border-top:none;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:right;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;font-weight:bold;">&#160;</span></p></td><td valign="top" style="width:18%;padding:0pt 5.4pt 0pt 5.4pt;border-top:none;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:right;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;font-weight:bold;">&#160;</span></p></td></tr><tr><td rowspan="2" valign="bottom" style="width:46%;padding:0pt 5.4pt 0pt 5.4pt;border-top:none;border-right:none;border-bottom:1pt #000000 solid;border-left:none;"><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;font-weight:bold;">Контрагент/ група контрагентів</span></p></td><td rowspan="2" valign="bottom" style="width:16%;padding:0pt 5.4pt 0pt 5.4pt;border-top:none;border-right:none;border-bottom:1pt #000000 solid;border-left:none;"><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;font-weight:bold;">Заборгованість станом на 31.12.2025</span></p></td><td colspan="2" valign="top" style="width:36%;padding:0pt 5.4pt 0pt 5.4pt;border-top:none;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;font-weight:bold;">В тому числі за строками погашення</span></p></td></tr><tr style="height:31.55pt;"><td style="width:18%;padding:0pt 5.4pt 0pt 5.4pt;border-top:none;border-right:none;border-bottom:1pt #000000 solid;border-left:none;"><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;font-weight:bold;">До вимоги</span></p></td><td valign="bottom" style="width:18%;padding:0pt 5.4pt 0pt 5.4pt;border-top:none;border-right:none;border-bottom:1pt #000000 solid;border-left:none;"><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;font-weight:bold;">За строком погашення до 3 місяців</span></p></td></tr><tr><td valign="top" style="width:46%;padding:0pt 5.4pt 0pt 5.4pt;border-top:1pt #000000 solid;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Виробники електроенергії, що використовують альтернативні джерела енергії</span></p></td><td style="width:16%;padding:0pt 5.4pt 0pt 5.4pt;border-top:1pt #000000 solid;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:right;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">21&#160;498 455</span></p></td><td style="width:18%;padding:0pt 5.4pt 0pt 5.4pt;border-top:1pt #000000 solid;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:right;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">19&#160;756 043</span></p></td><td style="width:18%;padding:0pt 5.4pt 0pt 5.4pt;border-top:1pt #000000 solid;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:right;text-indent:28pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">1&#160;742 412</span></p></td></tr><tr style="height:14.2pt;"><td valign="top" style="width:46%;padding:0pt 5.4pt 0pt 5.4pt;border-top:none;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">АТ "НАЕК "Енергоатом"</span></p></td><td style="width:16%;padding:0pt 5.4pt 0pt 5.4pt;border-top:none;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:right;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">708 937</span></p></td><td style="width:18%;padding:0pt 5.4pt 0pt 5.4pt;border-top:none;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:right;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">-</span></p></td><td style="width:18%;padding:0pt 5.4pt 0pt 5.4pt;border-top:none;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:right;text-indent:28pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">708 937</span></p></td></tr><tr><td valign="top" style="width:46%;padding:0pt 5.4pt 0pt 5.4pt;border-top:none;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">НЕК "Укренерго"</span></p></td><td style="width:16%;padding:0pt 5.4pt 0pt 5.4pt;border-top:none;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:right;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">1&#160;493 670</span></p></td><td style="width:18%;padding:0pt 5.4pt 0pt 5.4pt;border-top:none;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:right;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">928 706</span></p></td><td style="width:18%;padding:0pt 5.4pt 0pt 5.4pt;border-top:none;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:right;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">564 964</span></p></td></tr><tr><td valign="top" style="width:46%;padding:0pt 5.4pt 0pt 5.4pt;border-top:none;border-right:none;border-bottom:1pt #000000 solid;border-left:none;"><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Інші</span></p></td><td valign="top" style="width:16%;padding:0pt 5.4pt 0pt 5.4pt;border-top:none;border-right:none;border-bottom:1pt #000000 solid;border-left:none;"><p style="text-align:right;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">2 095</span></p></td><td style="width:18%;padding:0pt 5.4pt 0pt 5.4pt;border-top:none;border-right:none;border-bottom:1pt #000000 solid;border-left:none;"><p style="text-align:right;text-indent:28pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">50 500</span></p></td><td valign="top" style="width:18%;padding:0pt 5.4pt 0pt 5.4pt;border-top:none;border-right:none;border-bottom:1pt #000000 solid;border-left:none;"><p style="text-align:right;text-indent:28pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">2 095</span></p></td></tr><tr style="height:3.65pt;"><td valign="top" style="width:46%;padding:0pt 5.4pt 0pt 5.4pt;border-top:1pt #000000 solid;border-right:none;border-bottom:1pt #000000 solid;border-left:none;"><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;font-weight:bold;">Всього</span></p></td><td valign="top" style="width:16%;padding:0pt 5.4pt 0pt 5.4pt;border-top:1pt #000000 solid;border-right:none;border-bottom:1pt #000000 solid;border-left:none;"><p style="text-align:right;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;font-weight:bold;">23&#160;703 157</span></p></td><td valign="top" style="width:18%;padding:0pt 5.4pt 0pt 5.4pt;border-top:1pt #000000 solid;border-right:none;border-bottom:1pt #000000 solid;border-left:none;"><p style="text-align:right;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;font-weight:bold;">20&#160;684 749</span></p></td><td valign="top" style="width:18%;padding:0pt 5.4pt 0pt 5.4pt;border-top:1pt #000000 solid;border-right:none;border-bottom:1pt #000000 solid;border-left:none;"><p style="text-align:right;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;font-weight:bold;">3&#160;018 408</span></p></td></tr></table><p style="text-align:left;text-indent:0pt;margin:6pt 0pt 8pt 0pt;line-height:1.079167;"><span style="color:#000000;font-size:11pt;">&#160;</span></p><p style="text-align:left;text-indent:0pt;margin:6pt 0pt 8pt 0pt;line-height:1.079167;"><span style="color:#000000;font-size:11pt;">Кредиторська заборгованість за отриманими авансами представлена наступним чином:</span></p><table border="0" cellspacing="0" cellpadding="0" style="border-collapse:collapse;"><tr><td valign="top" style="width:56%;padding:0pt 5.4pt 0pt 5.4pt;border-top:none;border-right:none;border-bottom:1pt #000000 solid;border-left:none;"><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">&#160;</span></p></td><td valign="top" style="width:21%;padding:0pt 5.4pt 0pt 5.4pt;border-top:none;border-right:none;border-bottom:1pt #000000 solid;border-left:none;"><p style="text-align:right;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;font-weight:bold;">31.12.2025</span></p></td><td valign="top" style="width:21%;padding:0pt 5.4pt 0pt 5.4pt;border-top:none;border-right:none;border-bottom:1pt #000000 solid;border-left:none;"><p style="text-align:right;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;font-weight:bold;">31.12.2024</span></p></td></tr><tr><td valign="top" style="width:56%;padding:0pt 5.4pt 0pt 5.4pt;border-top:1pt #000000 solid;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 3pt 0pt;"><span style="color:#000000;font-size:11pt;">Кредиторська заборгованість за отриманими авансами за електроенергію</span></p></td><td valign="top" style="width:21%;padding:0pt 5.4pt 0pt 5.4pt;border-top:1pt #000000 solid;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:right;text-indent:0pt;margin:0pt 0pt 3pt 0pt;"><span style="color:#000000;font-size:11pt;">82 178</span></p></td><td valign="top" style="width:21%;padding:0pt 5.4pt 0pt 5.4pt;border-top:1pt #000000 solid;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:right;text-indent:0pt;margin:0pt 0pt 3pt 0pt;"><span style="color:#000000;font-size:11pt;">119 851</span></p></td></tr><tr style="height:14.2pt;"><td valign="top" style="width:56%;padding:0pt 5.4pt 0pt 5.4pt;border-top:none;border-right:none;border-bottom:1pt #000000 solid;border-left:none;"><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 3pt 0pt;"><span style="color:#000000;font-size:11pt;">Кредиторська заборгованість за отриманими авансами за послуги</span></p><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;font-style:italic;">в тому числі аванси за послугу із забезпечення доступності електричної енергії для побутових споживачів</span></p></td><td valign="top" style="width:21%;padding:0pt 5.4pt 0pt 5.4pt;border-top:none;border-right:none;border-bottom:1pt #000000 solid;border-left:none;"><p style="text-align:right;text-indent:0pt;margin:0pt 0pt 3pt 0pt;"><span style="color:#000000;font-size:11pt;">10&#160;715&#160;685</span></p><p style="text-align:right;text-indent:0pt;margin:0pt 0pt 3pt 0pt;"><span style="color:#000000;font-size:11pt;font-style:italic;">&#160;</span></p><p style="text-align:right;text-indent:0pt;margin:0pt 0pt 3pt 0pt;"><span style="color:#000000;font-size:11pt;font-style:italic;">&#160;</span></p><p style="text-align:right;text-indent:0pt;margin:0pt 0pt 3pt 0pt;"><span style="color:#000000;font-size:11pt;font-style:italic;">10&#160;705 426</span></p></td><td valign="top" style="width:21%;padding:0pt 5.4pt 0pt 5.4pt;border-top:none;border-right:none;border-bottom:1pt #000000 solid;border-left:none;"><p style="text-align:right;text-indent:0pt;margin:0pt 0pt 3pt 0pt;"><span style="color:#000000;font-size:11pt;">7&#160;843&#160;851</span></p><p style="text-align:right;text-indent:0pt;margin:0pt 0pt 3pt 0pt;"><span style="color:#000000;font-size:11pt;font-style:italic;">&#160;</span></p><p style="text-align:right;text-indent:0pt;margin:0pt 0pt 3pt 0pt;"><span style="color:#000000;font-size:11pt;font-style:italic;">&#160;</span></p><p style="text-align:right;text-indent:0pt;margin:0pt 0pt 3pt 0pt;"><span style="color:#000000;font-size:11pt;font-style:italic;">7&#160;825 786</span></p></td></tr><tr><td valign="top" style="width:56%;padding:0pt 5.4pt 0pt 5.4pt;border-top:1pt #000000 solid;border-right:none;border-bottom:1pt #000000 solid;border-left:none;"><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 3pt 0pt;"><span style="color:#000000;font-size:11pt;font-weight:bold;">Всього</span></p></td><td valign="top" style="width:21%;padding:0pt 5.4pt 0pt 5.4pt;border-top:1pt #000000 solid;border-right:none;border-bottom:1pt #000000 solid;border-left:none;"><p style="text-align:right;text-indent:0pt;margin:0pt 0pt 3pt 0pt;"><span style="color:#000000;font-size:11pt;font-weight:bold;">10&#160;797 863</span></p></td><td valign="top" style="width:21%;padding:0pt 5.4pt 0pt 5.4pt;border-top:1pt #000000 solid;border-right:none;border-bottom:1pt #000000 solid;border-left:none;"><p style="text-align:right;text-indent:0pt;margin:0pt 0pt 3pt 0pt;"><span style="color:#000000;font-size:11pt;font-weight:bold;">7&#160;963 702</span></p></td></tr></table><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Кредиторська заборгованість за отриманими авансами представлена за вирахуванням податку на додану вартість (податкові зобов'язання) у сумі 2&#160;159&#160;494 тис. грн (у сумі 1&#160;591&#160;374 тис. грн станом на 31.12.2024)</span></p><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;">&#160;</span></p></ix:nonNumeric></p></td>
            </tr>
            <tr>
                <td class="pad1 b">Розкриття інформації про торговельну та іншу дебіторську заборгованість</td>
            </tr>
            <tr>
                <td class="pad1"><p><ix:nonNumeric name="ifrs-full:DisclosureOfTradeAndOtherReceivablesExplanatory" contextRef="ctxt_1" escape="false"><h2 style="text-align:justify;text-indent:-14pt;margin:0pt 0pt 0pt 14pt;page-break-after:avoid;page-break-inside:avoid;"><span style="color:#000000;font-size:11pt;font-weight:bold;">Торговельна та інша дебіторська заборгованості</span></h2><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Балансова вартість торговельної та іншої дебіторської заборгованостей (станом на 31 грудня 2025 року становить &#160;25&#160;783 906 тис. грн (на 31 грудня 2024 року 35&#160;399 019 тис. грн), в тому числі за товари, роботи послуги 20&#160;648 946 тис. грн (на 31 грудня 2024 року 28&#160;863 595 тис. грн)</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">&#160;</span></p><table border="0" cellspacing="0" cellpadding="0" style="border-collapse:collapse;"><tr style="height:21.8pt;"><td rowspan="2" style="width:36%;padding:0pt 2.85pt 0pt 2.85pt;border-top:1pt #000000 solid;border-right:none;border-bottom:1pt #000000 solid;border-left:none;"><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;font-weight:bold;">Контрагент/група контрагентів</span></p></td><td rowspan="2" valign="bottom" style="width:14%;padding:0pt 2.85pt 0pt 2.85pt;border-top:1pt #000000 solid;border-right:none;border-bottom:1pt #000000 solid;border-left:none;"><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;font-weight:bold;">Заборгованість станом на 31.12.2024</span></p></td><td colspan="4" valign="bottom" style="width:48%;padding:0pt 2.85pt 0pt 2.85pt;border-top:1pt #000000 solid;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;font-weight:bold;">В тому числі зі строками непогашення</span></p></td></tr><tr style="height:17.3pt;"><td style="width:16%;padding:0pt 2.85pt 0pt 2.85pt;border-top:none;border-right:none;border-bottom:1pt #000000 solid;border-left:none;"><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;font-weight:bold;">Не прострочена, або прострочена строком до 3 місяців</span></p></td><td style="width:10%;padding:0pt 2.85pt 0pt 2.85pt;border-top:none;border-right:none;border-bottom:1pt #000000 solid;border-left:none;"><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;font-weight:bold;">до 6 місяців</span></p></td><td style="width:10%;padding:0pt 2.85pt 0pt 2.85pt;border-top:none;border-right:none;border-bottom:1pt #000000 solid;border-left:none;"><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;font-weight:bold;">до 12 місяців</span></p></td><td style="width:10%;padding:0pt 2.85pt 0pt 2.85pt;border-top:none;border-right:none;border-bottom:1pt #000000 solid;border-left:none;"><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;font-weight:bold;">більше &#160;12 місяців</span></p></td></tr><tr style="height:13pt;"><td style="width:36%;padding:0pt 2.85pt 0pt 2.85pt;border-top:1pt #000000 solid;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Постачальники універсальних послуг</span></p></td><td style="width:14%;padding:0pt 2.85pt 0pt 2.85pt;border-top:1pt #000000 solid;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">2&#160;591 168</span></p></td><td style="width:16%;padding:0pt 2.85pt 0pt 2.85pt;border-top:1pt #000000 solid;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">2&#160;513 021</span></p></td><td style="width:10%;padding:0pt 2.85pt 0pt 2.85pt;border-top:1pt #000000 solid;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">9 080</span></p></td><td style="width:10%;padding:0pt 2.85pt 0pt 2.85pt;border-top:1pt #000000 solid;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">-</span></p></td><td style="width:10%;padding:0pt 2.85pt 0pt 2.85pt;border-top:1pt #000000 solid;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">69 067-</span></p></td></tr><tr style="height:40.9pt;"><td style="width:36%;padding:0pt 2.85pt 0pt 2.85pt;border-top:none;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">НЕК "Укренерго" за послугу із забезпечення збільшення частки виробництва електричної енергії з альтернативних джерел</span></p></td><td style="width:14%;padding:0pt 2.85pt 0pt 2.85pt;border-top:none;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">21&#160;393 497</span></p></td><td style="width:16%;padding:0pt 2.85pt 0pt 2.85pt;border-top:none;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">999 518</span></p></td><td style="width:10%;padding:0pt 2.85pt 0pt 2.85pt;border-top:none;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">2&#160;697 490</span></p></td><td style="width:10%;padding:0pt 2.85pt 0pt 2.85pt;border-top:none;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">7&#160;025 184</span></p></td><td style="width:10%;padding:0pt 2.85pt 0pt 2.85pt;border-top:none;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">10&#160;671 305</span></p></td></tr><tr><td style="width:36%;padding:0pt 2.85pt 0pt 2.85pt;border-top:none;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">НЕК "Укренерго" за електричну енергію з метою врегулювання небалансів</span></p></td><td style="width:14%;padding:0pt 2.85pt 0pt 2.85pt;border-top:none;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">230 006</span></p></td><td style="width:16%;padding:0pt 2.85pt 0pt 2.85pt;border-top:none;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">-</span></p></td><td style="width:10%;padding:0pt 2.85pt 0pt 2.85pt;border-top:none;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">-</span></p></td><td style="width:10%;padding:0pt 2.85pt 0pt 2.85pt;border-top:none;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">163 804</span></p></td><td style="width:10%;padding:0pt 2.85pt 0pt 2.85pt;border-top:none;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">66 202</span></p></td></tr><tr style="height:44.75pt;"><td style="width:36%;padding:0pt 2.85pt 0pt 2.85pt;border-top:none;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">ВДЕ за послугу з відшкодування частки &#160;вартості врегулювання небалансу електричної енергії гарантованого покупця, вартості відхилення</span></p></td><td style="width:14%;padding:0pt 2.85pt 0pt 2.85pt;border-top:none;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">4&#160;682 376</span></p></td><td style="width:16%;padding:0pt 2.85pt 0pt 2.85pt;border-top:none;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">213 786</span></p></td><td style="width:10%;padding:0pt 2.85pt 0pt 2.85pt;border-top:none;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">110 162</span></p></td><td style="width:10%;padding:0pt 2.85pt 0pt 2.85pt;border-top:none;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">331&#160;970</span></p></td><td style="width:10%;padding:0pt 2.85pt 0pt 2.85pt;border-top:none;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">4&#160;026&#160;458</span></p></td></tr><tr style="height:4.45pt;"><td style="width:36%;padding:0pt 2.85pt 0pt 2.85pt;border-top:none;border-right:none;border-bottom:1pt #000000 solid;border-left:none;"><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Інші</span></p></td><td style="width:14%;padding:0pt 2.85pt 0pt 2.85pt;border-top:none;border-right:none;border-bottom:1pt #000000 solid;border-left:none;"><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">36 974</span></p></td><td style="width:16%;padding:0pt 2.85pt 0pt 2.85pt;border-top:none;border-right:none;border-bottom:1pt #000000 solid;border-left:none;"><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">33 409</span></p></td><td style="width:10%;padding:0pt 2.85pt 0pt 2.85pt;border-top:none;border-right:none;border-bottom:1pt #000000 solid;border-left:none;"><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">168</span></p></td><td style="width:10%;padding:0pt 2.85pt 0pt 2.85pt;border-top:none;border-right:none;border-bottom:1pt #000000 solid;border-left:none;"><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">662</span></p></td><td style="width:10%;padding:0pt 2.85pt 0pt 2.85pt;border-top:none;border-right:none;border-bottom:1pt #000000 solid;border-left:none;"><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">2&#160;735</span></p></td></tr><tr><td valign="top" style="width:36%;padding:0pt 2.85pt 0pt 2.85pt;border-top:1pt #000000 solid;border-right:none;border-bottom:1pt #000000 solid;border-left:none;"><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;font-weight:bold;">Всього валова вартість</span></p></td><td style="width:14%;padding:0pt 2.85pt 0pt 2.85pt;border-top:1pt #000000 solid;border-right:none;border-bottom:1pt #000000 solid;border-left:none;"><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;font-weight:bold;">28&#160;934 021</span></p></td><td style="width:16%;padding:0pt 2.85pt 0pt 2.85pt;border-top:1pt #000000 solid;border-right:none;border-bottom:1pt #000000 solid;border-left:none;"><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;font-weight:bold;">3 759 734</span></p></td><td style="width:10%;padding:0pt 2.85pt 0pt 2.85pt;border-top:1pt #000000 solid;border-right:none;border-bottom:1pt #000000 solid;border-left:none;"><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;font-weight:bold;">2&#160;816 900</span></p></td><td style="width:10%;padding:0pt 2.85pt 0pt 2.85pt;border-top:1pt #000000 solid;border-right:none;border-bottom:1pt #000000 solid;border-left:none;"><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;font-weight:bold;">7&#160;521 620</span></p></td><td style="width:10%;padding:0pt 2.85pt 0pt 2.85pt;border-top:1pt #000000 solid;border-right:none;border-bottom:1pt #000000 solid;border-left:none;"><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;font-weight:bold;">14&#160;835 767</span></p></td></tr><tr><td valign="top" style="width:36%;padding:0pt 2.85pt 0pt 2.85pt;border-top:1pt #000000 solid;border-right:none;border-bottom:1pt #000000 solid;border-left:none;"><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;font-weight:bold;">Очікувані кредитні збитки від зменшення корисності торгової дебіторської заборгованості</span></p></td><td style="width:14%;padding:0pt 2.85pt 0pt 2.85pt;border-top:1pt #000000 solid;border-right:none;border-bottom:1pt #000000 solid;border-left:none;"><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;font-weight:bold;">(70&#160;426)</span></p></td><td style="width:16%;padding:0pt 2.85pt 0pt 2.85pt;border-top:1pt #000000 solid;border-right:none;border-bottom:1pt #000000 solid;border-left:none;"><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;font-weight:bold;">(47)</span></p></td><td style="width:10%;padding:0pt 2.85pt 0pt 2.85pt;border-top:1pt #000000 solid;border-right:none;border-bottom:1pt #000000 solid;border-left:none;"><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;font-weight:bold;">&#160;</span></p></td><td style="width:10%;padding:0pt 2.85pt 0pt 2.85pt;border-top:1pt #000000 solid;border-right:none;border-bottom:1pt #000000 solid;border-left:none;"><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;font-weight:bold;">(78)</span></p></td><td style="width:10%;padding:0pt 2.85pt 0pt 2.85pt;border-top:1pt #000000 solid;border-right:none;border-bottom:1pt #000000 solid;border-left:none;"><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;font-weight:bold;">(70&#160;301)</span></p></td></tr><tr><td valign="top" style="width:36%;padding:0pt 2.85pt 0pt 2.85pt;border-top:1pt #000000 solid;border-right:none;border-bottom:1pt #000000 solid;border-left:none;"><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;font-weight:bold;">Всього</span></p></td><td style="width:14%;padding:0pt 2.85pt 0pt 2.85pt;border-top:1pt #000000 solid;border-right:none;border-bottom:1pt #000000 solid;border-left:none;"><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;font-weight:bold;">28&#160;863 595</span></p></td><td style="width:16%;padding:0pt 2.85pt 0pt 2.85pt;border-top:1pt #000000 solid;border-right:none;border-bottom:1pt #000000 solid;border-left:none;"><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;font-weight:bold;">3&#160;759 687</span></p></td><td style="width:10%;padding:0pt 2.85pt 0pt 2.85pt;border-top:1pt #000000 solid;border-right:none;border-bottom:1pt #000000 solid;border-left:none;"><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;font-weight:bold;">2&#160;816 900</span></p></td><td style="width:10%;padding:0pt 2.85pt 0pt 2.85pt;border-top:1pt #000000 solid;border-right:none;border-bottom:1pt #000000 solid;border-left:none;"><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;font-weight:bold;">7&#160;521 542</span></p></td><td style="width:10%;padding:0pt 2.85pt 0pt 2.85pt;border-top:1pt #000000 solid;border-right:none;border-bottom:1pt #000000 solid;border-left:none;"><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;font-weight:bold;">14&#160;765 466</span></p></td></tr><tr style="height:21.8pt;"><td rowspan="2" style="width:36%;padding:0pt 2.85pt 0pt 2.85pt;border-top:1pt #000000 solid;border-right:none;border-bottom:1pt #000000 solid;border-left:none;"><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;font-weight:bold;">&#160;</span></p><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;font-weight:bold;">&#160;</span></p><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;font-weight:bold;">Контрагент/група контрагентів</span></p></td><td rowspan="2" valign="bottom" style="width:14%;padding:0pt 2.85pt 0pt 2.85pt;border-top:1pt #000000 solid;border-right:none;border-bottom:1pt #000000 solid;border-left:none;"><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;font-weight:bold;">Заборгованість станом на 31.12.2025</span></p></td><td colspan="4" valign="bottom" style="width:48%;padding:0pt 2.85pt 0pt 2.85pt;border-top:1pt #000000 solid;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;font-weight:bold;">В тому числі зі строками непогашення</span></p></td></tr><tr style="height:17.3pt;"><td style="width:16%;padding:0pt 2.85pt 0pt 2.85pt;border-top:none;border-right:none;border-bottom:1pt #000000 solid;border-left:none;"><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;font-weight:bold;">Не прострочена, або прострочена строком до 3 місяців</span></p></td><td style="width:10%;padding:0pt 2.85pt 0pt 2.85pt;border-top:none;border-right:none;border-bottom:1pt #000000 solid;border-left:none;"><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;font-weight:bold;">до 6 місяців</span></p></td><td style="width:10%;padding:0pt 2.85pt 0pt 2.85pt;border-top:none;border-right:none;border-bottom:1pt #000000 solid;border-left:none;"><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;font-weight:bold;">до 12 місяців</span></p></td><td style="width:10%;padding:0pt 2.85pt 0pt 2.85pt;border-top:none;border-right:none;border-bottom:1pt #000000 solid;border-left:none;"><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;font-weight:bold;">більше &#160;12 місяців</span></p></td></tr><tr style="height:13pt;"><td valign="top" style="width:36%;padding:0pt 2.85pt 0pt 2.85pt;border-top:1pt #000000 solid;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Постачальники універсальних послуг</span></p></td><td style="width:14%;padding:0pt 2.85pt 0pt 2.85pt;border-top:1pt #000000 solid;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">777 418</span></p></td><td style="width:16%;padding:0pt 2.85pt 0pt 2.85pt;border-top:1pt #000000 solid;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">&#160;708 351</span></p></td><td style="width:10%;padding:0pt 2.85pt 0pt 2.85pt;border-top:1pt #000000 solid;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">-</span></p></td><td style="width:10%;padding:0pt 2.85pt 0pt 2.85pt;border-top:1pt #000000 solid;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">-</span></p></td><td style="width:10%;padding:0pt 2.85pt 0pt 2.85pt;border-top:1pt #000000 solid;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">69 067-</span></p></td></tr><tr style="height:40.9pt;"><td valign="top" style="width:36%;padding:0pt 2.85pt 0pt 2.85pt;border-top:none;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">НЕК "Укренерго" за послугу із забезпечення збільшення частки виробництва електричної енергії з альтернативних джерел</span></p></td><td style="width:14%;padding:0pt 2.85pt 0pt 2.85pt;border-top:none;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">15&#160;667 131</span></p></td><td style="width:16%;padding:0pt 2.85pt 0pt 2.85pt;border-top:none;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">1&#160;154 494</span></p></td><td style="width:10%;padding:0pt 2.85pt 0pt 2.85pt;border-top:none;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">576 915</span></p></td><td style="width:10%;padding:0pt 2.85pt 0pt 2.85pt;border-top:none;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">-</span></p></td><td style="width:10%;padding:0pt 2.85pt 0pt 2.85pt;border-top:none;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">13&#160;935 722</span></p></td></tr><tr><td valign="top" style="width:36%;padding:0pt 2.85pt 0pt 2.85pt;border-top:none;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">НЕК "Укренерго" за електричну енергію з метою врегулювання небалансів</span></p></td><td style="width:14%;padding:0pt 2.85pt 0pt 2.85pt;border-top:none;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">404</span></p></td><td style="width:16%;padding:0pt 2.85pt 0pt 2.85pt;border-top:none;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">-</span></p></td><td style="width:10%;padding:0pt 2.85pt 0pt 2.85pt;border-top:none;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">-</span></p></td><td style="width:10%;padding:0pt 2.85pt 0pt 2.85pt;border-top:none;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">-</span></p></td><td style="width:10%;padding:0pt 2.85pt 0pt 2.85pt;border-top:none;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">404</span></p></td></tr><tr style="height:44.75pt;"><td valign="top" style="width:36%;padding:0pt 2.85pt 0pt 2.85pt;border-top:none;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">ВДЕ за послугу з відшкодування частки &#160;вартості врегулювання небалансу електричної енергії гарантованого покупця, вартості відхилення</span></p></td><td style="width:14%;padding:0pt 2.85pt 0pt 2.85pt;border-top:none;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">4&#160;2 44 487</span></p></td><td style="width:16%;padding:0pt 2.85pt 0pt 2.85pt;border-top:none;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">156 333</span></p></td><td style="width:10%;padding:0pt 2.85pt 0pt 2.85pt;border-top:none;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">84 081</span></p></td><td style="width:10%;padding:0pt 2.85pt 0pt 2.85pt;border-top:none;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">192 609</span></p></td><td style="width:10%;padding:0pt 2.85pt 0pt 2.85pt;border-top:none;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">3&#160;811&#160;464</span></p></td></tr><tr style="height:4.45pt;"><td valign="top" style="width:36%;padding:0pt 2.85pt 0pt 2.85pt;border-top:none;border-right:none;border-bottom:1pt #000000 solid;border-left:none;"><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Інші</span></p></td><td style="width:14%;padding:0pt 2.85pt 0pt 2.85pt;border-top:none;border-right:none;border-bottom:1pt #000000 solid;border-left:none;"><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">41 820</span></p></td><td style="width:16%;padding:0pt 2.85pt 0pt 2.85pt;border-top:none;border-right:none;border-bottom:1pt #000000 solid;border-left:none;"><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">37 805</span></p></td><td style="width:10%;padding:0pt 2.85pt 0pt 2.85pt;border-top:none;border-right:none;border-bottom:1pt #000000 solid;border-left:none;"><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">3</span></p></td><td style="width:10%;padding:0pt 2.85pt 0pt 2.85pt;border-top:none;border-right:none;border-bottom:1pt #000000 solid;border-left:none;"><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">15</span></p></td><td style="width:10%;padding:0pt 2.85pt 0pt 2.85pt;border-top:none;border-right:none;border-bottom:1pt #000000 solid;border-left:none;"><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">3&#160;997</span></p></td></tr><tr><td valign="top" style="width:36%;padding:0pt 2.85pt 0pt 2.85pt;border-top:1pt #000000 solid;border-right:none;border-bottom:1pt #000000 solid;border-left:none;"><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;font-weight:bold;">Всього валова вартість</span></p></td><td style="width:14%;padding:0pt 2.85pt 0pt 2.85pt;border-top:1pt #000000 solid;border-right:none;border-bottom:1pt #000000 solid;border-left:none;"><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;font-weight:bold;">20&#160;731 260</span></p></td><td style="width:16%;padding:0pt 2.85pt 0pt 2.85pt;border-top:1pt #000000 solid;border-right:none;border-bottom:1pt #000000 solid;border-left:none;"><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;font-weight:bold;">2&#160;056 983</span></p></td><td style="width:10%;padding:0pt 2.85pt 0pt 2.85pt;border-top:1pt #000000 solid;border-right:none;border-bottom:1pt #000000 solid;border-left:none;"><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;font-weight:bold;">660 999</span></p></td><td style="width:10%;padding:0pt 2.85pt 0pt 2.85pt;border-top:1pt #000000 solid;border-right:none;border-bottom:1pt #000000 solid;border-left:none;"><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;font-weight:bold;">192 624</span></p></td><td style="width:10%;padding:0pt 2.85pt 0pt 2.85pt;border-top:1pt #000000 solid;border-right:none;border-bottom:1pt #000000 solid;border-left:none;"><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;font-weight:bold;">17&#160;820 654</span></p></td></tr><tr><td valign="top" style="width:36%;padding:0pt 2.85pt 0pt 2.85pt;border-top:1pt #000000 solid;border-right:none;border-bottom:1pt #000000 solid;border-left:none;"><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;font-weight:bold;">Очікувані кредитні збитки від зменшення корисності торгової дебіторської заборгованості</span></p></td><td style="width:14%;padding:0pt 2.85pt 0pt 2.85pt;border-top:1pt #000000 solid;border-right:none;border-bottom:1pt #000000 solid;border-left:none;"><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;font-weight:bold;">(82&#160;314)</span></p></td><td style="width:16%;padding:0pt 2.85pt 0pt 2.85pt;border-top:1pt #000000 solid;border-right:none;border-bottom:1pt #000000 solid;border-left:none;"><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;font-weight:bold;">(7)</span></p></td><td style="width:10%;padding:0pt 2.85pt 0pt 2.85pt;border-top:1pt #000000 solid;border-right:none;border-bottom:1pt #000000 solid;border-left:none;"><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;font-weight:bold;">&#160;</span></p></td><td style="width:10%;padding:0pt 2.85pt 0pt 2.85pt;border-top:1pt #000000 solid;border-right:none;border-bottom:1pt #000000 solid;border-left:none;"><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;font-weight:bold;">&#160;</span></p></td><td style="width:10%;padding:0pt 2.85pt 0pt 2.85pt;border-top:1pt #000000 solid;border-right:none;border-bottom:1pt #000000 solid;border-left:none;"><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;font-weight:bold;"><br />(82&#160;307)</span></p></td></tr><tr><td valign="top" style="width:36%;padding:0pt 2.85pt 0pt 2.85pt;border-top:1pt #000000 solid;border-right:none;border-bottom:1pt #000000 solid;border-left:none;"><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;font-weight:bold;">Всього</span></p></td><td style="width:14%;padding:0pt 2.85pt 0pt 2.85pt;border-top:1pt #000000 solid;border-right:none;border-bottom:1pt #000000 solid;border-left:none;"><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;font-weight:bold;">20&#160;648 946</span></p></td><td style="width:16%;padding:0pt 2.85pt 0pt 2.85pt;border-top:1pt #000000 solid;border-right:none;border-bottom:1pt #000000 solid;border-left:none;"><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;font-weight:bold;">2&#160;056 976</span></p></td><td style="width:10%;padding:0pt 2.85pt 0pt 2.85pt;border-top:1pt #000000 solid;border-right:none;border-bottom:1pt #000000 solid;border-left:none;"><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;font-weight:bold;">660 999</span></p></td><td style="width:10%;padding:0pt 2.85pt 0pt 2.85pt;border-top:1pt #000000 solid;border-right:none;border-bottom:1pt #000000 solid;border-left:none;"><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;font-weight:bold;">192 624</span></p></td><td style="width:10%;padding:0pt 2.85pt 0pt 2.85pt;border-top:1pt #000000 solid;border-right:none;border-bottom:1pt #000000 solid;border-left:none;"><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;font-weight:bold;">17&#160;738 347</span></p></td></tr></table><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">&#160;</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Станом на 31.12.2025 з боку виробників електричної енергії з альтернативних джерел &#160;залишаються не підписаними акти приймання - передачі послуги з відшкодування частки вартості врегулювання небалансу електричної енергії балансуючої групи гарантованого покупця на загальну суму 3&#160;091 190 тис. грн, здебільшого, у зв'язку з непогодженням виробників електричної енергії з альтернативних джерел з розрахунками за минулі періоди (до 08.09.2022) за формулою що &#160;викладена у редакції пункту 9.3 глави 9 Порядку затвердженого підпунктом 8 пункту 1 Змін до постанови НКРЕКП від 26.04.2019 № 641, затверджених постановою НКРЕКП від 15.01.2021 № 46, який 08.09.2022 Верховним Судом був признаний протиправним та нечинним. Наразі це питання знаходиться на стадії врегулювання.</span></p><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;font-weight:bold;">&#160;</span></p><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Дебіторська заборгованість за виданими авансами у фінансовій звітності представлена наступними статтями:</span></p><table border="0" cellspacing="0" cellpadding="0" style="border-collapse:collapse;"><tr style="height:10.7pt;"><td valign="top" style="width:290.6pt;padding:0pt 5.4pt 0pt 5.4pt;border-top:none;border-right:none;border-bottom:1pt #000000 solid;border-left:none;"><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">&#160;</span></p></td><td valign="bottom" style="width:113.15pt;padding:0pt 5.4pt 0pt 5.4pt;border-top:none;border-right:none;border-bottom:1pt #000000 solid;border-left:none;"><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;font-weight:bold;">31.12.2025</span></p></td><td style="width:144pt;padding:0pt 5.4pt 0pt 5.4pt;border-top:none;border-right:none;border-bottom:1pt #000000 solid;border-left:none;"><p style="text-align:center;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;font-weight:bold;">&#160; &#160;&#160;&#160;&#160;&#160;31.12. 2024</span></p></td></tr><tr><td valign="top" style="width:290.6pt;padding:0pt 5.4pt 0pt 5.4pt;border-top:1pt #000000 solid;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">За виданими авансами за електроенергію</span></p></td><td valign="top" style="width:113.15pt;padding:0pt 5.4pt 0pt 5.4pt;border-top:1pt #000000 solid;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:right;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">255 443</span></p></td><td valign="top" style="width:144pt;padding:0pt 5.4pt 0pt 5.4pt;border-top:1pt #000000 solid;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:right;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">213 055</span></p></td></tr><tr><td valign="top" style="width:290.6pt;padding:0pt 5.4pt 0pt 5.4pt;border-top:none;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">За виданими авансами за послуги</span></p><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;font-style:italic;">в тому числі аванси за послугу із забезпечення доступності електричної енергії для побутових споживачів</span></p></td><td valign="top" style="width:113.15pt;padding:0pt 5.4pt 0pt 5.4pt;border-top:none;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:right;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">11&#160;345 692</span></p><p style="text-align:right;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">&#160;</span></p><p style="text-align:right;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">11&#160;345 641</span></p></td><td valign="top" style="width:144pt;padding:0pt 5.4pt 0pt 5.4pt;border-top:none;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:right;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">8&#160;625 345</span></p><p style="text-align:right;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">&#160;</span></p><p style="text-align:right;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;font-style:italic;">8&#160;625 332</span></p></td></tr><tr><td valign="top" style="width:290.6pt;padding:0pt 5.4pt 0pt 5.4pt;border-top:none;border-right:none;border-bottom:1pt #000000 solid;border-left:none;"><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">За виданими авансами за товарно-матеріальні цінності</span></p></td><td valign="top" style="width:113.15pt;padding:0pt 5.4pt 0pt 5.4pt;border-top:none;border-right:none;border-bottom:1pt #000000 solid;border-left:none;"><p style="text-align:right;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">21</span></p></td><td valign="top" style="width:144pt;padding:0pt 5.4pt 0pt 5.4pt;border-top:none;border-right:none;border-bottom:1pt #000000 solid;border-left:none;"><p style="text-align:right;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">31</span></p></td></tr><tr><td valign="top" style="width:290.6pt;padding:0pt 5.4pt 0pt 5.4pt;border-top:none;border-right:none;border-bottom:1pt #000000 solid;border-left:none;"><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Резерв під знецінення</span></p></td><td valign="top" style="width:113.15pt;padding:0pt 5.4pt 0pt 5.4pt;border-top:none;border-right:none;border-bottom:1pt #000000 solid;border-left:none;"><p style="text-align:right;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">(255&#160;443)</span></p></td><td valign="top" style="width:144pt;padding:0pt 5.4pt 0pt 5.4pt;border-top:none;border-right:none;border-bottom:1pt #000000 solid;border-left:none;"><p style="text-align:right;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">(1&#160;112)</span></p></td></tr><tr><td valign="top" style="width:290.6pt;padding:0pt 5.4pt 0pt 5.4pt;border-top:1pt #000000 solid;border-right:none;border-bottom:1pt #000000 solid;border-left:none;"><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;font-weight:bold;">Всього</span></p></td><td valign="top" style="width:113.15pt;padding:0pt 5.4pt 0pt 5.4pt;border-top:1pt #000000 solid;border-right:none;border-bottom:1pt #000000 solid;border-left:none;"><p style="text-align:right;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;font-weight:bold;">11&#160;345 713</span></p></td><td valign="top" style="width:144pt;padding:0pt 5.4pt 0pt 5.4pt;border-top:1pt #000000 solid;border-right:none;border-bottom:1pt #000000 solid;border-left:none;"><p style="text-align:right;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;font-weight:bold;">8&#160;837 319</span></p></td></tr></table><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">&#160;</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Дебіторська заборгованість за виданими авансами у фінансовій звітності представлена за вирахуванням податку на додану вартість (податковий кредит) у сумі 2&#160;269 141 тис. грн станом на звітну дату (дебіторська заборгованість за виданими авансами у фінансовій звітності станом на 31.12.2024 представлена за вирахуванням податку на додану вартість у сумі 1&#160;767&#160;463 тис. грн).</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Інша поточна дебіторська заборгованість станом на 31 грудня 2025 року становить 880 692 тис. грн, в тому числі: розрахунки за претензіями в сумі 675&#160;972 тис. грн, суми до з'ясування 190&#160;916 тис. грн; розрахунки з банківською установою по надходженням відсотків за залишками коштів на поточних рахунках Підприємства у сумі 13 036 тис. &#160;грн та розрахунки з іншими дебіторами у сумі 768 тис. грн (на 31 грудня 2024 року - 721&#160;209 тис. грн в тому числі: розрахунки за претензіями у сумі 689&#160;284 тис. грн; розрахунки з банківською установою по надходженням відсотків за залишками коштів на поточних рахунках Підприємства у сумі 16&#160;880 тис. грн).</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Враховуючи норми МСФЗ (IFRS) 9 "Фінансові інструменти" щодо моделі очікуваних кредитних ризиків Підприємство може визнати резерв очікуваних кредитних збитків за торговельною дебіторською заборгованістю за наявності факторів, що свідчать про істотне збільшення кредитного ризику або дефолт.</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">На момент складання фінансової звітності Підприємством вживаються всі необхідні заходи для врегулювання питання погашення заборгованості.</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Наявність об'єктивних свідчень неплатоспроможності контрагента за договірними зобов'язаннями,за якими прострочено виконання такого зобов'язання,розглядається Підприємством в розумінні високого (100%) ризику за факторами, що впливають на ризик невиконання зобов'язань. За результатом проведеної оцінки платоспроможності, &#160;та на підставі даних стосовно контрагентів по яким ведеться претензійно-позовна робота, Підприємством &#160;в звітному періоді станом на 31.12.2025 нараховано резерв очікуваних кредитних збитків на дебіторську заборгованість контрагентів та резерв під знецінення авансів виданих із застосуванням коефіцієнту високого ризику (100%) у сумі 337 757 тис. грн (на 31 грудня 2024 року: 71 538 тис. грн):</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">&#160;</span></p><table border="0" cellspacing="0" cellpadding="0" style="border-collapse:collapse;"><tr style="height:10.7pt;"><td valign="top" style="width:290.6pt;padding:0pt 5.4pt 0pt 5.4pt;border-top:none;border-right:none;border-bottom:1pt #000000 solid;border-left:none;"><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">&#160;</span></p></td><td valign="top" style="width:113.15pt;padding:0pt 5.4pt 0pt 5.4pt;border-top:none;border-right:none;border-bottom:1pt #000000 solid;border-left:none;"><p style="text-align:right;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;font-weight:bold;">2025</span></p></td><td valign="top" style="width:113.65pt;padding:0pt 5.4pt 0pt 5.4pt;border-top:none;border-right:none;border-bottom:1pt #000000 solid;border-left:none;"><p style="text-align:right;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;font-weight:bold;">&#160; &#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;2024</span></p></td></tr><tr><td valign="top" style="width:290.6pt;padding:0pt 5.4pt 0pt 5.4pt;border-top:1pt #000000 solid;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;font-weight:bold;">Резерв очікуваних кредитних збитків станом на початок звітного періоду</span></p></td><td valign="top" style="width:113.15pt;padding:0pt 5.4pt 0pt 5.4pt;border-top:1pt #000000 solid;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:right;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;font-weight:bold;">70 426</span></p></td><td valign="top" style="width:113.65pt;padding:0pt 5.4pt 0pt 5.4pt;border-top:1pt #000000 solid;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:right;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;font-weight:bold;">69 394</span></p></td></tr><tr><td valign="top" style="width:290.6pt;padding:0pt 5.4pt 0pt 5.4pt;border-top:1pt #000000 solid;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Нараховано резерв очікуваних кредитних збитків</span></p><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">від зменшення корисності торгової дебіторської заборгованості</span></p></td><td valign="top" style="width:113.15pt;padding:0pt 5.4pt 0pt 5.4pt;border-top:1pt #000000 solid;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:right;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">11 888</span></p></td><td valign="top" style="width:113.65pt;padding:0pt 5.4pt 0pt 5.4pt;border-top:1pt #000000 solid;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:right;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">1 032</span></p></td></tr><tr><td valign="top" style="width:290.6pt;padding:0pt 5.4pt 0pt 5.4pt;border-top:none;border-right:none;border-bottom:1pt #000000 solid;border-left:none;"><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Використано</span></p></td><td valign="top" style="width:113.15pt;padding:0pt 5.4pt 0pt 5.4pt;border-top:none;border-right:none;border-bottom:1pt #000000 solid;border-left:none;"><p style="text-align:right;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">-</span></p></td><td valign="top" style="width:113.65pt;padding:0pt 5.4pt 0pt 5.4pt;border-top:none;border-right:none;border-bottom:1pt #000000 solid;border-left:none;"><p style="text-align:right;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">-</span></p></td></tr><tr><td valign="top" style="width:290.6pt;padding:0pt 5.4pt 0pt 5.4pt;border-top:1pt #000000 solid;border-right:none;border-bottom:1pt #000000 solid;border-left:none;"><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;font-weight:bold;">Всього станом на кінець звітного періоду</span></p></td><td valign="top" style="width:113.15pt;padding:0pt 5.4pt 0pt 5.4pt;border-top:1pt #000000 solid;border-right:none;border-bottom:1pt #000000 solid;border-left:none;"><p style="text-align:right;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;font-weight:bold;">82 314</span></p></td><td valign="top" style="width:113.65pt;padding:0pt 5.4pt 0pt 5.4pt;border-top:1pt #000000 solid;border-right:none;border-bottom:1pt #000000 solid;border-left:none;"><p style="text-align:right;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;font-weight:bold;">70&#160;426 &#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;</span></p></td></tr><tr><td valign="top" style="width:290.6pt;padding:0pt 5.4pt 0pt 5.4pt;border-top:1pt #000000 solid;border-right:none;border-bottom:1pt #000000 solid;border-left:none;"><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;font-weight:bold;">&#160;</span></p></td><td valign="top" style="width:113.15pt;padding:0pt 5.4pt 0pt 5.4pt;border-top:1pt #000000 solid;border-right:none;border-bottom:1pt #000000 solid;border-left:none;"><p style="text-align:right;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;font-weight:bold;">&#160;</span></p></td><td valign="top" style="width:113.65pt;padding:0pt 5.4pt 0pt 5.4pt;border-top:1pt #000000 solid;border-right:none;border-bottom:1pt #000000 solid;border-left:none;"><p style="text-align:right;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;font-weight:bold;">&#160;</span></p></td></tr><tr style="height:10.7pt;"><td valign="top" style="width:290.6pt;padding:0pt 5.4pt 0pt 5.4pt;border-top:none;border-right:none;border-bottom:1pt #000000 solid;border-left:none;"><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">&#160;</span></p></td><td valign="top" style="width:113.15pt;padding:0pt 5.4pt 0pt 5.4pt;border-top:none;border-right:none;border-bottom:1pt #000000 solid;border-left:none;"><p style="text-align:right;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;font-weight:bold;">2025</span></p></td><td valign="top" style="width:113.65pt;padding:0pt 5.4pt 0pt 5.4pt;border-top:none;border-right:none;border-bottom:1pt #000000 solid;border-left:none;"><p style="text-align:right;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;font-weight:bold;">&#160; &#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;2024</span></p></td></tr><tr><td valign="top" style="width:290.6pt;padding:0pt 5.4pt 0pt 5.4pt;border-top:1pt #000000 solid;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;font-weight:bold;">Резерв під знецінення авансів виданих станом на початок звітного періоду</span></p></td><td valign="top" style="width:113.15pt;padding:0pt 5.4pt 0pt 5.4pt;border-top:1pt #000000 solid;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:right;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;font-weight:bold;">1 112</span></p></td><td valign="top" style="width:113.65pt;padding:0pt 5.4pt 0pt 5.4pt;border-top:1pt #000000 solid;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:right;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;font-weight:bold;">1 112</span></p></td></tr><tr><td valign="top" style="width:290.6pt;padding:0pt 5.4pt 0pt 5.4pt;border-top:none;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Нараховано резерв під знецінення авансів виданих</span></p></td><td valign="top" style="width:113.15pt;padding:0pt 5.4pt 0pt 5.4pt;border-top:none;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:right;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">254 331</span></p></td><td valign="top" style="width:113.65pt;padding:0pt 5.4pt 0pt 5.4pt;border-top:none;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:right;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;font-style:italic;">&#160;</span></p></td></tr><tr><td valign="top" style="width:290.6pt;padding:0pt 5.4pt 0pt 5.4pt;border-top:none;border-right:none;border-bottom:1pt #000000 solid;border-left:none;"><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Використано</span></p></td><td valign="top" style="width:113.15pt;padding:0pt 5.4pt 0pt 5.4pt;border-top:none;border-right:none;border-bottom:1pt #000000 solid;border-left:none;"><p style="text-align:right;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">-</span></p></td><td valign="top" style="width:113.65pt;padding:0pt 5.4pt 0pt 5.4pt;border-top:none;border-right:none;border-bottom:1pt #000000 solid;border-left:none;"><p style="text-align:right;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">-</span></p></td></tr><tr><td valign="top" style="width:290.6pt;padding:0pt 5.4pt 0pt 5.4pt;border-top:1pt #000000 solid;border-right:none;border-bottom:1pt #000000 solid;border-left:none;"><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;font-weight:bold;">Всього станом на кінець звітного періоду</span></p></td><td valign="top" style="width:113.15pt;padding:0pt 5.4pt 0pt 5.4pt;border-top:1pt #000000 solid;border-right:none;border-bottom:1pt #000000 solid;border-left:none;"><p style="text-align:right;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;font-weight:bold;">255 443</span></p></td><td valign="top" style="width:113.65pt;padding:0pt 5.4pt 0pt 5.4pt;border-top:1pt #000000 solid;border-right:none;border-bottom:1pt #000000 solid;border-left:none;"><p style="text-align:right;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;font-weight:bold;">1 112 &#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;</span></p></td></tr></table><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">&#160;</span></p><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">&#160;</span></p><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">&#160;</span></p></ix:nonNumeric></p></td>
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        <a id="r800610"><span class="rep_name">[800610] Примітки - Перелік суттєвої інформації про облікову політику</span></a>
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                <td class="pad0 b">Розкриття суттєвої інформації про облікову політику</td>
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                <td class="pad0"><p><ix:nonNumeric name="ifrs-full:DisclosureOfMaterialAccountingPolicyInformationExplanatory" contextRef="ctxt_1" escape="false"><h2 style="text-align:justify;text-indent:-14pt;margin:0pt 0pt 0pt 14pt;page-break-after:avoid;page-break-inside:avoid;"><span style="color:#000000;font-size:11pt;font-weight:bold;">Суттєва інформація про облікову політику</span></h2><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">&#160;</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Облікова політика Підприємства розроблена на підставі Міжнародних стандартів фінансової звітності та Міжнародних стандартів бухгалтерського обліку, Концептуальної основи фінансової звітності, на виконання Закону України "Про бухгалтерський облік і фінансову звітність в Україні", Положення про порядок бухгалтерського обліку окремих активів та операцій підприємств державного, комунального секторів економіки і господарських організацій, які володіють та/або користуються об'єктами державної, комунальної власності, затвердженого наказом Міністерства фінансів України від 19 грудня 2006 року № 1213, Методичних рекомендацій щодо облікової політики підприємства, затверджених наказом Міністерства фінансів України від 27 червня 2013 року № 635 та інших нормативно-правових актів бухгалтерського обліку і фінансової звітності, норми яких поширюються на підприємства, які складають фінансову звітність за МСФЗ.</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">&#160;</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">При складанні цієї фінансової звітності Підприємство дотримувалось тих самих облікових політик і методів обчислення, як і у річній фінансовій звітності за попередній рік.</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">&#160;</span></p></ix:nonNumeric></p></td>
            </tr>
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                <td class="pad1 b">Опис облікової політики щодо грошових потоків</td>
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                <td class="pad1"><p><ix:nonNumeric name="ifrs-full:DescriptionOfAccountingPolicyForCashFlowsExplanatory" contextRef="ctxt_1" escape="false"><h3 style="text-align:justify;text-indent:0pt;margin:6pt 0pt 6pt 0pt;page-break-after:avoid;page-break-inside:avoid;"><span style="color:#000000;font-size:13.5pt;font-weight:bold;">Грошові кошти та їх еквіваленти</span></h3><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;">Грошові кошти та їх еквіваленти включають грошові кошти в касі, грошові кошти в банку та на казначейських рахунках.</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;">З метою подання у звіті про рух грошових коштів грошові кошти та їх еквіваленти включають грошові кошти, обмежені у використанні, та банківські овердрафти, що підлягають погашенню на вимогу. Для грошових коштів, що підлягають обмеженню, проводиться оцінка економічної сутності обмеження та відповідності визначенню грошових коштів та їх еквівалентів.</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;">&#160;</span></p></ix:nonNumeric></p></td>
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                <td class="pad1 b">Опис облікової політики щодо умовних зобов'язань та умовних активів</td>
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                <td class="pad1"><p><ix:nonNumeric name="ifrs-full:DescriptionOfAccountingPolicyForContingentLiabilitiesAndContingentAssetsExplanatory" contextRef="ctxt_1" escape="false"><h3 style="text-align:justify;text-indent:0pt;margin:6pt 0pt 6pt 0pt;page-break-after:avoid;page-break-inside:avoid;"><span style="color:#000000;font-size:11pt;font-weight:bold;">Умовні зобов'язання та умовні активи</span></h3><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Підприємство не відображає умовні зобов'язання &#160;та умовні активи у фінансовій звітності. Інформація про умовні зобов'язання та умовні активи розкривається в примітках до фінансової звітності, у випадку, якщо з'являється вірогідність отримання економічних вигід у майбутньому, або, якщо можливість вибуття ресурсів, які втілюють у собі економічні вигоди, не є віддаленою. Підприємство регулярно оцінює умовні зобов'язання та умовні активи, щоб забезпечити відповідне відображення змін у фінансовій звітності.</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">&#160;</span></p></ix:nonNumeric></p></td>
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                <td class="pad1 b">Опис облікової політики щодо виплат працівникам</td>
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                <td class="pad1"><p><ix:nonNumeric name="ifrs-full:DescriptionOfAccountingPolicyForEmployeeBenefitsExplanatory" contextRef="ctxt_1" escape="false"><h3 style="text-align:justify;text-indent:0pt;margin:6pt 0pt 6pt 0pt;page-break-after:avoid;page-break-inside:avoid;"><span style="color:#000000;font-size:11pt;font-weight:bold;">Короткострокові та інші довгострокові виплати працівникам</span></h3><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Зобов'язання визнається за виплатами працівникам щодо виплати заробітної плати, окладів, щорічної відпустки та тимчасової непрацездатності в періоді, що пов'язаний з наданням послуг, за недисконтованою сумою виплат, які передбачається виплатити в обмін на цю послугу.</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Зобов'язання, визнані щодо короткострокових виплат працівникам, оцінюються за недисконтованою сумою виплат, які, як очікується, сплачуються в обмін на відповідну послугу.</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Забезпечення для відшкодування наступних (майбутніх) операційних витрат на виплату чергових відпусток працівникам нараховується з урахуванням єдиного соціального внеску.</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Інші довгострокові виплати працівникам включають виплати, якщо не очікується, що розрахунок за ними не буде повністю здійснений протягом дванадцяти місяців після закінчення річного звітного періоду, у якому працівники надавали відповідні послуги.</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Виплати по закінченню трудової діяльності включають такі виплати як одноразова матеріальна допомога. Програми виплат по закінченню трудової діяльності класифікуються як програми з визначеним внеском або програми з визначеними виплатами залежно від економічної сутності програми, яка випливає з її основних умов, визначених колективним чи індивідуальним договором з працівником. Сума таких виплат залежить від періоду надання послуг працівником Підприємства. Враховуючи не суттєвість таких виплат, витрати по ним визнаються в момент виплати.</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Підприємство сплачує єдиний соціальний внесок в розмірах, встановлених законодавством, що протягом 2025 та 2024 років становили 22% або 8,41% від нарахованого доходу працівників в залежності від категорії працівників.</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">&#160;</span></p></ix:nonNumeric></p></td>
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                <td class="pad1 b">Опис облікової політики щодо витрат</td>
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                <td class="pad1"><p><ix:nonNumeric name="ifrs-full:DescriptionOfAccountingPolicyForExpensesExplanatory" contextRef="ctxt_1" escape="false"><h3 style="text-align:justify;text-indent:0pt;margin:6pt 0pt 6pt 0pt;page-break-after:avoid;page-break-inside:avoid;"><span style="color:#000000;font-size:11pt;font-weight:bold;">Витрати</span></h3><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Витрати визнаються витратами певного періоду одночасно з визнанням доходу, для отримання якого вони були здійснені. Витрати, які неможливо прямо пов'язати з доходами певного періоду, відображаються у складі витрат того періоду, у якому вони були понесені.</span></p><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Підприємство у фінансовій звітності розділяє витрати за принципом класифікації витрат, який базується на функції витрат.</span></p><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">&#160;</span></p><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Собівартість реалізованої продукції (товарів, робіт, послуг) у фінансовій звітності представлена наступним чином:</span></p><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;"><br />-</span> <span style="color:#000000;font-size:11pt;">собівартість від виконання спеціальних обов'язків із забезпечення збільшення частки виробництва електроенергії з альтернативних джерел;</span><span style="color:#000000;"><br />-</span> <span style="color:#000000;font-size:11pt;">собівартість від виконання спеціальних обов'язків із забезпечення загальносуспільних інтересів у процесі функціонування ринку електроенергії;</span><span style="color:#000000;"><br />-</span> <span style="color:#000000;font-size:11pt;">собівартість реалізованої електричної енергії з метою забезпечення безпеки постачання електроенергії на виконання Наказу № 132.</span></p><p style="text-align:justify;text-indent:-18pt;margin:0pt 0pt 0pt 36pt;"><span style="color:#000000;font-size:11pt;">&#160;</span></p><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Ціна придбання електричної енергії, виробленої з альтернативних джерел, визначається за тарифами, величина яких для кожної генеруючої одиниці за "зеленим" тарифом встановлена Регулятором.</span></p><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Ціна придбання електричної енергії відповідно до Наказу № 132 визначається за ціною, що склалася на ринку "на добу наперед" у відповідну годину постачання.</span></p><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Відповідно до статті 65 Закону України "Про ринок електричної енергії" та статті 9 Закону України "Про альтернативні джерела енергії" розрахунок вартості послуги за механізмом ринкової премії, що надається суб'єктами господарювання, яким встановлено "зелений" тариф, якщо об'єкт електроенергетики або черга будівництва (пусковий комплекс) такого виробника не перебуває у балансуючій групі гарантованого покупця, та суб'єктами господарювання, які за результатами аукціону набули право на підтримку, здійснюється гарантованим покупцем відповідно до затвердженого Регулятором порядку визначення вартості та оплати послуги за механізмом ринкової премії.</span></p><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Розрахунок вартості послуги за механізмом ринкової премії, що придбавається гарантованим покупцем, визначається відповідно до вимог глави 12 Порядку купівлі гарантованим покупцем електричної енергії, виробленої з альтернативних джерел енергії, затвердженого постановою НКРЕКП від 26 квітня 2019 року № 641.</span></p><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Розмір вартості послуги за механізмом ринкової премії, що надається суб'єктами господарювання, яким встановлено "зелений" тариф або які за результатами аукціону набули право на підтримку, затверджується Регулятором.</span></p><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Витрати, які класифіковані Підприємством як інші витрати, в розрізі груп, згортаються з відповідними групами інших доходів та підлягають відображенню у звіті про сукупний дохід, прибуток або збиток за функцією витрат на нетто-основі залежно від результату згортання.</span></p><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Однак, Підприємство подає такі доходи та витрати окремо, якщо вони є суттєвими.</span></p><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">До фінансових витрат включаються відсотки за орендними зобов'язаннями.</span></p><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">&#160;</span></p></ix:nonNumeric></p></td>
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                <td class="pad1 b">Опис облікової політики щодо оцінки справедливої вартості</td>
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                <td class="pad1"><p><ix:nonNumeric name="ifrs-full:DescriptionOfAccountingPolicyForFairValueMeasurementExplanatory" contextRef="ctxt_1" escape="false"><h3 style="text-align:justify;text-indent:0pt;margin:6pt 0pt 6pt 0pt;page-break-after:avoid;page-break-inside:avoid;"><span style="color:#000000;font-size:11pt;font-weight:bold;">Оцінка справедливої вартості</span></h3><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Підприємство використовує такі моделі оцінки, які доречні за обставин і для яких доступні дані, достатні для оцінки справедливої вартості, і при цьому дозволяють максимально використовувати релевантні вихідні дані, що спостерігаються, і звести до мінімуму використання неспостережуваних вихідних даних. Оцінка справедливої вартості робиться виходячи з найкращого та найефективнішого використання активу, або виходячи з його продажу іншому учаснику ринку, який використав би цей актив найкращим та найефективнішим чином.</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">&#160;</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Усі активи, що оцінюються у фінансовій звітності за справедливою вартістю, або справедлива вартість яких розкривається у фінансовій звітності, класифікуються в рамках наведеної нижче ієрархії справедливої вартості на основі вихідних даних найнижчого рівня, які є значними для оцінки справедливої вартості в цілому:</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">&#160;</span></p><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;"><br />-</span> <span style="color:#000000;font-size:11pt;">Рівень 1 - Цінові котирування (некоректовані) активних ринків для ідентичних активів або зобов'язань.</span><span style="color:#000000;"><br />-</span> <span style="color:#000000;font-size:11pt;">Рівень 2 - Моделі оцінки, у яких суттєві для оцінки справедливої вартості вихідні дані, що відносяться до найнижчого рівня ієрархії, прямо чи опосередковано спостерігаються на ринку.</span><span style="color:#000000;"><br />-</span> <span style="color:#000000;font-size:11pt;">Рівень 3 - Моделі оцінки, в яких суттєві для оцінки справедливої вартості вихідні дані, що відносяться до найнижчого рівня ієрархії, не спостерігаються на ринку.</span></p><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">&#160;</span></p></ix:nonNumeric></p></td>
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                <td class="pad1 b">Опис облікової політики щодо фінансових активів</td>
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                <td class="pad1"><p><ix:nonNumeric name="ifrs-full:DescriptionOfAccountingPolicyForFinancialAssetsExplanatory" contextRef="ctxt_1" escape="false"><h3 style="text-align:justify;text-indent:0pt;margin:6pt 0pt 6pt 0pt;page-break-after:avoid;page-break-inside:avoid;"><span style="color:#000000;font-size:11pt;font-weight:bold;">Фінансові активи</span></h3><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Фінансові активи визнаються, коли Підприємство стає учасником договору стосовно відповідних фінансових інструментів.</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Підприємство розподіляє фінансові інструменти на такі три категорії:</span></p><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;"><br />-</span> <span style="color:#000000;font-size:11pt;">фінансові активи та фінансові зобов'язання, що оцінюються за амортизованою собівартістю;</span><span style="color:#000000;"><br />-</span> <span style="color:#000000;font-size:11pt;">фінансові активи та фінансові зобов'язання, що оцінюються за справедливою вартістю через прибуток чи збиток;</span><span style="color:#000000;"><br />-</span> <span style="color:#000000;font-size:11pt;">фінансові активи, що оцінюються за справедливою вартістю через інший сукупний дохід</span><span style="color:#000000;font-size:11pt;font-style:italic;">.</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Оцінка фінансових активів, які оцінюються за амортизованою собівартістю здійснюється із використанням методу ефективного відсотка. Якщо угоду укладено на ринкових умовах - застосовується розрахункова ефективна ставка відсотка. Якщо угоду укладено на неринкових умовах, то за ефективну ставку відсотка приймається ринкова ставка. Фінансовий актив оцінюється за справедливою вартістю через прибуток або збиток, якщо він не оцінюється за амортизованою собівартістю або за справедливою вартістю через інший сукупний дохід.</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Підприємство визнає резерв під збитки для очікуваних кредитних збитків за фінансовим активом, що оцінюється за амортизованою собівартістю або за справедливою вартістю через інший сукупний дохід, дебіторською заборгованістю за орендою, за договірним активом або за зобов'язанням із кредитування, і за договором фінансової гарантії та зобов'язань із надання позики за ставкою відсотка, нижчою від ринкової.</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Резерв під збитки за фінансовими активами, що оцінюються за справедливою вартістю через інший сукупний дохід, визнається в іншому сукупному доході й не зменшує балансової вартості фінансового активу.</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Враховуючи норми МСФЗ (IFRS) 9 "Фінансові інструменти" щодо моделі очікуваних кредитних ризиків, Підприємство визнає резерв очікуваних кредитних збитків за торговельною дебіторською заборгованістю за наявності факторів, що свідчать про істотне збільшення кредитного ризику або дефолт.</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Оцінка вірогідності дефолту та рівня збитків у випадку дефолту базується на історичних даних, скоригованих з використанням прогнозної інформації та затверджується протоколом комісії з організації та контролю роботи з дебіторською заборгованістю Підприємства.</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">На основі оцінки, здійснюється розрахунок резерву очікуваних кредитних збитків на кінець річного звітного періоду (останній день календарного року).</span></p><h3 style="text-align:justify;text-indent:0pt;margin:6pt 0pt 6pt 0pt;page-break-after:avoid;page-break-inside:avoid;"><span style="color:#000000;font-size:11pt;font-weight:bold;">Аванси</span></h3><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Видані аванси за основні засоби, нематеріальні активи, інші необоротні активи відображаються у звіті про фінансовий стан як інші непоточні нефінансові активи (незавершені капітальні інвестиції), та деталізуються у примітках до фінансової звітності. Інші аванси відображаються як оборотні активи/короткострокові зобов'язання.</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Якщо проплачені витрати, пов'язані з діяльністю Підприємства, в періоді віддаленому від звітної дати більше ніж на 12 місяців, такі аванси відображаються у складі інших необоротних активів.</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Аванси отримані, які будуть включені до доходів періоду у звіті про сукупний дохід, прибуток або збиток за функцією витрат у найближчі 12 місяців, обліковуються і відображаються у складі поточних зобов'язань, а в іншому випадку у складі інших довгострокових зобов'язань.</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Аванси первісно оцінюються за сумою сплачених грошових коштів.</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">У фінансовій звітності сума розрахунків за виданими та отриманими авансами відображається за вартістю товарів (робіт та послуг), які мають бути отримані за договором без урахування сум податку на додану вартість.</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">&#160;</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">&#160;</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">&#160;</span></p></ix:nonNumeric></p></td>
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                <td class="pad1 b">Опис облікової політики щодо фінансових зобов'язань</td>
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                <td class="pad1"><p><ix:nonNumeric name="ifrs-full:DescriptionOfAccountingPolicyForFinancialLiabilitiesExplanatory" contextRef="ctxt_1" escape="false"><h3 style="text-align:justify;text-indent:0pt;margin:6pt 0pt 6pt 0pt;page-break-after:avoid;page-break-inside:avoid;"><span style="color:#000000;font-size:11pt;font-weight:bold;">Фінансові зобов'язання та інструменти власного капіталу</span></h3><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Всі фінансові зобов'язання Підприємства класифікуються як такі, що в подальшому оцінюються за амортизованою собівартістю, за винятком:</span></p><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;"><br />-</span> <span style="color:#000000;font-size:11pt;">фінансових зобов'язань, що оцінюються за справедливою вартістю через прибуток або збиток;</span><span style="color:#000000;"><br />-</span> <span style="color:#000000;font-size:11pt;">фінансових зобов'язань, що виникають у разі невідповідності фінансового активу критеріям для припинення визнання або в разі застосування підходу подальшої участі;</span><span style="color:#000000;"><br />-</span> <span style="color:#000000;font-size:11pt;">договорів фінансової гарантії;</span><span style="color:#000000;"><br />-</span> <span style="color:#000000;font-size:11pt;">зобов'язань із надання позики за ставкою відсотка, нижчою від ринкової;</span><span style="color:#000000;"><br />-</span> <span style="color:#000000;font-size:11pt;">умовної компенсації, визнаної Підприємством як набувачем при об'єднанні бізнесу.</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Підприємство має право під час первісного визнання безвідклично віднести фінансове зобов'язання до категорії тих, що оцінюються за справедливою вартістю через прибуток або збиток, якщо таке рішення забезпечує надання більш доречної інформації через одну з таких причин:</span></p><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;"><br />-</span> <span style="color:#000000;font-size:11pt;">воно усуває або значно зменшує невідповідність в оцінці або визнанні активів або зобов'язань, або при визнанні прибутків і збитків за ними на різних основах;</span><span style="color:#000000;"><br />-</span> <span style="color:#000000;font-size:11pt;">група фінансових зобов'язань або фінансових активів і фінансових зобов'язань перебуває в управлінні, а її показники ефективності оцінюються на основі справедливої вартості згідно з документально оформленою стратегією управління ризиком або стратегією інвестування.</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Фінансові зобов'язання класифікуються за справедливою вартістю через прибуток або збитки, якщо вони утримуються для продажу або призначаються як такі при первісному визнанні.</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Після первісного визнання фінансові зобов'язання за справедливою вартістю через прибуток або збитки оцінюються за справедливою вартістю. Будь-які прибутки чи збитки, що виникають внаслідок зміни справедливої вартості фінансових зобов'язань, відображаються у складі прибутку чи збитку. Чистий прибуток або збиток, визнаний у прибутку чи збитку, включає будь-які відсотки, сплачені за фінансовими зобов'язаннями.</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Після первісного визнання фінансові зобов'язання, які не відображаються за справедливою вартістю через прибуток або збитки, згодом оцінюються за амортизованою вартістю за методом ефективної процентної ставки, при цьому відсоткові витрати визнаються на основі ефективної доходності.</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Ці фінансові зобов'язання включають торговельну та іншу кредиторську заборгованість.</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Торговельна та інша кредиторська заборгованість представляє зобов'язання за товари та послуги, що надаються Підприємству та які не сплачені до кінця звітного періоду.</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Фінансове зобов'язання припиняється коли виконується, скасовується або закінчується.</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">При припиненні визнання фінансового зобов'язання, різниця між балансовою вартістю та сплаченою винагородою (включаючи будь-які передані безготівкові активи або взяті на себе зобов'язання) визнається у складі прибутку чи збитку.</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Коли існуюче фінансове зобов'язання замінено іншим на суттєво інших умовах або умови наявного зобов'язання істотно модифіковані, такий обмін чи зміна відображається як припинення визнання первісного зобов'язання та визнання нового зобов'язання за справедливою вартістю, а різниця у відповідній балансовій вартості визнається у складі прибутку чи збитку.</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">&#160;</span></p></ix:nonNumeric></p></td>
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                <td class="pad1 b">Опис облікової політики щодо державних грантів</td>
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                <td class="pad1"><p><ix:nonNumeric name="ifrs-full:DescriptionOfAccountingPolicyForGovernmentGrants" contextRef="ctxt_1" escape="false"><h3 style="text-align:justify;text-indent:0pt;margin:6pt 0pt 6pt 0pt;page-break-after:avoid;page-break-inside:avoid;"><span style="color:#000000;font-size:11pt;font-weight:bold;">Доходи майбутніх періодів</span></h3><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Доходи майбутніх періодів представлені у вигляді вартості безоплатно отриманих необоротних активів. Доходи майбутніх періодів визнаються відповідно до МСБО 20 "Облік державних грантів і розкриття інформації про державну допомогу" у складі прибутку на систематичній основі протягом строку корисного використання об'єкта.</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">&#160;</span></p></ix:nonNumeric></p></td>
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                <td class="pad1 b">Опис облікової політики щодо зменшення корисності активів</td>
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                <td class="pad1"><p><ix:nonNumeric name="ifrs-full:DescriptionOfAccountingPolicyForImpairmentOfAssetsExplanatory" contextRef="ctxt_1" escape="false"><h3 style="text-align:justify;text-indent:0pt;margin:6pt 0pt 6pt 0pt;page-break-after:avoid;page-break-inside:avoid;"><span style="color:#000000;font-size:11pt;font-weight:bold;">Зменшення корисності матеріальних та нематеріальних активів</span></h3><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">На кожну звітну дату Підприємство переглядає балансову вартість своїх матеріальних та нематеріальних активів для визначення того, чи існує будь-яке свідчення, що ці активи зазнали збитку від зменшення корисності. За наявності такого свідчення, Підприємство оцінює суму відшкодування відповідного активу для визначення розміру збитку від зменшення корисності (якщо таке зменшення корисності мало місце). Якщо неможливо здійснити оцінку суми відшкодування окремого активу, Підприємство оцінює суму відшкодування одиниці, яка генерує грошові кошти, до якої належить цей актив.</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">&#160;</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Збитки від зменшення корисності визнаються у звіті про сукупний дохід, прибуток або збиток за функцією витрат. У випадках коли збиток від зменшення корисності у подальшому сторнується, балансова вартість активу (або одиниці, яка генерує грошові кошти) збільшується до переглянутої оцінки його суми відшкодування, але таким чином, щоб збільшена балансова вартість не перевищувала балансову вартість, яка була б визначена за умови відсутності збитків від зменшення корисності активу (або одиниці, яка генерує грошові кошти), визнаних у попередні роки.</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">&#160;</span></p></ix:nonNumeric></p></td>
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                <td class="pad1 b">Опис облікової політики щодо податку на прибуток</td>
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                <td class="pad1"><p><ix:nonNumeric name="ifrs-full:DescriptionOfAccountingPolicyForIncomeTaxExplanatory" contextRef="ctxt_1" escape="false"><h3 style="text-align:justify;text-indent:0pt;margin:6pt 0pt 6pt 0pt;page-break-after:avoid;page-break-inside:avoid;"><span style="color:#000000;font-size:11pt;font-weight:bold;">Оподаткування</span></h3><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Витрати з податку на прибуток представляють собою суму поточного податку та відстроченого податку.</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Податок, що підлягає сплаті, базується на оподатковуваному прибутку за рік. Поточний податок Підприємство розраховує з використанням податкових ставок, які були введені чи вводяться в дію до кінця звітного періоду.</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Відстрочений податок визнається за тимчасовими різницями між балансовою вартістю активів та зобов'язань у фінансовій звітності та відповідними податковими базами, що використовуються при обчисленні оподатковуваного прибутку.</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Балансова вартість відстрочених податкових активів переглядається наприкінці кожного звітного періоду та зменшується в тій мірі, в якій більше неможливо забезпечити наявність достатнього оподатковуваного прибутку, який дозволить повністю або частково відновити актив.</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Відстрочені податкові зобов'язання та активи оцінюються за податковими ставками, які, як очікується, застосовуватимуться в періоді, протягом якого зобов'язання погашається, або актив реалізується, виходячи з податкових ставок (та податкового законодавства), що діють або превалюють до кінця звітного періоду.</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Оцінка відстрочених податкових зобов'язань та активів відображає податкові наслідки, які випливають із способів, якими Підприємство очікує, наприкінці звітного періоду, відшкодувати або погасити балансову вартість активів та зобов'язань.</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Поточні і відстрочені податки визнаються як витрати або доходи у складі прибутку або збитку, якщо тільки вони не відносяться до статей, відображених в іншому сукупному доході або власному капіталі. У цьому випадку поточні і відстрочені податки також визнаються в іншому сукупному доході або у власному капіталі.</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">&#160;</span></p></ix:nonNumeric></p></td>
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                <td class="pad1 b">Опис облікової політики щодо нематеріальних активів за винятком гудвілу</td>
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                <td class="pad1"><p><ix:nonNumeric name="ifrs-full:DescriptionOfAccountingPolicyForIntangibleAssetsOtherThanGoodwillExplanatory" contextRef="ctxt_1" escape="false"><h3 style="text-align:justify;text-indent:0pt;margin:6pt 0pt 6pt 0pt;page-break-after:avoid;page-break-inside:avoid;"><span style="color:#000000;font-size:11pt;font-weight:bold;">Нематеріальні активи</span></h3><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">На момент первісного визнання нематеріальний актив оцінюється за собівартістю, яка визначається як сума сплачених грошових коштів або їх еквівалентів, або справедлива вартість іншої форми компенсації, наданої для отримання активу на час його придбання або створення.</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">До 31 грудня 2024 року після первісного визнання нематеріальні активи відображались за первісною вартістю за вирахуванням накопиченої амортизації та будь-яких накопичених збитків від зменшення корисності. Станом на 31 грудня 2024 року Підприємство змінило свою облікову політику щодо оцінки нематеріальних активів на модель оцінки за переоціненою вартістю, тобто після визнання активом, об'єкт нематеріальних активів обліковується за переоціненою сумою, яка є його справедливою вартістю на дату переоцінки мінус будь-яка подальша накопичена амортизація та подальші накопичені збитки від зменшення корисності.</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Переоцінка проводиться з достатньою регулярністю, щоб не допустити істотної відмінності балансової вартості від тієї, яка була б визначена з використанням справедливої вартості станом на дату закінчення звітного періоду.</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Підприємство залучило незалежного оцінювача з метою визначення справедливої</span> <span style="color:#000000;font-size:11pt;">вартості нематеріальних активів станом на 31 грудня 2024 року.</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Дооцінка балансової вартості, у результаті переоцінки нематеріальних активів, відноситься на капітал у дооцінках, що відображений у розділі власного капіталу балансу, крім тієї частини, в якій вона відновлює суму зменшення вартості від переоцінки того самого активу, раніше визнаного в прибутках або збитках. Уцінка балансової вартості включається в прибутки чи збитки, за винятком випадків, коли уцінка безпосередньо компенсує дооцінку балансової вартості того самого активу в попередньому періоді і відноситься на зменшення капіталу у дооцінках. Накопичена на дату переоцінки амортизація нематеріальних активів виключається проти валової балансової вартості активу, а чиста сума перераховується до переоціненої вартості активу.</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Частина суми&#160; дооцінки по переоціненим об'єктам нематеріальних активів переноситься до нерозподіленого прибутку в сумі різниці між амортизацією, розрахованою виходячи з переоціненої вартості об'єкта та амортизацією, розрахованою виходячи з первісної вартості цього об'єкта.</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Нематеріальні активи з обмеженим строком корисного використання амортизуються на основі прямолінійної оцінки протягом їх очікуваного строку корисного використання та оцінюються на предмет зменшення корисності, коли є ознаки того, що нематеріальний актив може бути знецінений. Розрахунковий термін корисного використання та методу амортизації переглядаються в кінці кожного річного звітного періоду, при цьому, вплив будь-яких змін в оцінці враховується на перспективній основі. Зміни очікуваного строку корисного використання або очікуваної структури використання майбутніх економічних вигід, втілених у активі, обліковуються за допомогою зміни періоду або методу амортизації, у відповідних випадках, і трактуються як зміни в облікових оцінках.</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Строк використання нематеріальних активів встановлюється на підставі технічних паспортів та іншої документації на засіданні комісії із введення в експлуатацію. У випадку відсутності зазначення строку дії (використання) в таких документах, Підприємство використовує оціночні (оцінені) строки корисної експлуатації. Очікуваний строк корисного використання нематеріальних активів складає від 1 до 10 років.</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Нарахування амортизації нематеріального активу здійснюється щомісячно прямолінійним методом впродовж строку експлуатації та починається з моменту, коли цей актив є придатним для використання, тобто коли він перебуває у тому місці і стані, які необхідні для його використання, підтвердженням чого є акт введення в експлуатацію, та нараховується, починаючи з першого місяця після місяця введення в експлуатацію.</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Припинення визнання об'єктів нематеріальних активів здійснюється тоді, коли вони перестають відповідати критеріям визнання активу.</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Прибуток чи збиток, отриманий від вибуття нематеріальних активів, визнається у складі прибутку чи збитку.</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">&#160;</span></p></ix:nonNumeric></p></td>
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                <td class="pad1 b">Опис облікової політики щодо статутного капіталу</td>
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                <td class="pad1"><p><ix:nonNumeric name="ifrs-full:DescriptionOfAccountingPolicyForIssuedCapitalExplanatory" contextRef="ctxt_1" escape="false"><h3 style="text-align:justify;text-indent:0pt;margin:6pt 0pt 6pt 0pt;page-break-after:avoid;page-break-inside:avoid;"><span style="color:#000000;font-size:11pt;font-weight:bold;">Відрахування частини чистого прибутку до державного бюджету (дивіденди)</span></h3><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Частина чистого прибутку (доходу) відраховується державними підприємствами електроенергетичної галузі відповідно до Закону України "Про управління об'єктами державної власності" та Порядку</span> <span style="color:#000000;font-size:11pt;">відрахування до державного бюджету частини чистого прибутку (доходу)</span> <span style="color:#000000;font-size:11pt;">державними унітарними підприємствами та їх об'єднаннями, затвердженого постановою Кабінету Міністрів України від &#160;23 лютого 2011 року № 138.</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">&#160;</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Державними підприємствами електроенергетичної галузі, фінансування яких здійснюється в межах кошторису, що затверджується НКРЕКП, відрахування частини чистого прибутку (доходу) провадяться із суми перевищення фактично отриманих кошторисних доходів над фактично здійсненими кошторисними видатками у звітному періоді.</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Нарахування частини чистого прибутку (доходу) відображається як зменшення нерозподіленого прибутку того періоду, до якого відноситься такий прибуток.</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">В звіті про Рух грошових коштів оплата частини чистого прибутку відображається в розділі "Рух коштів у результаті фінансової діяльності".</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">&#160;</span></p></ix:nonNumeric></p></td>
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                <td class="pad1 b">Опис облікової політики щодо оренди</td>
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                <td class="pad1"><p><ix:nonNumeric name="ifrs-full:DescriptionOfAccountingPolicyForLeasesExplanatory" contextRef="ctxt_1" escape="false"><h3 style="text-align:justify;text-indent:0pt;margin:6pt 0pt 6pt 0pt;page-break-after:avoid;page-break-inside:avoid;"><span style="color:#000000;font-size:11pt;font-weight:bold;">Оренда</span></h3><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Відповідно до МСФЗ 16 "Оренда" Підприємство відображає активи у формі права користування та орендне зобов'язання в звіті про фінансовий стан, які оцінюються за теперішньою вартістю майбутніх орендних платежів, які не були виплачені на дату початку оренди, дисконтованих із використанням припустимої відсоткової ставки за договорами фінансової оренди. Зобов'язання за договорами оренди відображаються у звіті про фінансовий стан у складі інших довгострокових і поточних зобов'язань із розкриттям детальної інформації у примітках до фінансової звітності.</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">&#160;</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Процентні витрати за зобов'язанням з оренди відображаються у складі фінансових витрат. Амортизаційні відрахування за активами з права користування включаються до операційних витрат відповідно до використання орендованого активу в господарському процесі підприємства.</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Підприємство не застосовує дані вимоги до короткострокової оренди чи оренди, за якою базовий актив є малоцінним. В такому випадку орендні платежі, пов'язані з такою орендою, визнаються як витрати на прямолінійній основі протягом строку оренди.</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">&#160;</span></p></ix:nonNumeric></p></td>
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                <td class="pad1 b">Опис облікової політики щодо оцінки запасів</td>
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                <td class="pad1"><p><ix:nonNumeric name="ifrs-full:DescriptionOfAccountingPolicyForMeasuringInventories" contextRef="ctxt_1" escape="false"><h3 style="text-align:justify;text-indent:0pt;margin:6pt 0pt 6pt 0pt;page-break-after:avoid;page-break-inside:avoid;"><span style="color:#000000;font-size:11pt;font-weight:bold;">Запаси</span></h3><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Первісна оцінка та визнання запасів, придбаних у постачальників, здійснюється за собівартістю (первісна вартість). Суми витрат на придбання (зокрема, витрати на транспортування, навантаження і розвантаження) обліковуються методом прямого обліку шляхом включення до первісної вартості придбаних запасів при їх оприбуткуванні. Витрати понесені при придбанні різних найменувань запасів, включаються до первісної вартості таких запасів шляхом їх розподілу пропорційно вартості придбаних запасів у постачальників, якщо такий розподіл можливо здійснити без надмірних витрат і зусиль.</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Запаси, отримані в результаті безоплатної передачі (дарування), на дату визнання оцінюються за справедливою вартістю, з одночасним визнанням поточного відкладеного доходу. Відкладений дохід визнається у звіті про сукупний дохід, прибуток або збиток за функцією витрат у складі інших доходів у періоді використання чи реалізації запасу. Оцінка при вибутті запасів здійснюється за методом середньозваженої собівартості.</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">У разі необхідності передбачається резерв пошкоджених, застарілих та повільно рухомих предметів для коригування балансової вартості товарно-матеріальних цінностей до меншої з двох величин: собівартості або чистої вартості реалізації.</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">&#160;</span></p></ix:nonNumeric></p></td>
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                <td class="pad1 b">Опис облікової політики щодо основних засобів</td>
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                <td class="pad1"><p><ix:nonNumeric name="ifrs-full:DescriptionOfAccountingPolicyForPropertyPlantAndEquipmentExplanatory" contextRef="ctxt_1" escape="false"><h3 style="text-align:justify;text-indent:0pt;margin:6pt 0pt 6pt 0pt;page-break-after:avoid;page-break-inside:avoid;"><span style="color:#000000;font-size:11pt;font-weight:bold;">Основні засоби</span></h3><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Первісна вартість основних засобів включає витрати, які безпосередньо відносяться до придбання активу, а саме: ціну його придбання, будь-які інші витрати, безпосередньо пов'язані з доставкою активу до місця та доведенням до робочого стану для його цільового використання, капіталізовані витрати на позики.</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">До 31 грудня 2024 року основні засоби обліковувались за моделлю собівартості, тобто за собівартістю за вирахуванням накопиченої амортизації та збитків від зменшення корисності активів. Станом на 31 грудня 2024 року Підприємство змінило свою облікову політику щодо оцінки основних засобів на модель оцінки за переоціненою вартістю, тобто після визнання активом, об'єкт основних засобів обліковується за переоціненою сумою, яка є його справедливою вартістю на дату переоцінки мінус будь-яка подальша накопичена амортизація та подальші накопичені збитки від зменшення корисності.</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">&#160;</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Переоцінка проводиться з достатньою регулярністю, щоб не допустити істотної відмінності балансової вартості від тієї, яка була б визначена з використанням справедливої вартості станом на дату закінчення звітного періоду.</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Підприємство залучило незалежного оцінювача з метою визначення справедливої вартості основних засобів станом на 31 грудня 2024 року.</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Дооцінка балансової вартості, в результаті переоцінки основних засобів, відноситься на капітал у дооцінках, що відображений у розділі власного капіталу балансу, крім тієї частини, в якій вона відновлює суму зменшення вартості від переоцінки того самого активу, раніше визнаного в прибутках або збитках. Уцінка балансової вартості включається в прибутки чи збитки, за винятком випадків, коли уцінка безпосередньо компенсує дооцінку балансової вартості того самого активу в попередньому періоді і відноситься на зменшення капіталу у дооцінках. Накопичена на дату переоцінки амортизація основних засобів виключається проти валової балансової вартості активу, а чиста сума перераховується до переоціненої вартості активу.</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Частина суми&#160; дооцінки по переоціненим об'єктам основних засобів переноситься до нерозподіленого прибутку в сумі різниці між амортизацією, розрахованою виходячи з переоціненої вартості об'єкта та амортизацією, розрахованою виходячи з первісної вартості цього об'єкта.</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">&#160;</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Корисний строк використання основних засобів визначає комісія при введенні в експлуатацію. При визначенні строку корисного використання активів враховуються досвід роботи з подібними активами, сучасний стан активів, питання ремонту та догляду за активами, сучасні тенденції в галузі техніки.</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Нарахування амортизаційних відрахувань здійснюється щомісячно прямолінійним методом впродовж періоду експлуатації з урахуванням ліквідаційної вартості на кінець звітного періоду.</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">З метою нарахування амортизації Підприємство виділяє наступні групи основних засобів:</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;line-height:1.5;"><span style="color:#000000;font-size:11pt;font-style:italic;text-decoration: underline;">Група основних засобівСтроки корисного використання</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Будівлі та спорудидо 20 років</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Машини та виробниче обладнаннядо 6 років</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Транспортні засобидо 7 років</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Інструменти, прилади та інвентардо 5 років</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;line-height:1.5;"><span style="color:#000000;font-size:11pt;">Інші основні засобидо 12 років</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Ліквідаційну вартість, строки корисного використання та метод амортизації основних засобів переглядають наприкінці кожного фінансового року під час щорічної інвентаризації. У випадку їх зміни Підприємство відображає їх як зміни облікових оцінок. Основні засоби тестуються також на наявність обставин, які можуть свідчити про зменшення (відновлення) їх корисності.</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Припинення визнання об'єктів основних засобів здійснюється тоді, коли вони перестають відповідати критеріям визнання активу. Прибуток чи збиток, отриманий від вибуття одиниці основних засобів, визнається у складі прибутку чи збитку.</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">&#160;</span></p></ix:nonNumeric></p></td>
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                <td class="pad1 b">Опис облікової політики щодо забезпечень</td>
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                <td class="pad1"><p><ix:nonNumeric name="ifrs-full:DescriptionOfAccountingPolicyForProvisionsExplanatory" contextRef="ctxt_1" escape="false"><h3 style="text-align:justify;text-indent:0pt;margin:6pt 0pt 6pt 0pt;page-break-after:avoid;page-break-inside:avoid;"><span style="color:#000000;font-size:11pt;font-weight:bold;">Забезпечення</span></h3><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Резерви визнаються, коли Підприємство має теперішнє зобов'язання (юридичне чи конструктивне) внаслідок минулої події, і ймовірно, що відтік ресурсів, які втілюють економічні вигоди, будуть потрібні для погашення зобов'язання та сума якого може бути достовірно оцінена.</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Забезпечення створюються Підприємством з метою дотримання принципу обачності в бухгалтерському обліку та фінансовій звітності, що передбачає застосування методів оцінки, які повинні запобігати завищенню оцінки активів і доходів Підприємства та заниженню його зобов'язань.</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Сума забезпечення визначається за найкращою оцінкою видатків (за вирахуванням суми очікуваного відшкодування), необхідних для погашення відповідного зобов'язання, на дату звітності. Найкраща оцінка видатків, необхідних для погашення існуючого зобов'язання це сума, яку Підприємство обґрунтовано сплатило б для погашення зобов'язання, або передало б його третій стороні на кінець звітного періоду.</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Забезпечення довгострокових зобов'язань визнаються у сумі їх теперішньої вартості із застосуванням ефективної ставки дисконтування. Для дисконтування довгострокових зобов'язань застосовується ставка додаткового залучення кредитних ресурсів.</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Забезпечення використовуються для відшкодування лише тих витрат, для покриття яких вони були створені. Залишок суми забезпечення переглядається на дату річної звітності. Якщо ймовірність відтоку ресурсів, що втілюють у собі економічні вигоди, перестає існувати, відповідне зобов'язання необхідно анулювати. Суми створених забезпечень та відповідні коригування визнаються у звіті про фінансові результати (звіті про сукупний дохід).</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">&#160;</span></p></ix:nonNumeric></p></td>
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                <td class="pad1 b">Опис облікової політики щодо визнання доходу від звичайної діяльності</td>
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                <td class="pad1"><p><ix:nonNumeric name="ifrs-full:DescriptionOfAccountingPolicyForRecognitionOfRevenue" contextRef="ctxt_1" escape="false"><h3 style="text-align:justify;text-indent:0pt;margin:6pt 0pt 6pt 0pt;page-break-after:avoid;page-break-inside:avoid;"><span style="color:#000000;font-size:11pt;font-weight:bold;">Доходи</span></h3><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Об'єктом обліку доходів від реалізації є індивідуальний контракт з клієнтом. Підприємство визнає дохід від &#160;договорів з клієнтами згідно з МСФЗ 15 "Дохід від договорів з клієнтами", за якими доходи від реалізації визнаються у сумі компенсації, на яку Підприємство матиме право в обмін на товари та послуги. Для визначення ціни операції, Підприємство розглядає умови договору, з урахуванням вимог законодавства про ринок електричної енергії.</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Підприємство визнає дохід у валовій сумі компенсації, яку він отримує в обмін на товар який передається іншій стороні та несе відповідальність при виникненні заборгованості за куплену електроенергію.</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Доходи Підприємства від основної діяльності класифікуються в бухгалтерському обліку із врахуванням видів спеціальних обов'язків, а саме:</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;font-style:italic;">Дохід від реалізації електричної енергії, в тому числі:</span></p><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;">-</span> <span style="color:#000000;font-size:11pt;">дохід від виконання спеціальних обов'язків із забезпечення збільшення частки виробництва електричної енергії з альтернативних джерел енергії,</span><span style="color:#000000;"><br />-</span> <span style="color:#000000;font-size:11pt;">дохід від виконання спеціальних обов'язків із забезпечення загальносуспільних інтересів;</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;font-style:italic;">Дохід від надання послуги із забезпечення збільшення частки виробництва електричної енергії з альтернативних джерел, в тому числі:</span></p><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;">-</span> <span style="color:#000000;font-size:11pt;">дохід від надання послуги спеціальних обов'язків із забезпечення збільшення частки виробництва електричної енергії з альтернативних джерел;</span><span style="color:#000000;"><br />-</span> <span style="color:#000000;font-size:11pt;">дохід від виконання спеціальних обов'язків із забезпечення загальносуспільних інтересів;</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;font-style:italic;">Дохід від виконання інших функцій гарантованого покупця.</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;">&#160;</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;page-break-after:avoid;"><span style="color:#000000;font-size:11pt;font-weight:bold;font-style:italic;">Дохід від виконання спеціальних обов'язків із забезпечення збільшення частки виробництва електричної енергії з альтернативних джерел</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Дохід &#160;Підприємства від реалізації електричної енергії відображається на дату підписання акту купівлі-продажу електричної енергії. У разі подальшого коригування обсягів та цін продажу електричної енергії, дохід коригується на дату підписання акту коригування.</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;">&#160;</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;page-break-after:avoid;"><span style="color:#000000;font-size:11pt;font-weight:bold;font-style:italic;">Дохід від виконання спеціальних обов'язків із забезпечення загальносуспільних інтересів</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Відповідно до постанови КМУ № 483 ДП "Гарантований покупець" надає виробникам послуги із забезпечення доступності електричної енергії для побутових споживачів, а постачальники універсальних послуг, в свою чергу, надають такі послуги гарантованому покупцю.</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Таким чином, Підприємство фактично задіяне в організації надання зазначених послуг від одних учасників ринку електричної енергії на користь інших, діє в якості агента, та визнає доходи та витрати від наданих та отриманих послуг із забезпечення доступності електричної енергії для побутових споживачів у звіті про фінансові результати на неттооснові.</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;">&#160;</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;font-weight:bold;font-style:italic;">Дохід від надання послуги із забезпечення збільшення частки виробництва електричної енергії з альтернативних джерел.</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Для забезпечення покриття економічно обґрунтованих витрат гарантованого покупця, на виконання спеціальних обов'язків, гарантований покупець надає оператору системи передачі послугу із забезпечення збільшення частки виробництва електричної енергії з альтернативних джерел. Дохід від надання послуги із забезпечення збільшення частки виробництва електричної енергії з альтернативних джерел визначається відповідно до законодавства щодо функцій, покладених на гарантованого покупця та відображається в обліку в періоді, в якому відповідні послуги було надано.</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Вартість послуги із збільшення частки виробництва електричної енергії з альтернативних джерел затверджується Регулятором.</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Вартість послуги із забезпечення збільшення частки виробництва електричної енергії з альтернативних джерел, яка надається оператору системи передачі гарантованим покупцем, визначається у відповідному розрахунковому періоді як: різниця між вартістю електричної енергії, купленої ним відповідно до &#160;частини другої статті 65 Закону України "Про ринок електричної енергії", та її вартістю під час продажу за двосторонніми договорами, на ринку "на добу наперед", внутрішньодобовому ринку, балансуючому ринку; витрати, пов'язані з придбанням послуги за механізмом ринкової премії; витрати, пов'язані з придбанням електричної енергії на внутрішньодобовому ринку для зменшення небалансів електричної енергії гарантованого покупця; витрати, пов'язані із врегулюванням небалансу електричної енергії гарантованого покупця (включаючи витрати, пов'язані з виконанням виробниками, які здійснюють продаж електричної енергії за "зеленим" тарифом, команд оператора системи передачі на зменшення навантаження та команд з операційної безпеки), крім частки вартості врегулювання небалансу електричної енергії балансуючої групи гарантованого покупця, яка відшкодовується виробниками, об'єкти електроенергетики або черги будівництва (пускові комплекси) яких включені до балансуючої групи гарантованого покупця, та активними споживачами, генеруючі установки яких включені до балансуючої групи гарантованого покупця; витрати, передбачені кошторисом гарантованого покупця на його діяльність.</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Вартість послуги із забезпечення збільшення частки виробництва електричної енергії з альтернативних джерел, яка надається оператору системи передачі гарантованим покупцем, визначається за відповідний розрахунковий період і зменшується на: дохід від продажу гарантій походження електричної енергії, виробленої з відновлюваних джерел енергії (у тому числі за зовнішньоекономічними договорами (контрактами), зменшений на суму видатків, пов'язаних із продажем таких гарантій походження; дохід від продажу електричної енергії за договорами експорту електричної енергії, зменшений на суму видатків, пов'язаних із отриманням доступу до пропускної спроможності міждержавних перетинів, податків, зборів та інших обов'язкових платежів, пов'язаних із продажем електричної енергії за договорами експорту електричної енергії; суму отриманої фінансової підтримки з державного бюджету для виконання спеціальних обов'язків із забезпечення збільшення частки виробництва електричної енергії з альтернативних джерел енергії.</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Гарантований покупець зобов'язаний купувати у суб'єктів господарювання, яким встановлено "зелений" тариф, всю відпущену електричну енергію, вироблену на об'єктах електроенергетики з альтернативних джерел, за встановленим їм "зеленим" тарифом, якщо такі суб'єкти господарювання входять до складу балансуючої групи гарантованого покупця.</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Купівля-продаж такої електричної енергії за "зеленим" тарифом здійснюється на підставі двостороннього договору між виробником або споживачем, якому встановлено "зелений" тариф, та гарантованим покупцем. Такий договір укладається на підставі типового договору купівлі-продажу електричної енергії за "зеленим" тарифом.</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Типова форма договору затверджується Регулятором. Гарантований покупець здійснює оплату електричної енергії, купленої за "зеленим" тарифом на підставі даних комерційного обліку, отриманих від адміністратора комерційного обліку, у порядку та строки, визначені відповідними договорами.</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Гарантований покупець зобов'язаний придбавати у виробників, яким встановлено "зелений" тариф, якщо об'єкти електроенергетики або черги їх будівництва (пускові комплекси) не перебувають у балансуючій групі гарантованого покупця та щодо таких об'єктів укладено договір про надання послуги за механізмом ринкової премії, та виробників, які за результатами аукціону набули право на підтримку, послугу за механізмом ринкової премії із забезпечення збільшення частки виробництва енергії з альтернативних джерел енергії, якщо такі виробники уклали з ним договір про надання послуги за механізмом ринкової премії. Типова форма договору затверджується Регулятором.</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Порядок купівлі гарантованим покупцем електричної енергії за "зеленим" тарифом, послуги за механізмом ринкової премії, правила функціонування балансуючої групи гарантованого покупця визначається порядком купівлі гарантованим покупцем електричної енергії, виробленої з альтернативних джерел, що затверджується Регулятором.</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;">&#160;</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;font-weight:bold;">Порядок визначення ціни в значній мірі підлягає нормативному регулюванню:</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;font-weight:bold;font-style:italic;">Продаж електричної енергії на РДН.</span> <span style="color:#000000;font-size:11pt;">Ціна продажу електричної енергії встановлюється відповідно до Правил РДН та ВДР. Ціна на РДН визначається по кожному розрахунковому періоду за допомогою алгоритму РДН, що реалізує принцип граничного ціноутворення на основі балансу сукупного попиту на електричну енергію та її сукупної пропозиції, і для цілей інтеграції з європейськими ринками електричної енергії є сумісним з алгоритмом цінового об'єднання регіонів.</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;font-weight:bold;font-style:italic;">Продаж-купівля електричної енергії на ВДР.</span> <span style="color:#000000;font-size:11pt;">Ціна купівлі-продажу електричної енергії встановлюється відповідно до Правил РДН та ВДР. Алгоритм обчислення внутрішньодобового ринку (далі - алгоритм обчислення ВДР) отримує заявки та порівнює їх із заявками протилежного напряму (купівля-продаж) відповідно до критеріїв ціни, позначень часу та необов'язкової індикації. У випадку подання заявки на ВДР алгоритм обчислення на ВДР повинен перевірити, чи є принаймні одна доступна для зіставлення (підбору) заявка протилежного напряму з ціною, що відповідає ціновим умовам відповідної заявки. Якщо знайдено доступні для зіставлення (підбору) заявки протилежного напряму з ціною, що відповідає ціновим умовам відповідної заявки, то нова заявка акцептується в обсязі, доступному для зіставлення заявок, що є в межах заявленого обсягу. Ціна акцепту заявки визначається відповідно до цін зіставлених з нею заявок, що були зареєстровані в системі програмного забезпечення АТ "Оператор ринку" раніше (за часом).</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;font-weight:bold;font-style:italic;">Продаж електричної енергії постачальникам універсальних послуг.</span> <span style="color:#000000;font-size:11pt;">На період дії воєнного стану, з метою забезпечення безпеки постачання електричної енергії, відповідно до Наказу №&#160;132 ДП&#160;"Гарантований покупець" здійснює продаж обсягів електричної енергії купленої у АТ &#160;"НАЕК&#160;"Енергоатом" та ПрАТ&#160;"Укргідроенерго" постачальникам універсальних послуг, відповідно до наданих постачальниками універсальних послуг прогнозних погодинних обсягів купівлі електричної енергії для усіх своїх споживачів з урахуванням можливих обсягів продажу, наданих указаними виробниками електричної енергії, за ціною, що склалася на ринку "на добу наперед" у відповідну годину постачання.</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;font-weight:bold;font-style:italic;">Продаж на ринку двосторонніх договорів</span><span style="color:#000000;font-size:11pt;font-style:italic;">.</span> <span style="color:#000000;font-size:11pt;">Відповідно до Закону України "Про ринок електричної енергії" гарантований покупець здійснює продаж електричної енергії за двосторонніми договорами на ініційованих підприємством електронних аукціонах з продажу електричної енергії, виробленої з альтернативних джерел енергії, відповідно до Порядку проведення електронних аукціонів з продажу електричної енергії за двосторонніми договорами, затвердженого постановою Кабінету Міністрів України від 05.06.2019 №&#160;499 та відповідно Регламенту організації та проведення електронного аукціону з продажу електричної енергії на товарній біржі - Товариство з обмеженою відповідальністю "Українська енергетична біржа", затвердженого протокольним рішенням Біржового комітету Товарної біржі "Українська енергетична біржа" від 20.06.2019 № 553 та погодженого протокольним рішенням Аукціонного комітету з продажу електричної енергії за двосторонніми договорами від 25.06.2019 № 1.</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;font-weight:bold;font-style:italic;">Продаж на балансуючому ринку.</span> <span style="color:#000000;font-size:11pt;">Відповідно до Правил ринку ціна небалансу електричної енергії за розрахунковий період дорівнює маржинальній ціні балансуючої електричної енергії за розрахунковий період, що розрахована відповідно до Правил ринку в залежності від того, чи перебуває система в дефіциті, профіциті або збалансована. Варто зазначити, що на даний час Підприємство не здійснює операції з купівлі та/або продажу електричної енергії на балансуючому ринку електричної енергії, проте, як сторона відповідальна за баланс, здійснює купівлю та продаж електричної енергії у оператора системи передачі для врегулювання небалансів за договором про врегулювання небалансів електричної енергії, типова форма якого наведена в додатку 1 до Правил ринку.</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;font-weight:bold;font-style:italic;">Дохід від продажу послуги з відшкодування частки вартості врегулювання небалансу електричної енергії балансуючої групи гарантованого покупця та вартості відхилення.</span> <span style="color:#000000;font-size:11pt;">За відхилення фактичних погодинних обсягів відпуску електричної енергії &#160;(які не пов'язані з виконанням команд оператора системи передачі на зменшення навантаження та команди з операційної безпеки) об'єктами електроенергетики або чергами будівництва (пусковими комплексами) виробників за "зеленим" тарифом, які включені до балансуючою групи гарантованого покупця, від їхніх прогнозних погодинних графіків відпуску електричної енергії, відшкодовується частка вартості врегулювання небалансу електричної енергії гарантованому покупцю відповідно до Закону України "Про ринок електричної енергії", Порядку 641 та договору про участь у &#160;балансуючій групі гарантованого покупця.</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;font-weight:bold;font-style:italic;">Дохід від наданих послуг НЕК "Укренерго" в рамках спеціальних обов'язків.</span> <span style="color:#000000;font-size:11pt;">Дохід від надання послуги із забезпечення збільшення частки виробництва електричної енергії з альтернативних джерел визначається відповідно до законодавства щодо функцій покладених на гарантованого покупця.</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;">&#160;</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;font-weight:bold;">Інші операційні доходи класифікуються наступним чином:</span></p><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;">-</span> <span style="color:#000000;font-size:11pt;">отримані кошти від штрафів, пені, неустойок та інших санкцій за порушення договорів, які визнані боржником або за якими отримані судові рішення щодо їх стягнення, а також отримані суми покриття завданих збитків;</span><span style="color:#000000;"><br />-</span> <span style="color:#000000;font-size:11pt;">доходи від безоплатно отриманих оборотних активів, що не є результатом операцій з власником;</span><span style="color:#000000;"><br />-</span> <span style="color:#000000;font-size:11pt;">відсотки отримані на залишок коштів на поточних рахунках;</span><span style="color:#000000;"><br />-</span> <span style="color:#000000;font-size:11pt;">доходи, які класифіковані Підприємством як інші доходи в розрізі вищенаведених груп згортаються з відповідними групами інших витрат та відображаються у звіті про сукупний дохід, прибуток або збиток за функцією витрат на нетто-основі залежно від результату згортання; &#160;</span><span style="color:#000000;"><br />-</span> <span style="color:#000000;font-size:11pt;">доходи, які виникають в процесі діяльності Підприємства, але не пов'язані з його операційною та фінансовою діяльністю, відображаються у складі інших доходів. Інші доходи класифікуються:</span><span style="color:#000000;"><br />-</span> <span style="color:#000000;font-size:11pt;">дохід від відновлення корисності необоротних активів, за якими був визнаний збиток від зменшення корисності активів у попередніх періодах, при цьому сума такого відновлення не повинна перевищувати суми раніше визнаного збитку;</span><span style="color:#000000;"><br />-</span> <span style="color:#000000;font-size:11pt;">дохід від безоплатно отриманих необоротних активів, якщо це не є результатом операцій з власником;</span><span style="color:#000000;"><br />-</span> <span style="color:#000000;font-size:11pt;">дохід від реалізації необоротних активів, що вибувають зі складу активів Підприємства без переведення їх у групу необоротних активів та груп вибуття, утримуваних для продажу.</span></p><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;">&#160;</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Інші доходи в розрізі вищенаведених груп згортаються з відповідними групами інших витрат та підлягають відображенню у звіті про сукупний дохід, прибуток або збиток за функцією витрат на нетто-основі залежно від результату згортання.</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">На період дії воєнного стану, з метою забезпечення безпеки постачання електричної енергії, відповідно до Наказу № 132 ДП "Гарантований покупець" здійснює продаж обсягів електричної енергії купленої у АТ "НАЕК "Енергоатом" та ПрАТ "Укргідроенерго" постачальникам універсальних послуг відповідно до прогнозних погодинних обсягів купівлі електричної енергії, що надані постачальниками універсальних послуг, за ціною, що склалася на "ринку на добу наперед" у відповідну годину постачання.</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Підприємство після оцінки договорів на виконання цього наказу, визнало себе в якості принципала, та відповідно, визнає доходи та витрати від купівлі - продажу електричної енергії у звіті про сукупний дохід, прибуток або збиток за функцією витрат на валовій основі.</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">&#160;</span></p></ix:nonNumeric></p></td>
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                <td class="pad1 b">Опис облікової політики щодо операцій між пов'язаними сторонами</td>
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                <td class="pad1"><p><ix:nonNumeric name="ifrs-full:DescriptionOfAccountingPolicyForTransactionsWithRelatedPartiesExplanatory" contextRef="ctxt_1" escape="false"><h3 style="text-align:justify;text-indent:0pt;margin:6pt 0pt 6pt 0pt;page-break-after:avoid;page-break-inside:avoid;"><span style="color:#000000;font-size:11pt;font-weight:bold;">Пов'язані сторони</span></h3><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Підприємство розкриває інформацію про характер відносин з пов'язаними сторонами, а саме з органом управління, що здійснює контроль над Підприємством, та з іншими підприємствами, над якими здійснюється контроль (чи має суттєвий вплив) тим самим органом управління.</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Стороною, яка має кінцевий контроль над Підприємством, є держава в особі Кабінету Міністрів України. Пов'язаними сторонами Підприємства є провідний управлінський персонал та члени їх сімей, а також державні компанії та установи, з якими Підприємство здійснювало господарські операції.</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">&#160;</span></p></ix:nonNumeric></p></td>
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        <a id="r810000"><span class="rep_name">[810000] Примітки - Корпоративна інформація та Звіт про відповідність вимогам МСФЗ</span></a>
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                <td colspan="2" class="pad0 b">Корпоративна інформація та твердження про відповідність до вимог МСФЗ</td>
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                <td colspan="2" class="pad1 b">Назва суб'єкта господарювання, що звітує, або інші засоби ідентифікації</td>
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                <td colspan="2" class="pad1"><p><ix:nonNumeric name="ifrs-full:NameOfReportingEntityOrOtherMeansOfIdentification" contextRef="ctxt_1" escape="false">ДЕРЖАВНЕ ПІДПРИЄМСТВО &quot;ГАРАНТОВАНИЙ ПОКУПЕЦЬ&quot;</ix:nonNumeric></p></td>
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                <td class="pad1 b">Ідентифікаційний код юридичної особи</td>
                <td class="td_cnt"><p><ix:nonNumeric name="ua_full_ifrs_core:IdentificationCodeOfLegalEntity" contextRef="ctxt_1" escape="false">43068454</ix:nonNumeric></p></td>
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                <td colspan="2" class="pad1 b">Походження суб'єкта господарювання</td>
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                <td colspan="2" class="pad1"><p><ix:nonNumeric name="ifrs-full:DomicileOfEntity" contextRef="ctxt_1" escape="false"><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;">Державне підприємство "Гарантований покупець" (далі - ДП "Гарантований покупець" або Підприємство) засноване на державній власності з метою забезпечення загального економічного інтересу в електроенергетичній галузі України.</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;">Підприємство утворене 20 червня 2019 року на базі філії "Гарантований покупець" державного підприємства "Енергоринок" відповідно до постанови Кабінету Міністрів України від 17 квітня 2019 року № 324 "Про утворення державних підприємств "Гарантований покупець" та "Оператор ринку" та є державним комерційним підприємством, функції з управління яким здійснює Кабінет Міністрів України.</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;">Місією державного підприємства "Гарантований покупець" є забезпечення загальносуспільних інтересів на ринку електричної енергії, яке передбачає стимулювання розвитку галузі альтернативної енергетики України та забезпечення доступності електричної енергії для задоволення потреб населення.</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;">&#160;</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;">Середня &#160;кількість працівників ДП "Гарантований покупець" станом на 31 грудня 2025 року становить 118 осіб (на 31 грудня 2024 року - 113 осіб).</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;">&#160;</span></p></ix:nonNumeric></p></td>
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                <td colspan="2" class="pad1 b">Правова форма суб'єкта господарювання</td>
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                <td colspan="2" class="pad1"><p><ix:nonNumeric name="ifrs-full:LegalFormOfEntity" contextRef="ctxt_1" escape="false">Державне підприємство</ix:nonNumeric></p></td>
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                <td colspan="2" class="pad1 b">Країна реєстрації</td>
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                <td colspan="2" class="pad1"><p><ix:nonNumeric name="ifrs-full:CountryOfIncorporation" contextRef="ctxt_1" escape="false">Україна</ix:nonNumeric></p></td>
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                <td colspan="2" class="pad1 b">Адреса зареєстрованого офісу суб'єкта господарювання</td>
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                <td colspan="2" class="pad1"><p><ix:nonNumeric name="ifrs-full:AddressOfRegisteredOfficeOfEntity" contextRef="ctxt_1" escape="false">вулиця Симона Петлюри, буд. 27, м. КИЇВ, 01032, Україна</ix:nonNumeric></p></td>
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                <td colspan="2" class="pad1 b">Опис характеру функціонування та основних видів діяльності суб'єкта господарювання</td>
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                <td colspan="2" class="pad1"><p><ix:nonNumeric name="ifrs-full:DescriptionOfNatureOfEntitysOperationsAndPrincipalActivities" contextRef="ctxt_1" escape="false"><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;font-weight:bold;">Предметом діяльності Підприємства є:</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;">&#160;</span></p><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;">-</span> <span style="color:#000000;font-size:11pt;">виконання гарантій держави щодо купівлі у суб'єктів господарювання, яким встановлено "зелений" тариф всієї відпущеної електричної енергії, виробленої на об'єктах електроенергетики, що використовують альтернативні джерела енергії (у разі використання гідроенергії - вироблену лише мікро-, міні- та малими гідроелектростанціями), за встановленим їм "зеленим" тарифом з урахуванням надбавки до нього протягом всього строку застосування "зеленого" тарифу, якщо такі суб'єкти господарювання входять до складу балансуючої групи гарантованого покупця, відповідно до вимог законодавства;</span><span style="color:#000000;"><br />-</span> <span style="color:#000000;font-size:11pt;">придбання послуги за механізмом ринкової премії, що надається суб'єктами господарювання, яким встановлено "зелений" тариф, щодо об'єктів електроенергетики або черг їх будівництва (пускових комплексів), які не перебувають у балансуючій групі гарантованого покупця;</span><span style="color:#000000;"><br />-</span> <span style="color:#000000;font-size:11pt;">виконання спеціальних обов'язків, покладених державою, які полягають у наданні послуг із забезпечення доступності електричної енергії для побутових споживачів;</span><span style="color:#000000;"><br />-</span> <span style="color:#000000;font-size:11pt;">купівля-продаж електричної енергії на ринку електричної енергії.</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;">&#160;</span></p><h3 style="text-align:justify;text-indent:0pt;margin:6pt 0pt 6pt 0pt;page-break-after:avoid;page-break-inside:avoid;"><span style="color:#000000;font-size:11pt;font-weight:bold;">Нормативне регулювання діяльності Підприємства</span></h3><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Діяльність Підприємства унормована і регламентується Законом України "Про ринок електричної енергії" від 13 квітня 2017 року № 2019-VIII, Законом України "Про альтернативні джерела енергії" від 20 лютого 2003 року № 555-IV, Постановою Національної комісії, що здійснює державне регулювання у сферах енергетики та комунальних послуг (далі - НКРЕКП або Регулятор) від 26 квітня 2019 року №&#160;641 (зі змінами) "Про затвердження нормативно-правових актів, що регулюють діяльність гарантованого покупця та купівлі електричної енергії за "зеленим" тарифом, придбання послуги за механізмом ринкової премії" &#160;(далі - Порядок 641), Правилами ринку, затвердженими постановою НКРЕКП від 14 березня 2018 року № 307 (зі змінами), (далі - Правила ринку), Правилами ринку "на добу наперед" та внутрішньодобового ринку, затвердженими постановою НКРЕКП від 14 березня 2018 року № 308 (зі змінами), &#160;(далі - Правила РДН та ВДР), Положенням про покладення спеціальних обов'язків на учасників ринку електричної енергії для забезпечення загальносуспільних інтересів у процесі функціонування ринку електричної енергії, затвердженого постановою Кабінету Міністрів України від 05 червня 2019 року № 483 (зі змінами), Постановою Кабінету Міністрів України від 05 червня 2019 року № 499 "Про затвердження Порядку проведення електронних аукціонів з продажу електричної енергії за двосторонніми договорами та Порядку відбору організаторів електронних аукціонів з продажу електричної енергії за двосторонніми договорами", іншими нормативно-правовими актами законодавства, відповідно до яких регулюється діяльність на ринку електричної енергії.</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Для створення підтримки постачальників універсальних послуг, з метою можливості покриття ними обсягів, необхідних для потреб населення, в особливий період Міністерством енергетики України (далі - Міненерго) було розроблено наказ від 21.03.2022 № 132 "Про забезпечення купівлі - продажу електричної енергії постачальниками універсальних послуг в особливий період" (далі - Наказ № 132).</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Відповідно до вимог Постанови Кабінету Міністрів України від 12.03.2024 №282 "Деякі питання здійснення гарантованим покупцем експорту електричної енергії", Підприємство отримало можливість здійснювати експорт електричної енергії, яка вироблена з відновлювальних джерел енергії.</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">ДП "Гарантований покупець" діє відповідно до законодавства України, на підставі Статуту ДП "Гарантований покупець", затвердженого постановою Кабінету Міністрів України від 22 травня 2019 року № 455, згідно з ліцензійними умовами провадження господарської діяльності зі здійснення функцій гарантованого покупця, затверджених постановою НКРЕКП від 27 грудня 2017 року № 1471, є юридичною особою та підпорядковане Кабінету Міністрів України, має самостійний баланс, рахунки в установах банку, печатку зі своїм найменуванням.</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">&#160;</span></p></ix:nonNumeric></p></td>
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                <td colspan="2" class="pad1 b">Твердження про відповідність до вимог МСФЗ</td>
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                <td colspan="2" class="pad1"><p><ix:nonNumeric name="ifrs-full:StatementOfIFRSCompliance" contextRef="ctxt_1" escape="false"><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;">Наведена вище фінансова звітність Підприємства була підготовлена згідно з Міжнародними стандартами фінансової звітності у редакції, опублікованій Радою з Міжнародних стандартів фінансової звітності.</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;">Фінансова звітність складена станом на 31 грудня 2025 року, охоплює період з 01 січня 2025 року по 31 грудня 2025 року, та є фінансовою звітністю загального призначення.</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;">Ця фінансова звітність була підготовлена відповідно до принципу оцінки за історичною вартістю, за винятком необоротних активів, які відображені за переоціненою вартістю за результатами оцінки, станом на 31.12.2024.</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;">Фінансова звітність складена у національній валюті України - гривні, що є функціональною валютою Підприємства. Вся фінансова інформація, представлена в українських гривнях, округляється до найближчої тисячі ("тис. грн"), якщо не вказано інше.</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;">&#160;</span></p><h3 style="text-align:justify;text-indent:0pt;margin:6pt 0pt 6pt 0pt;page-break-after:avoid;page-break-inside:avoid;"><span style="color:#000000;font-size:11pt;font-weight:bold;">Прийняття до застосування нових або переглянутих стандартів</span></h3><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">При складанні цієї річної фінансової звітності Підприємство дотримувалось тих самих облікових політик і методів обчислення, як і у річній фінансовій звітності за попередній рік.</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">&#160;</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;font-weight:bold;font-style:italic;">Нові та переглянуті стандарти, які застосовуються у поточному році</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">У поточному році Підприємство застосувало поправки до стандартів МСФЗ, виданих Радою з МСБО, що набули чинності для періоду за рік, що починається 1 січня 2025 року, або пізніше. Поправки до МСБО (IAS) 21 - "Неможливість обміну".</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Їх застосування не мало суттєвого впливу на розкриття інформації або на суми, які відображаються у цій фінансовій звітності.</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Підприємство достроково не застосовувало жодних інших стандартів, роз'яснень або поправок, які були випущені, але ще не вступили в силу.</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">&#160;</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;font-weight:bold;font-style:italic;">Нові і переглянуті МСФЗ випущені, але які іще не набули чинності</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 8pt 0pt;line-height:1.079167;"><span style="color:#000000;font-size:11pt;">На дату затвердження цієї фінансової звітності, Підприємство не застосовувало жоден з наведених нових або переглянутих стандартів, які були випущенні, але ще не вступили в силу:</span></p><table border="0" cellspacing="0" cellpadding="0" style="border-collapse:collapse;"><tr style="height:1pt;"><td valign="top" style="width:78%;padding:0pt 5.4pt 0pt 5.4pt;border-top:none;border-right:none;border-bottom:1pt #000000 solid;border-left:none;"><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;line-height:12.05pt;"><span style="color:#000000;font-size:11pt;font-weight:bold;">Стандарти та Інтерпретації</span></p></td><td valign="top" style="width:21%;padding:0pt 5.4pt 0pt 5.4pt;border-top:none;border-right:none;border-bottom:1pt #000000 solid;border-left:none;"><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;line-height:12.05pt;"><span style="color:#000000;font-size:11pt;font-weight:bold;">Дата набрання чинності</span></p></td></tr><tr style="height:1pt;"><td valign="top" style="width:78%;padding:0pt 5.4pt 0pt 5.4pt;border-top:1pt #000000 solid;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;line-height:12.05pt;"><span style="color:#000000;font-size:11pt;">МСФЗ (IFRS) 18 "Презентація та розкриття у фінансовій звітності"</span></p></td><td valign="top" style="width:21%;padding:0pt 5.4pt 0pt 5.4pt;border-top:1pt #000000 solid;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;line-height:12.05pt;"><span style="color:#000000;font-size:11pt;">1 січня 2027 р.</span></p></td></tr><tr style="height:1pt;"><td valign="top" style="width:78%;padding:0pt 5.4pt 0pt 5.4pt;border-top:none;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;line-height:12.05pt;"><span style="color:#000000;font-size:11pt;">МСФЗ (IFRS) 19 "Дочірні підприємства, що не є підзвітними суспільству: розкриття інформації"</span></p></td><td valign="top" style="width:21%;padding:0pt 5.4pt 0pt 5.4pt;border-top:none;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;line-height:12.05pt;"><span style="color:#000000;font-size:11pt;">1 січня 2027 р.</span></p></td></tr><tr style="height:1pt;"><td valign="top" style="width:78%;padding:0pt 5.4pt 0pt 5.4pt;border-top:none;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;line-height:12.05pt;"><span style="color:#000000;font-size:11pt;">Поправки до МСФЗ (IFRS) 9 та МСФЗ (IFRS) 7 - "Контракти щодо електроенергії з природних джерел"</span></p></td><td valign="top" style="width:21%;padding:0pt 5.4pt 0pt 5.4pt;border-top:none;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;line-height:12.05pt;"><span style="color:#000000;font-size:11pt;">1 січня 2026 р.</span></p></td></tr><tr style="height:1pt;"><td valign="top" style="width:78%;padding:0pt 5.4pt 0pt 5.4pt;border-top:none;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;line-height:12.05pt;"><span style="color:#000000;font-size:11pt;">Поправки до МСФЗ (IFRS) 9 та МСФЗ (IFRS) 7 - "Класифікація та оцінка фінансових інструментів"</span></p></td><td valign="top" style="width:21%;padding:0pt 5.4pt 0pt 5.4pt;border-top:none;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;line-height:12.05pt;"><span style="color:#000000;font-size:11pt;">1 січня 2026 р.</span></p></td></tr><tr style="height:1pt;"><td valign="top" style="width:78%;padding:0pt 5.4pt 0pt 5.4pt;border-top:none;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 9pt;"><span style="color:#000000;font-size:11pt;">Щорічні покращення до МСФЗ - Частина 11, що містить наступні зміни:</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 9pt;"><span style="color:#000000;font-size:11pt;">МСФЗ 1: Облік хеджування суб'єктом господарювання, який уперше застосовує МСФЗ</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 9pt;"><span style="color:#000000;font-size:11pt;">МСФЗ 7: Прибуток або збиток від припинення визнання</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 9pt;"><span style="color:#000000;font-size:11pt;">МСФЗ 7: Розкриття відстроченої різниці між справедливою вартістю та ціною операції</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 9pt;"><span style="color:#000000;font-size:11pt;">МСФЗ 7: Вступ та розкриття інформації про кредитний ризик</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 9pt;"><span style="color:#000000;font-size:11pt;">МСФЗ 9: Припинення визнання зобов'язань з оренди</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 9pt;"><span style="color:#000000;font-size:11pt;">МСФЗ 9: Ціна операції</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 9pt;"><span style="color:#000000;font-size:11pt;">МСФЗ 10: Визначення "фактичного агента"</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 9pt;"><span style="color:#000000;font-size:11pt;">МСБО 7: Метод обліку за собівартістю</span></p></td><td valign="top" style="width:21%;padding:0pt 5.4pt 0pt 5.4pt;border-top:none;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;line-height:12.05pt;"><span style="color:#000000;font-size:11pt;">1 січня 2026 р.</span></p></td></tr></table><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">&#160;</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Відповідно до вимог МСБО (IAS) 8 "Облікові політики, зміни в облікових оцінках та помилки", Підприємство розглянуло всі нові та переглянуті стандарти, які були випущені, але ще не набули чинності на дату складання цієї фінансової звітності.</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Підприємство продовжує оцінювати вплив МСФЗ 18 на свою фінансову звітність, зокрема щодо структури звіту про сукупний дохід, прибуток або збиток за функцією витрат, звіту про рух грошових коштів та додаткових розкриттів, необхідних для показників результативності, визначених управлінським персоналом. Оцінка також охоплює вплив на групування та класифікацію інформації у фінансовій звітності, включаючи статті, які наразі класифікуються як "інші".</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">&#160;</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Підприємство проаналізувало інші вищезазначені стандарти та поправки і дійшло висновку, що їх застосування не матиме суттєвого впливу на фінансову звітність у період їх первісного застосування, оскільки діяльність компанії не підпадає під сферу їх застосування.</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">&#160;</span></p></ix:nonNumeric></p></td>
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			   <td class="pad1 b">Фінансова звітність відповідає МСФЗ</td>
			   <td class="checkbox-symbol" abbr="1">&#9745;</td>			
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			   <td class="pad1 b" style="display:none">Фінансова звітність відповідає МСФЗ</td>
			   <td class="td_cnt" style="display:none"><p><ix:nonNumeric name="ifrs-full:FinancialStatementsComplyWithIFRSs" contextRef="ctxt_1" escape="false">1</ix:nonNumeric></p></td>
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    </div>
</div>
<div class="rep_cnt">
    <div class="rep_name_pnl">
        <a id="r815000"><span class="rep_name">[815000] Примітки - Події після звітного періоду</span></a>
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    <div class="report_table">
        <table>
            <tr>
                <td class="pad0 b">Розкриття інформації про події після звітного періоду</td>
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            <tr>            
                <td class="pad0"><p><ix:nonNumeric name="ifrs-full:DisclosureOfEventsAfterReportingPeriodExplanatory" contextRef="ctxt_1" escape="false"><h2 style="text-align:justify;text-indent:-14pt;margin:0pt 0pt 0pt 14pt;page-break-after:avoid;page-break-inside:avoid;"><span style="color:#000000;font-size:11pt;font-weight:bold;">Події після дати балансу</span></h2><h2 style="text-align:justify;text-indent:-14pt;margin:0pt 0pt 0pt 14pt;page-break-after:avoid;page-break-inside:avoid;"><span style="color:#000000;font-size:18pt;font-weight:bold;">&#160;</span></h2><h2 style="text-align:justify;text-indent:-14pt;margin:0pt 0pt 0pt 14pt;page-break-after:avoid;page-break-inside:avoid;"><span style="color:#000000;font-size:11pt;font-weight:bold;">Підприємство враховує у своїй фінансовій звітності наслідки коригувальних подій, що мали місце після звітної дати до дати затвердження звітності і свідчать про умови, які існували на кінець звітного періоду.</span></h2><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">&#160;</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Розпорядженням Кабінету Міністрів України від 25 лютого 2026 року № 194 - р було затверджено фінансовий план ДП "Гарантований покупець" на 2026 рік.</span></p><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">&#160;</span></p><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Розпорядженням Кабінету Міністрів України &#160;від 08 квітня 2026 року № 317 внесено зміни до складу комісії з перетворення державного підприємства "Гарантований покупець".</span></p><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">&#160;</span></p><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Діяльність ДП&#160;"Гарантований покупець" є економічно збалансованою, витрати забезпечені відповідними джерелами надходжень. Питання щодо дебіторської та кредиторської заборгованості, у разі необхідності, під час особливого періоду, врегульовуються нормативно-правовими актами Міністерства енергетики України та НКРЕКП.</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">&#160;</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Інформація щодо юридичних питань</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">&#160;</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Постановою Північного апеляційного господарського суду від 26 лютого 2026 року по справі № 910/15673/23 за позовом ДП "Гарантований покупець" до НЕК "Укренерго" про стягнення заборгованості, 3% річних та інфляційних втрат на загальну суму 8 662 738 тис.грн. прийнято рішення на користь ДП "Гарантований покупець".</span></p><h2 style="text-align:justify;text-indent:-14pt;margin:0pt 0pt 0pt 14pt;page-break-after:avoid;page-break-inside:avoid;"><span style="color:#000000;font-size:11pt;font-weight:bold;">&#160;</span></h2></ix:nonNumeric></p></td>
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                <td class="pad1 b">Дата затвердження до випуску фінансової звітності</td>
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                <td class="pad1"><p><ix:nonNumeric name="ifrs-full:DateOfAuthorisationForIssueOfFinancialStatements2013" contextRef="ctxt_1" escape="false">2026-04-17</ix:nonNumeric></p></td>
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    </div>
</div>
<div class="rep_cnt">
    <div class="rep_name_pnl">
        <a id="r818000"><span class="rep_name">[818000] Примітки - Пов'язана сторона</span></a>
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<div class="report_table">
    <table>
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            <td class="pad0 b">Розкриття інформації про пов'язані сторони</td>
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        <tr>
            <td class="pad0"><p><ix:nonNumeric name="ifrs-full:DisclosureOfRelatedPartyExplanatory" contextRef="ctxt_1" escape="false"><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Засновником ДП "Гарантований покупець" є держава в особі Кабінету Міністрів України. Оскільки Підприємство знаходиться під кінцевим контролем держави, то всі контрольовані державою підприємства вважаються пов'язаними сторонами під спільним контролем.</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">&#160;</span></p></ix:nonNumeric></p></td>
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    </table>
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<div class="report_table">
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            <td class="pad1 b">Провідний управлінський персонал суб'єкта господарювання або материнського підприємства</td>
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            <td class="pad1"><p><ix:nonNumeric name="ua_full_ifrs_core:KeyManagementPersonnelOfEntityOrParent" contextRef="ctxt_1" escape="false"><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Відповідно до пункту 49 Статуту ДП "Гарантований покупець", затвердженого постановою Кабінету Міністрів України від 22 травня 2019 року № 455, управління підприємством здійснює директор. Директор підприємства призначається на посаду та звільняється з посади Кабінетом Міністрів України, самостійно вирішує питання діяльності Підприємства, крім тих, що належать до компетенції суб'єкта управління. Поточні виплати управлінському персоналу за звітний період склали 2&#160;136 тис. грн (за 2024 рік: 1 535 тис. грн).</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">&#160;</span></p></ix:nonNumeric></p></td>
        </tr>
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</div>
<div class="report_table">
    <table>
        <thead class="t_thead">
            <tr>
                <th colspan="3" class="tbl_name">Інформація щодо компенсації провідному управлінському персоналу</th>
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            <tr>
                <th colspan="3" class="scale">тис. грн</th>
            </tr>             
            <tr class="thead th_lvl1">
                <th rowspan="2" ></th>
                <th colspan="2">Сума винагороди провідному управлінському персоналу</th>
            </tr>
			<tr class="thead th_lvl2">
                <th>Поточний звітний період</th>
                <th>Порівняльний звітний період</th>
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        </thead>
        <tbody>
            <tr>
                <td class="pad1">Винагорода провідному управлінському персоналу, короткострокові виплати працівникам</td>
                <td class="td_cnt"><ix:nonFraction name="ifrs-full:KeyManagementPersonnelCompensationShorttermEmployeeBenefits" contextRef="ctxt_1" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">2,136</ix:nonFraction></td>
				<td class="td_cnt"><ix:nonFraction name="ifrs-full:KeyManagementPersonnelCompensationShorttermEmployeeBenefits" contextRef="ctxt_5" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">1,535</ix:nonFraction></td>
            </tr>
<tr>
                <td class="pad1 b">Винагорода провідному управлінському персоналу - Усього</td>
                <td class="td_cnt b"><ix:nonFraction name="ifrs-full:KeyManagementPersonnelCompensation" contextRef="ctxt_1" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">2,136</ix:nonFraction></td>
				<td class="td_cnt b"><ix:nonFraction name="ifrs-full:KeyManagementPersonnelCompensation" contextRef="ctxt_5" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">1,535</ix:nonFraction></td>
            </tr> 
        </tbody>
    </table>
</div>    
<div class="report_table">
    <table>    
        <tr>
            <td class="pad1 b">Розкриття інформації про операції між пов'язаними сторонами</td>
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        <tr>            
            <td class="pad1"><p><ix:nonNumeric name="ifrs-full:DisclosureOfTransactionsBetweenRelatedPartiesExplanatory" contextRef="ctxt_1" escape="false"><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;font-style:italic;">Залишки по операціях з пов'язаними сторонами є наступними:</span></p><table border="0" cellspacing="0" cellpadding="0" style="border-collapse:collapse;"><tr style="height:11.25pt;"><td valign="bottom" style="width:456.75pt;padding:0pt 5.4pt 0pt 5.4pt;border-top:1pt #000000 solid;border-right:none;border-bottom:1pt #000000 solid;border-left:none;"><p style="text-align:left;text-indent:28pt;margin:0pt 0pt 0pt 0pt;line-height:1.5;"><span style="color:#000000;font-size:11pt;">&#160;</span></p></td><td style="width:120pt;padding:0pt 5.4pt 0pt 5.4pt;border-top:1pt #000000 solid;border-right:none;border-bottom:1pt #000000 solid;border-left:none;"><p style="text-align:right;text-indent:0pt;margin:0pt 0pt 0pt 0pt;line-height:1.5;"><span style="color:#000000;font-size:11pt;font-weight:bold;">31.12.2025</span></p></td><td valign="top" style="width:130.5pt;padding:0pt 5.4pt 0pt 5.4pt;border-top:1pt #000000 solid;border-right:none;border-bottom:1pt #000000 solid;border-left:none;"><p style="text-align:right;text-indent:0pt;margin:0pt 0pt 0pt 0pt;line-height:1.5;"><span style="color:#000000;font-size:11pt;font-weight:bold;">31.12.2024</span></p></td></tr><tr style="height:11.25pt;"><td valign="bottom" style="width:456.75pt;padding:0pt 5.4pt 0pt 5.4pt;border-top:1pt #000000 solid;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Дебіторська заборгованість за продукцію, товари, роботи, послуги</span></p></td><td valign="top" style="width:120pt;padding:0pt 5.4pt 0pt 5.4pt;border-top:1pt #000000 solid;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:right;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">15 705 742</span></p></td><td valign="top" style="width:130.5pt;padding:0pt 5.4pt 0pt 5.4pt;border-top:1pt #000000 solid;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:right;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">22&#160;217 469</span></p></td></tr><tr style="height:11.25pt;"><td valign="bottom" style="width:456.75pt;padding:0pt 5.4pt 0pt 5.4pt;border-top:none;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Дебіторська заборгованість за виданими авансами</span></p></td><td valign="top" style="width:120pt;padding:0pt 5.4pt 0pt 5.4pt;border-top:none;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:right;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">2 289 962</span></p></td><td valign="top" style="width:130.5pt;padding:0pt 5.4pt 0pt 5.4pt;border-top:none;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:right;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">1&#160;731 440</span></p></td></tr><tr style="height:11.25pt;"><td valign="bottom" style="width:456.75pt;padding:0pt 5.4pt 0pt 5.4pt;border-top:none;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Інша поточна дебіторська заборгованість</span></p></td><td valign="top" style="width:120pt;padding:0pt 5.4pt 0pt 5.4pt;border-top:none;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:right;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">13 036 &#160;</span></p></td><td valign="top" style="width:130.5pt;padding:0pt 5.4pt 0pt 5.4pt;border-top:none;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:right;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">16 880</span></p></td></tr><tr style="height:3.65pt;"><td valign="top" style="width:456.75pt;padding:0pt 5.4pt 0pt 5.4pt;border-top:none;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Гроші та їх еквіваленти</span></p></td><td valign="top" style="width:120pt;padding:0pt 5.4pt 0pt 5.4pt;border-top:none;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:right;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">764 756</span></p></td><td valign="top" style="width:130.5pt;padding:0pt 5.4pt 0pt 5.4pt;border-top:none;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:right;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">1&#160;189 447</span></p></td></tr><tr style="height:11.25pt;"><td valign="bottom" style="width:456.75pt;padding:0pt 5.4pt 0pt 5.4pt;border-top:none;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Поточна кредиторська заборгованість за товари, роботи, послуги</span></p></td><td valign="top" style="width:120pt;padding:0pt 5.4pt 0pt 5.4pt;border-top:none;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:right;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">&#160; &#160;(2&#160;305 658)</span></p></td><td valign="top" style="width:130.5pt;padding:0pt 5.4pt 0pt 5.4pt;border-top:none;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:right;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">(5&#160;335 623)</span></p></td></tr><tr style="height:26.85pt;"><td valign="bottom" style="width:456.75pt;padding:0pt 5.4pt 0pt 5.4pt;border-top:none;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Поточна кредиторська заборгованість за одержаними &#160;авансами</span></p></td><td valign="top" style="width:120pt;padding:0pt 5.4pt 0pt 5.4pt;border-top:none;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:right;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">&#160;(10 715&#160;417)</span></p></td><td valign="top" style="width:130.5pt;padding:0pt 5.4pt 0pt 5.4pt;border-top:none;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:right;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">(7&#160;836 486)</span></p></td></tr></table><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;font-style:italic;">&#160;</span></p><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;font-style:italic;">&#160;</span></p><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;font-style:italic;">Резерви та забезпечення по операціях з пов'язаними сторонами</span></p><table border="0" cellspacing="0" cellpadding="0" style="border-collapse:collapse;"><tr><td colspan="2" valign="top" style="width:524.25pt;padding:0pt 5.4pt 0pt 5.4pt;border-top:1pt #000000 solid;border-right:none;border-bottom:1pt #000000 solid;border-left:none;"><p style="text-align:right;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;font-weight:bold;">Забезпечення на виконання судових рішень</span></p></td></tr><tr><td valign="top" style="width:191.15pt;padding:0pt 5.4pt 0pt 5.4pt;border-top:1pt #000000 solid;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 3pt 0pt;"><span style="color:#000000;font-size:11pt;font-weight:bold;">Станом на 31.12.2023</span></p></td><td valign="top" style="width:333.1pt;padding:0pt 5.4pt 0pt 5.4pt;border-top:1pt #000000 solid;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:right;text-indent:0pt;margin:0pt 0pt 3pt 0pt;"><span style="color:#000000;font-size:11pt;font-weight:bold;">1&#160;581 595</span></p></td></tr><tr><td valign="top" style="width:191.15pt;padding:0pt 5.4pt 0pt 5.4pt;border-top:none;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 3pt 0pt;"><span style="color:#000000;font-size:11pt;">Нараховано</span></p></td><td valign="top" style="width:333.1pt;padding:0pt 5.4pt 0pt 5.4pt;border-top:none;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:right;text-indent:0pt;margin:0pt 0pt 3pt 0pt;"><span style="color:#000000;font-size:11pt;">389 264</span></p></td></tr><tr><td valign="top" style="width:191.15pt;padding:0pt 5.4pt 0pt 5.4pt;border-top:none;border-right:none;border-bottom:1pt #000000 solid;border-left:none;"><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 3pt 0pt;"><span style="color:#000000;font-size:11pt;">Використано</span></p></td><td valign="top" style="width:333.1pt;padding:0pt 5.4pt 0pt 5.4pt;border-top:none;border-right:none;border-bottom:1pt #000000 solid;border-left:none;"><p style="text-align:right;text-indent:0pt;margin:0pt 0pt 3pt 0pt;"><span style="color:#000000;font-size:11pt;">(1&#160;321&#160;704)</span></p></td></tr><tr><td valign="top" style="width:191.15pt;padding:0pt 5.4pt 0pt 5.4pt;border-top:1pt #000000 solid;border-right:none;border-bottom:1pt #000000 solid;border-left:none;"><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 3pt 0pt;"><span style="color:#000000;font-size:11pt;font-weight:bold;">Станом на 31.12.2024</span></p></td><td valign="top" style="width:333.1pt;padding:0pt 5.4pt 0pt 5.4pt;border-top:1pt #000000 solid;border-right:none;border-bottom:1pt #000000 solid;border-left:none;"><p style="text-align:right;text-indent:0pt;margin:0pt 0pt 3pt 0pt;"><span style="color:#000000;font-size:11pt;font-weight:bold;">649 155</span></p></td></tr><tr><td valign="top" style="width:191.15pt;padding:0pt 5.4pt 0pt 5.4pt;border-top:1pt #000000 solid;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 3pt 0pt;"><span style="color:#000000;font-size:11pt;">Нараховано</span></p></td><td valign="top" style="width:333.1pt;padding:0pt 5.4pt 0pt 5.4pt;border-top:1pt #000000 solid;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:right;text-indent:0pt;margin:0pt 0pt 3pt 0pt;"><span style="color:#000000;">1&#160;058 872</span></p></td></tr><tr><td valign="top" style="width:191.15pt;padding:0pt 5.4pt 0pt 5.4pt;border-top:none;border-right:none;border-bottom:1pt #000000 solid;border-left:none;"><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 3pt 0pt;"><span style="color:#000000;font-size:11pt;">Використано/сторновано</span></p></td><td valign="top" style="width:333.1pt;padding:0pt 5.4pt 0pt 5.4pt;border-top:none;border-right:none;border-bottom:1pt #000000 solid;border-left:none;"><p style="text-align:right;text-indent:0pt;margin:0pt 0pt 3pt 0pt;"><span style="color:#000000;">(955 696)</span></p></td></tr><tr><td valign="top" style="width:191.15pt;padding:0pt 5.4pt 0pt 5.4pt;border-top:1pt #000000 solid;border-right:none;border-bottom:1pt #000000 solid;border-left:none;"><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 3pt 0pt;"><span style="color:#000000;font-size:11pt;font-weight:bold;">Станом на 31.12.2025</span></p></td><td valign="top" style="width:333.1pt;padding:0pt 5.4pt 0pt 5.4pt;border-top:1pt #000000 solid;border-right:none;border-bottom:1pt #000000 solid;border-left:none;"><p style="text-align:right;text-indent:0pt;margin:0pt 0pt 3pt 0pt;"><span style="color:#000000;font-size:11pt;font-weight:bold;">752 331</span></p></td></tr></table><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;font-style:italic;">&#160;</span></p><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;font-style:italic;">Статті прибутків і витрат по операціях з пов'язаними сторонами є наступними</span><span style="color:#000000;font-size:11pt;">:</span></p><table border="0" cellspacing="0" cellpadding="0" style="border-collapse:collapse;"><tr style="height:11.25pt;"><td valign="bottom" style="width:456.75pt;padding:0pt 5.4pt 0pt 5.4pt;border-top:none;border-right:none;border-bottom:1pt #000000 solid;border-left:none;"><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">&#160;</span></p></td><td valign="top" style="width:120pt;padding:0pt 5.4pt 0pt 5.4pt;border-top:none;border-right:none;border-bottom:1pt #000000 solid;border-left:none;"><p style="text-align:right;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;font-weight:bold;">2025</span></p></td><td valign="top" style="width:131.25pt;padding:0pt 5.4pt 0pt 5.4pt;border-top:none;border-right:none;border-bottom:1pt #000000 solid;border-left:none;"><p style="text-align:right;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;font-weight:bold;">&#160; &#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;2024</span></p></td></tr><tr style="height:11.25pt;"><td valign="bottom" style="width:456.75pt;padding:0pt 5.4pt 0pt 5.4pt;border-top:1pt #000000 solid;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Чистий дохід від реалізації товарів, робіт, послуг</span></p></td><td valign="top" style="width:120pt;padding:0pt 5.4pt 0pt 5.4pt;border-top:1pt #000000 solid;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:right;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">36 656 512</span></p></td><td valign="top" style="width:131.25pt;padding:0pt 5.4pt 0pt 5.4pt;border-top:1pt #000000 solid;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:right;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">37&#160;408 041</span></p></td></tr><tr style="height:11.25pt;"><td valign="bottom" style="width:456.75pt;padding:0pt 5.4pt 0pt 5.4pt;border-top:none;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Купівля електричної енергії</span></p></td><td valign="top" style="width:120pt;padding:0pt 5.4pt 0pt 5.4pt;border-top:none;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:right;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">(22 843 367)</span></p></td><td valign="top" style="width:131.25pt;padding:0pt 5.4pt 0pt 5.4pt;border-top:none;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:right;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">(25&#160;824&#160;725)</span></p></td></tr><tr style="height:11.25pt;"><td valign="bottom" style="width:456.75pt;padding:0pt 5.4pt 0pt 5.4pt;border-top:none;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Купівля послуг</span></p></td><td valign="top" style="width:120pt;padding:0pt 5.4pt 0pt 5.4pt;border-top:none;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:right;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">(14&#160;188)</span></p></td><td valign="top" style="width:131.25pt;padding:0pt 5.4pt 0pt 5.4pt;border-top:none;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:right;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">(17&#160;091)</span></p></td></tr><tr style="height:11.25pt;"><td valign="bottom" style="width:456.75pt;padding:0pt 5.4pt 0pt 5.4pt;border-top:none;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Інші операційні доходи</span></p></td><td valign="top" style="width:120pt;padding:0pt 5.4pt 0pt 5.4pt;border-top:none;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:right;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">250 324</span></p></td><td valign="top" style="width:131.25pt;padding:0pt 5.4pt 0pt 5.4pt;border-top:none;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:right;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">243 614</span></p></td></tr><tr style="height:11.25pt;"><td valign="bottom" style="width:456.75pt;padding:0pt 5.4pt 0pt 5.4pt;border-top:none;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Інші операційні витрати (витрати на створення резервів забезпечень)</span></p></td><td valign="top" style="width:120pt;padding:0pt 5.4pt 0pt 5.4pt;border-top:none;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:right;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">(1&#160;058 872)</span></p></td><td valign="top" style="width:131.25pt;padding:0pt 5.4pt 0pt 5.4pt;border-top:none;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:right;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">(389&#160;264)</span></p></td></tr></table><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">&#160;</span></p><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">&#160;</span></p><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Операції купівлі-продажу електричної енергії та послуг з пов'язаними сторонами здійснюються за цінами, встановленими відповідно до діючих законодавчих та нормативних актів.</span></p><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">&#160;</span></p><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Непогашені залишки на кінець звітного періоду є незабезпеченими та безвідсотковими.</span></p><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">&#160;</span></p></ix:nonNumeric></p></td>
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<div class="rep_cnt">
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        <a id="r822100"><span class="rep_name">[822100] Примітки - Основні засоби</span></a>
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            <td class="pad0 b">Розкриття інформації про основні засоби</td>
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        <tr>
            <td class="pad0"><p><ix:nonNumeric name="ifrs-full:DisclosureOfPropertyPlantAndEquipmentExplanatory" contextRef="ctxt_1" escape="false"><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">На виконання плану перетворення державного підприємства "Гарантований покупець" в акціонерне товариство, 100 відсотків акцій якого належать державі, затвердженого розпорядженням Кабінету Міністрів України від 23.04.2024 №367-р (зі змінами затвердженими розпорядженням Кабінету Міністрів України від 27 грудня 2024 р. № 1328-р), з метою визначення справедливої вартості активів, що вносяться до статутного капіталу акціонерного товариства, Підприємство змінило свою облікову політику щодо оцінки основних засобів на модель оцінки за переоціненою вартістю та провело оцінку, за результатами якої в бухгалтерському обліку відображено дооцінку і уцінку необоротних активів.</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">&#160;</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Керівництво використало результати оцінки, виконаної незалежним професійним оцінювачем, для визначення балансової вартості основних засобів станом на 31 грудня 2024 року. Визначення справедливої вартості здійснювалось із використанням доходного та порівняльного підходів для неспеціалізованих основних засобів та витратного підходу - для спеціалізованих. Оскільки оцінка проводилася з використанням значних неспостережуваних даних, оцінка справедливої вартості була віднесена до рівня 3 ієрархії.</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Первісне застосування політики переоцінки є зміною облікової політики, однак така зміна не розглядається як коригування попереднього періоду відповідно до МСБО 8. Відповідно Підприємство не проводило оцінку за порівняльні періоди.</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">&#160;</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Зміни балансової вартості основних засобів у фінансовій звітності представлені наступним чином:</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">&#160;</span></p></ix:nonNumeric></p></td>
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<th colspan="10" class="scale"></th>
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<th colspan="10" class="scale"></th>
<th colspan="10" class="scale"></th>
                <th colspan="10" class="scale"></th>
                <th class="scale">тис. грн</th>
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<th colspan="10" class="no_r_brd no_l_brd"></th>                 
                <th colspan="10" class="no_r_brd no_l_brd"></th>                 
                <th colspan="10" class="no_r_brd no_l_brd"></th>
<th colspan="10" class="no_r_brd no_l_brd"></th>                 
                <th colspan="10" class="no_r_brd no_l_brd"></th>
<th colspan="10" class="no_r_brd no_l_brd"></th>
<th colspan="10" class="no_r_brd no_l_brd"></th>                 
                <th colspan="10" rowspan="3" class="no_l_brd">Основні засоби</th>
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			<tr class="thead th_lvl2">
<th colspan="10" class="no_r_brd no_l_brd"></th>        		 								 												
                <th colspan="10" rowspan="2" class="no_l_brd">Земля та будівлі</th>        		 				 												
                <th colspan="10" rowspan="2">Машини</th>
<th colspan="10" class="no_r_brd no_l_brd"></th>        		 								 												
				<th colspan="10" rowspan="2" class="no_l_brd">Транспортні засоби</th>
<th colspan="10" rowspan="2">Офісне обладнання</th>
<th colspan="10" rowspan="2">Інші основні засоби</th>        		                                                                                    
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<th colspan="10">Будівлі</th>
<th colspan="10">Автомобілі</th>
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            <tr class="thead th_lvl4">
<th colspan="8" class="no_r_brd"></th>                              
                <th colspan="2" rowspan="3" class="no_l_brd">Балансова вартість</th>
                <th colspan="8" class="no_r_brd"></th>                              
                <th colspan="2" rowspan="3" class="no_l_brd">Балансова вартість</th>
                <th colspan="8" class="no_r_brd"></th>                              
                <th colspan="2" rowspan="3" class="no_l_brd">Балансова вартість</th>
<th colspan="8" class="no_r_brd"></th>                              
                <th colspan="2" rowspan="3" class="no_l_brd">Балансова вартість</th>
                <th colspan="8" class="no_r_brd"></th>                              
                <th colspan="2" rowspan="3" class="no_l_brd">Балансова вартість</th>
<th colspan="8" class="no_r_brd"></th>                              
                <th colspan="2" rowspan="3" class="no_l_brd">Балансова вартість</th>
<th colspan="8" class="no_r_brd"></th>                              
                <th colspan="2" rowspan="3" class="no_l_brd">Балансова вартість</th>
				<th colspan="8" class="no_r_brd"></th>                              
                <th colspan="2" rowspan="3" class="no_l_brd">Балансова вартість</th>
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            <tr class="thead th_lvl5">
<th colspan="2" rowspan="2">Валова балансова вартість</th>      								 							 
                <th colspan="2" class="no_r_brd no_l_brd"></th>                                                          							 
                <th colspan="2" class="no_r_brd no_l_brd"></th>								                             							 
				<th colspan="2" rowspan="2" class="no_l_brd">Накопичена амортизація матеріальних активів, нематеріальних активів та зменшення корисності</th>
                <th colspan="2" rowspan="2">Валова балансова вартість</th>      															 
                <th colspan="2" class="no_r_brd no_l_brd"></th> 																					 
                <th colspan="2" class="no_r_brd no_l_brd"></th>																						 
				<th colspan="2" rowspan="2" class="no_l_brd">Накопичена амортизація матеріальних активів, нематеріальних активів та зменшення корисності</th>
                <th colspan="2" rowspan="2">Валова балансова вартість</th>      															 
                <th colspan="2" class="no_r_brd no_l_brd"></th> 																					 
                <th colspan="2" class="no_r_brd no_l_brd"></th>																						 
				<th colspan="2" rowspan="2" class="no_l_brd">Накопичена амортизація матеріальних активів, нематеріальних активів та зменшення корисності</th>
<th colspan="2" rowspan="2">Валова балансова вартість</th>      															 
                <th colspan="2" class="no_r_brd no_l_brd"></th> 																					 
                <th colspan="2" class="no_r_brd no_l_brd"></th>																						 
				<th colspan="2" rowspan="2" class="no_l_brd">Накопичена амортизація матеріальних активів, нематеріальних активів та зменшення корисності</th>
                <th colspan="2" rowspan="2">Валова балансова вартість</th>      															 
                <th colspan="2" class="no_r_brd no_l_brd"></th> 																					 
                <th colspan="2" class="no_r_brd no_l_brd"></th>																						 
				<th colspan="2" rowspan="2" class="no_l_brd">Накопичена амортизація матеріальних активів, нематеріальних активів та зменшення корисності</th>
<th colspan="2" rowspan="2">Валова балансова вартість</th>      															 
                <th colspan="2" class="no_r_brd no_l_brd"></th> 																					 
                <th colspan="2" class="no_r_brd no_l_brd"></th>																						 
				<th colspan="2" rowspan="2" class="no_l_brd">Накопичена амортизація матеріальних активів, нематеріальних активів та зменшення корисності</th>
<th colspan="2" rowspan="2">Валова балансова вартість</th>      															 
                <th colspan="2" class="no_r_brd no_l_brd"></th> 																					 
                <th colspan="2" class="no_r_brd no_l_brd"></th>																						 
				<th colspan="2" rowspan="2" class="no_l_brd">Накопичена амортизація матеріальних активів, нематеріальних активів та зменшення корисності</th>
                <th colspan="2" rowspan="2">Валова балансова вартість</th>      															 
                <th colspan="2" class="no_r_brd no_l_brd"></th>																						 
                <th colspan="2" class="no_r_brd no_l_brd"></th>																						 
				<th colspan="2" rowspan="2" class="no_l_brd">Накопичена амортизація матеріальних активів, нематеріальних активів та зменшення корисності</th>
            </tr>
			<tr class="thead th_lvl6">
<th colspan="2">Накопичена амортизація матеріальних та нематеріальних активів</th> 
                <th colspan="2">Накопичене зменшення корисності</th>								
                <th colspan="2">Накопичена амортизація матеріальних та нематеріальних активів</th> 
                <th colspan="2">Накопичене зменшення корисності</th>								
                <th colspan="2">Накопичена амортизація матеріальних та нематеріальних активів</th> 
                <th colspan="2">Накопичене зменшення корисності</th>
<th colspan="2">Накопичена амортизація матеріальних та нематеріальних активів</th> 
                <th colspan="2">Накопичене зменшення корисності</th>								
                <th colspan="2">Накопичена амортизація матеріальних та нематеріальних активів</th> 
                <th colspan="2">Накопичене зменшення корисності</th>
<th colspan="2">Накопичена амортизація матеріальних та нематеріальних активів</th> 
                <th colspan="2">Накопичене зменшення корисності</th>
<th colspan="2">Накопичена амортизація матеріальних та нематеріальних активів</th> 
                <th colspan="2">Накопичене зменшення корисності</th>								
                <th colspan="2">Накопичена амортизація матеріальних та нематеріальних активів</th> 
                <th colspan="2">Накопичене зменшення корисності</th>								
            </tr>
            <tr class="thead th_lvl7">
<th>Поточний звітний період</th>     		
                <th>Порівняльний звітний період</th>   	
                <th>Поточний звітний період</th>     		
                <th>Порівняльний звітний період</th>   	
                <th>Поточний звітний період</th>     		
                <th>Порівняльний звітний період</th>   	
                <th>Поточний звітний період</th>     		
                <th>Порівняльний звітний період</th>   	
				<th>Поточний звітний період</th>     		
                <th>Порівняльний звітний період</th>   	
                <th>Поточний звітний період</th>  	  		
                <th>Порівняльний звітний період</th>   	
                <th>Поточний звітний період</th>     		
                <th>Порівняльний звітний період</th>   	
                <th>Поточний звітний період</th>     		
                <th>Порівняльний звітний період</th>   	
                <th>Поточний звітний період</th>     		
                <th>Порівняльний звітний період</th>   	
                <th>Поточний звітний період</th>     		
                <th>Порівняльний звітний період</th>   	
                <th>Поточний звітний період</th>     		
                <th>Порівняльний звітний період</th>   	
                <th>Поточний звітний період</th>     		
                <th>Порівняльний звітний період</th>   	
                <th>Поточний звітний період</th>     		
                <th>Порівняльний звітний період</th>   	
                <th>Поточний звітний період</th>     		
                <th>Порівняльний звітний період</th>   	
                <th>Поточний звітний період</th>     		
                <th>Порівняльний звітний період</th>
<th>Поточний звітний період</th>     		
                <th>Порівняльний звітний період</th>   	
                <th>Поточний звітний період</th>     		
                <th>Порівняльний звітний період</th>   	
                <th>Поточний звітний період</th>     		
                <th>Порівняльний звітний період</th>   	
                <th>Поточний звітний період</th>     		
                <th>Порівняльний звітний період</th>   	
                <th>Поточний звітний період</th>     		
                <th>Порівняльний звітний період</th>   	
                <th>Поточний звітний період</th>     		
                <th>Порівняльний звітний період</th>   	
                <th>Поточний звітний період</th>     		
                <th>Порівняльний звітний період</th>   	
                <th>Поточний звітний період</th>     		
                <th>Порівняльний звітний період</th>   	
                <th>Поточний звітний період</th>     		
                <th>Порівняльний звітний період</th>   	
                <th>Поточний звітний період</th>     		
                <th>Порівняльний звітний період</th>
<th>Поточний звітний період</th>     		
                <th>Порівняльний звітний період</th>   	
                <th>Поточний звітний період</th>     		
                <th>Порівняльний звітний період</th>   	
                <th>Поточний звітний період</th>     		
                <th>Порівняльний звітний період</th>   	
                <th>Поточний звітний період</th>  	  		
                <th>Порівняльний звітний період</th>   	
                <th>Поточний звітний період</th>  	  		
                <th>Порівняльний звітний період</th>
<th>Поточний звітний період</th>   			
                <th>Порівняльний звітний період</th> 		
                <th>Поточний звітний період</th>   			
                <th>Порівняльний звітний період</th> 		
                <th>Поточний звітний період</th>   			
                <th>Порівняльний звітний період</th> 		
                <th>Поточний звітний період</th>   			
                <th>Порівняльний звітний період</th> 		
                <th>Поточний звітний період</th>   			
                <th>Порівняльний звітний період</th> 		
				<th>Поточний звітний період</th>   			
                <th>Порівняльний звітний період</th> 		
                <th>Поточний звітний період</th>   			
                <th>Порівняльний звітний період</th> 		
                <th>Поточний звітний період</th>   			
                <th>Порівняльний звітний період</th> 		
                <th>Поточний звітний період</th>   			
                <th>Порівняльний звітний період</th> 		
                <th>Поточний звітний період</th>   			
                <th>Порівняльний звітний період</th> 		
            </tr>
        </thead>
        <tbody>
            <tr>
                <td class="pad0 b">Розкриття детальної інформації про основні засоби</td>
            </tr>
            <tr>
                <td class="pad1 b">Узгодження змін в основних засобах</td>
            </tr>
            <tr>
                <td class="pad2">Основні засоби на початок періоду</td>
<td class="td_cnt"><ix:nonFraction name="ifrs-full:PropertyPlantAndEquipment" contextRef="ctxt_801" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">31,322</ix:nonFraction></td>    
                <td class="td_cnt"><ix:nonFraction name="ifrs-full:PropertyPlantAndEquipment" contextRef="ctxt_804" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">15,643</ix:nonFraction></td>   
                <td class="td_cnt"></td>   
                <td class="td_cnt">(<ix:nonFraction name="ifrs-full:PropertyPlantAndEquipment" contextRef="ctxt_810" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3" sign = '-'>4,081</ix:nonFraction>)</td>   
                <td class="td_cnt"></td>   
				<td class="td_cnt"></td>   
                <td class="td_cnt"></td>   
                <td class="td_cnt">(<ix:nonFraction name="ifrs-full:PropertyPlantAndEquipment" contextRef="ctxti_00213" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3" sign = '-'>4,081</ix:nonFraction>)</td>   
                <td class="td_cnt"><ix:nonFraction name="ifrs-full:PropertyPlantAndEquipment" contextRef="ctxt_819" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">31,322</ix:nonFraction></td>   
                <td class="td_cnt"><ix:nonFraction name="ifrs-full:PropertyPlantAndEquipment" contextRef="ctxt_822" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">11,562</ix:nonFraction></td>   
				<td class="td_cnt"><ix:nonFraction name="ifrs-full:PropertyPlantAndEquipment" contextRef="ctxt_9217" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">31,322</ix:nonFraction></td> 
                <td class="td_cnt"><ix:nonFraction name="ifrs-full:PropertyPlantAndEquipment" contextRef="ctxt_9218" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">15,643</ix:nonFraction></td> 
                <td class="td_cnt"></td> 
                <td class="td_cnt">(<ix:nonFraction name="ifrs-full:PropertyPlantAndEquipment" contextRef="ctxt_9220" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3" sign = '-'>4,081</ix:nonFraction>)</td> 
                <td class="td_cnt"></td> 
                <td class="td_cnt"></td> 
                <td class="td_cnt"></td> 
                <td class="td_cnt">(<ix:nonFraction name="ifrs-full:PropertyPlantAndEquipment" contextRef="ctxti_00215" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3" sign = '-'>4,081</ix:nonFraction>)</td> 
                <td class="td_cnt"><ix:nonFraction name="ifrs-full:PropertyPlantAndEquipment" contextRef="ctxt_9223" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">31,322</ix:nonFraction></td> 
                <td class="td_cnt"><ix:nonFraction name="ifrs-full:PropertyPlantAndEquipment" contextRef="ctxt_9224" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">11,562</ix:nonFraction></td> 
                <td class="td_cnt"><ix:nonFraction name="ifrs-full:PropertyPlantAndEquipment" contextRef="ctxt_825" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">30,348</ix:nonFraction></td>   
                <td class="td_cnt"><ix:nonFraction name="ifrs-full:PropertyPlantAndEquipment" contextRef="ctxt_828" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">24,253</ix:nonFraction></td>   
                <td class="td_cnt"></td>   
                <td class="td_cnt">(<ix:nonFraction name="ifrs-full:PropertyPlantAndEquipment" contextRef="ctxt_834" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3" sign = '-'>13,395</ix:nonFraction>)</td>   
                <td class="td_cnt"></td>   
                <td class="td_cnt"></td>   
                <td class="td_cnt"></td>   
                <td class="td_cnt">(<ix:nonFraction name="ifrs-full:PropertyPlantAndEquipment" contextRef="ctxti_00217" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3" sign = '-'>13,395</ix:nonFraction>)</td>   
                <td class="td_cnt"><ix:nonFraction name="ifrs-full:PropertyPlantAndEquipment" contextRef="ctxt_843" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">30,348</ix:nonFraction></td>   
                <td class="td_cnt"><ix:nonFraction name="ifrs-full:PropertyPlantAndEquipment" contextRef="ctxt_846" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">10,858</ix:nonFraction></td>
<td class="td_cnt"><ix:nonFraction name="ifrs-full:PropertyPlantAndEquipment" contextRef="ctxt_9241" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">3,001</ix:nonFraction></td> 
                <td class="td_cnt"><ix:nonFraction name="ifrs-full:PropertyPlantAndEquipment" contextRef="ctxt_9242" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">3,535</ix:nonFraction></td> 
                <td class="td_cnt"></td> 
                <td class="td_cnt">(<ix:nonFraction name="ifrs-full:PropertyPlantAndEquipment" contextRef="ctxt_9244" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3" sign = '-'>2,366</ix:nonFraction>)</td> 
                <td class="td_cnt"></td> 
                <td class="td_cnt"></td> 
                <td class="td_cnt"></td> 
                <td class="td_cnt">(<ix:nonFraction name="ifrs-full:PropertyPlantAndEquipment" contextRef="ctxti_00223" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3" sign = '-'>2,366</ix:nonFraction>)</td> 
                <td class="td_cnt"><ix:nonFraction name="ifrs-full:PropertyPlantAndEquipment" contextRef="ctxt_9247" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">3,001</ix:nonFraction></td> 
                <td class="td_cnt"><ix:nonFraction name="ifrs-full:PropertyPlantAndEquipment" contextRef="ctxt_9248" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">1,169</ix:nonFraction></td> 
				<td class="td_cnt"><ix:nonFraction name="ifrs-full:PropertyPlantAndEquipment" contextRef="ctxt_849" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">3,001</ix:nonFraction></td>   
                <td class="td_cnt"><ix:nonFraction name="ifrs-full:PropertyPlantAndEquipment" contextRef="ctxt_852" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">3,535</ix:nonFraction></td>   
                <td class="td_cnt"></td>   
                <td class="td_cnt">(<ix:nonFraction name="ifrs-full:PropertyPlantAndEquipment" contextRef="ctxt_858" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3" sign = '-'>2,366</ix:nonFraction>)</td>   
                <td class="td_cnt"></td>   
                <td class="td_cnt"></td>   
                <td class="td_cnt"></td>   
                <td class="td_cnt">(<ix:nonFraction name="ifrs-full:PropertyPlantAndEquipment" contextRef="ctxti_00225" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3" sign = '-'>2,366</ix:nonFraction>)</td>   
                <td class="td_cnt"><ix:nonFraction name="ifrs-full:PropertyPlantAndEquipment" contextRef="ctxt_867" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">3,001</ix:nonFraction></td>   
                <td class="td_cnt"><ix:nonFraction name="ifrs-full:PropertyPlantAndEquipment" contextRef="ctxt_870" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">1,169</ix:nonFraction></td>
<td class="td_cnt"><ix:nonFraction name="ifrs-full:PropertyPlantAndEquipment" contextRef="ctxt_9297" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">618</ix:nonFraction></td> 
                <td class="td_cnt"><ix:nonFraction name="ifrs-full:PropertyPlantAndEquipment" contextRef="ctxt_9298" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">503</ix:nonFraction></td> 
                <td class="td_cnt"></td> 
                <td class="td_cnt">(<ix:nonFraction name="ifrs-full:PropertyPlantAndEquipment" contextRef="ctxt_9300" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3" sign = '-'>178</ix:nonFraction>)</td> 
                <td class="td_cnt"></td> 
                <td class="td_cnt"></td> 
                <td class="td_cnt"></td> 
                <td class="td_cnt">(<ix:nonFraction name="ifrs-full:PropertyPlantAndEquipment" contextRef="ctxti_00229" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3" sign = '-'>178</ix:nonFraction>)</td> 
                <td class="td_cnt"><ix:nonFraction name="ifrs-full:PropertyPlantAndEquipment" contextRef="ctxt_9303" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">618</ix:nonFraction></td> 
                <td class="td_cnt"><ix:nonFraction name="ifrs-full:PropertyPlantAndEquipment" contextRef="ctxt_9304" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">325</ix:nonFraction></td>
<td class="td_cnt"><ix:nonFraction name="ifrs-full:PropertyPlantAndEquipment" contextRef="ctxt_1089" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">3,445</ix:nonFraction></td> 
                <td class="td_cnt"><ix:nonFraction name="ifrs-full:PropertyPlantAndEquipment" contextRef="ctxt_1092" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">4,141</ix:nonFraction></td> 
                <td class="td_cnt"></td> 
                <td class="td_cnt">(<ix:nonFraction name="ifrs-full:PropertyPlantAndEquipment" contextRef="ctxt_1098" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3" sign = '-'>974</ix:nonFraction>)</td> 
                <td class="td_cnt"></td> 
                <td class="td_cnt"></td> 
                <td class="td_cnt"></td> 
                <td class="td_cnt">(<ix:nonFraction name="ifrs-full:PropertyPlantAndEquipment" contextRef="ctxti_00249" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3" sign = '-'>974</ix:nonFraction>)</td> 
                <td class="td_cnt"><ix:nonFraction name="ifrs-full:PropertyPlantAndEquipment" contextRef="ctxt_1107" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">3,445</ix:nonFraction></td> 
                <td class="td_cnt"><ix:nonFraction name="ifrs-full:PropertyPlantAndEquipment" contextRef="ctxt_1110" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">3,167</ix:nonFraction></td> 
                <td class="td_cnt"><ix:nonFraction name="ifrs-full:PropertyPlantAndEquipment" contextRef="ctxt_570" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">68,734</ix:nonFraction></td>  
                <td class="td_cnt"><ix:nonFraction name="ifrs-full:PropertyPlantAndEquipment" contextRef="ctxt_1113" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">48,075</ix:nonFraction></td> 
                <td class="td_cnt"></td> 
                <td class="td_cnt">(<ix:nonFraction name="ifrs-full:PropertyPlantAndEquipment" contextRef="ctxt_1119" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3" sign = '-'>20,994</ix:nonFraction>)</td> 
                <td class="td_cnt"></td>  
                <td class="td_cnt"></td> 
                <td class="td_cnt"></td> 
                <td class="td_cnt">(<ix:nonFraction name="ifrs-full:PropertyPlantAndEquipment" contextRef="ctxti_00251" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3" sign = '-'>20,994</ix:nonFraction>)</td> 
                <td class="td_cnt"><ix:nonFraction name="ifrs-full:PropertyPlantAndEquipment" contextRef="ctxt_8" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">68,734</ix:nonFraction></td>    
                <td class="td_cnt"><ix:nonFraction name="ifrs-full:PropertyPlantAndEquipment" contextRef="ctxt_9" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">27,081</ix:nonFraction></td>    
            </tr>
            <tr>
                <td class="pad2 b">Зміни в основних засобах</td>
            </tr>
<tr>
                <td class="pad3">Амортизація, основні засоби</td>
<td class="td_cnt"></td>    
                <td class="td_cnt"></td>   
                <td class="td_cnt">(<ix:nonFraction name="ifrs-full:DepreciationPropertyPlantAndEquipment" contextRef="ctxt_806" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">1,322</ix:nonFraction>)</td>   
                <td class="td_cnt">(<ix:nonFraction name="ifrs-full:DepreciationPropertyPlantAndEquipment" contextRef="ctxt_809" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">725</ix:nonFraction>)</td>   
                <td class="td_cnt"></td>   
                <td class="td_cnt"></td>   
                <td class="td_cnt">(<ix:nonFraction name="ifrs-full:DepreciationPropertyPlantAndEquipment" contextRef="ctxti_00254" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">1,322</ix:nonFraction>)</td>   
                <td class="td_cnt">(<ix:nonFraction name="ifrs-full:DepreciationPropertyPlantAndEquipment" contextRef="ctxti_00255" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">725</ix:nonFraction>)</td>   
                <td class="td_cnt">(<ix:nonFraction name="ifrs-full:DepreciationPropertyPlantAndEquipment" contextRef="ctxt_818" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">1,322</ix:nonFraction>)</td>   
                <td class="td_cnt">(<ix:nonFraction name="ifrs-full:DepreciationPropertyPlantAndEquipment" contextRef="ctxt_821" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">725</ix:nonFraction>)</td>   
                <td class="td_cnt"></td> 
                <td class="td_cnt"></td> 
                <td class="td_cnt">(<ix:nonFraction name="ifrs-full:DepreciationPropertyPlantAndEquipment" contextRef="ctxt_9203" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">1,322</ix:nonFraction>)</td> 
                <td class="td_cnt">(<ix:nonFraction name="ifrs-full:DepreciationPropertyPlantAndEquipment" contextRef="ctxt_9204" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">725</ix:nonFraction>)</td> 
                <td class="td_cnt"></td> 
                <td class="td_cnt"></td> 
                <td class="td_cnt">(<ix:nonFraction name="ifrs-full:DepreciationPropertyPlantAndEquipment" contextRef="ctxti_00256" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">1,322</ix:nonFraction>)</td> 
                <td class="td_cnt">(<ix:nonFraction name="ifrs-full:DepreciationPropertyPlantAndEquipment" contextRef="ctxti_00257" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">725</ix:nonFraction>)</td> 
                <td class="td_cnt">(<ix:nonFraction name="ifrs-full:DepreciationPropertyPlantAndEquipment" contextRef="ctxt_9207" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">1,322</ix:nonFraction>)</td> 
                <td class="td_cnt">(<ix:nonFraction name="ifrs-full:DepreciationPropertyPlantAndEquipment" contextRef="ctxt_9208" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">725</ix:nonFraction>)</td> 
				<td class="td_cnt"></td>   
                <td class="td_cnt"></td>   
                <td class="td_cnt">(<ix:nonFraction name="ifrs-full:DepreciationPropertyPlantAndEquipment" contextRef="ctxt_830" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">13,817</ix:nonFraction>)</td>   
                <td class="td_cnt">(<ix:nonFraction name="ifrs-full:DepreciationPropertyPlantAndEquipment" contextRef="ctxt_833" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">3,740</ix:nonFraction>)</td>   
                <td class="td_cnt"></td>   
                <td class="td_cnt"></td>   
                <td class="td_cnt">(<ix:nonFraction name="ifrs-full:DepreciationPropertyPlantAndEquipment" contextRef="ctxti_00258" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">13,817</ix:nonFraction>)</td>   
                <td class="td_cnt">(<ix:nonFraction name="ifrs-full:DepreciationPropertyPlantAndEquipment" contextRef="ctxti_00259" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">3,740</ix:nonFraction>)</td>   
                <td class="td_cnt">(<ix:nonFraction name="ifrs-full:DepreciationPropertyPlantAndEquipment" contextRef="ctxt_842" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">13,817</ix:nonFraction>)</td>   
                <td class="td_cnt">(<ix:nonFraction name="ifrs-full:DepreciationPropertyPlantAndEquipment" contextRef="ctxt_845" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">3,740</ix:nonFraction>)</td>
<td class="td_cnt"></td> 
                <td class="td_cnt"></td> 
                <td class="td_cnt">(<ix:nonFraction name="ifrs-full:DepreciationPropertyPlantAndEquipment" contextRef="ctxt_9267" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">684</ix:nonFraction>)</td> 
                <td class="td_cnt">(<ix:nonFraction name="ifrs-full:DepreciationPropertyPlantAndEquipment" contextRef="ctxt_9268" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">545</ix:nonFraction>)</td> 
                <td class="td_cnt"></td> 
                <td class="td_cnt"></td> 
                <td class="td_cnt">(<ix:nonFraction name="ifrs-full:DepreciationPropertyPlantAndEquipment" contextRef="ctxti_00264" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">684</ix:nonFraction>)</td> 
                <td class="td_cnt">(<ix:nonFraction name="ifrs-full:DepreciationPropertyPlantAndEquipment" contextRef="ctxti_00265" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">545</ix:nonFraction>)</td> 
                <td class="td_cnt">(<ix:nonFraction name="ifrs-full:DepreciationPropertyPlantAndEquipment" contextRef="ctxt_9271" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">684</ix:nonFraction>)</td> 
                <td class="td_cnt">(<ix:nonFraction name="ifrs-full:DepreciationPropertyPlantAndEquipment" contextRef="ctxt_9272" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">545</ix:nonFraction>)</td> 
				<td class="td_cnt"></td>   
                <td class="td_cnt"></td>   
                <td class="td_cnt">(<ix:nonFraction name="ifrs-full:DepreciationPropertyPlantAndEquipment" contextRef="ctxt_854" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">684</ix:nonFraction>)</td>   
                <td class="td_cnt">(<ix:nonFraction name="ifrs-full:DepreciationPropertyPlantAndEquipment" contextRef="ctxt_857" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">545</ix:nonFraction>)</td>   
                <td class="td_cnt"></td>   
                <td class="td_cnt"></td>   
                <td class="td_cnt">(<ix:nonFraction name="ifrs-full:DepreciationPropertyPlantAndEquipment" contextRef="ctxti_00266" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">684</ix:nonFraction>)</td>   
                <td class="td_cnt">(<ix:nonFraction name="ifrs-full:DepreciationPropertyPlantAndEquipment" contextRef="ctxti_00267" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">545</ix:nonFraction>)</td>   
                <td class="td_cnt">(<ix:nonFraction name="ifrs-full:DepreciationPropertyPlantAndEquipment" contextRef="ctxt_866" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">684</ix:nonFraction>)</td>   
                <td class="td_cnt">(<ix:nonFraction name="ifrs-full:DepreciationPropertyPlantAndEquipment" contextRef="ctxt_869" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">545</ix:nonFraction>)</td>
<td class="td_cnt"></td> 
                <td class="td_cnt"></td> 
                <td class="td_cnt">(<ix:nonFraction name="ifrs-full:DepreciationPropertyPlantAndEquipment" contextRef="ctxt_9307" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">183</ix:nonFraction>)</td> 
                <td class="td_cnt">(<ix:nonFraction name="ifrs-full:DepreciationPropertyPlantAndEquipment" contextRef="ctxt_9308" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">110</ix:nonFraction>)</td> 
                <td class="td_cnt"></td> 
                <td class="td_cnt"></td> 
                <td class="td_cnt">(<ix:nonFraction name="ifrs-full:DepreciationPropertyPlantAndEquipment" contextRef="ctxti_00270" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">183</ix:nonFraction>)</td> 
                <td class="td_cnt">(<ix:nonFraction name="ifrs-full:DepreciationPropertyPlantAndEquipment" contextRef="ctxti_00271" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">110</ix:nonFraction>)</td> 
                <td class="td_cnt">(<ix:nonFraction name="ifrs-full:DepreciationPropertyPlantAndEquipment" contextRef="ctxt_9311" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">183</ix:nonFraction>)</td> 
                <td class="td_cnt">(<ix:nonFraction name="ifrs-full:DepreciationPropertyPlantAndEquipment" contextRef="ctxt_9312" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">110</ix:nonFraction>)</td>
<td class="td_cnt"></td> 
                <td class="td_cnt"></td> 
                <td class="td_cnt">(<ix:nonFraction name="ifrs-full:DepreciationPropertyPlantAndEquipment" contextRef="ctxt_1094" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">979</ix:nonFraction>)</td> 
                <td class="td_cnt">(<ix:nonFraction name="ifrs-full:DepreciationPropertyPlantAndEquipment" contextRef="ctxt_1097" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">357</ix:nonFraction>)</td> 
                <td class="td_cnt"></td> 
                <td class="td_cnt"></td> 
                <td class="td_cnt">(<ix:nonFraction name="ifrs-full:DepreciationPropertyPlantAndEquipment" contextRef="ctxti_00290" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">979</ix:nonFraction>)</td> 
                <td class="td_cnt">(<ix:nonFraction name="ifrs-full:DepreciationPropertyPlantAndEquipment" contextRef="ctxti_00291" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">357</ix:nonFraction>)</td> 
                <td class="td_cnt">(<ix:nonFraction name="ifrs-full:DepreciationPropertyPlantAndEquipment" contextRef="ctxt_1106" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">979</ix:nonFraction>)</td> 
                <td class="td_cnt">(<ix:nonFraction name="ifrs-full:DepreciationPropertyPlantAndEquipment" contextRef="ctxt_1109" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">357</ix:nonFraction>)</td> 
                <td class="td_cnt"></td>  
                <td class="td_cnt"></td> 
                <td class="td_cnt">(<ix:nonFraction name="ifrs-full:DepreciationPropertyPlantAndEquipment" contextRef="ctxt_1115" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">16,985</ix:nonFraction>)</td> 
                <td class="td_cnt">(<ix:nonFraction name="ifrs-full:DepreciationPropertyPlantAndEquipment" contextRef="ctxt_1118" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">5,477</ix:nonFraction>)</td> 
                <td class="td_cnt"></td>  
                <td class="td_cnt"></td> 
                <td class="td_cnt">(<ix:nonFraction name="ifrs-full:DepreciationPropertyPlantAndEquipment" contextRef="ctxti_00292" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">16,985</ix:nonFraction>)</td> 
                <td class="td_cnt">(<ix:nonFraction name="ifrs-full:DepreciationPropertyPlantAndEquipment" contextRef="ctxti_00293" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">5,477</ix:nonFraction>)</td> 
                <td class="td_cnt">(<ix:nonFraction name="ifrs-full:DepreciationPropertyPlantAndEquipment" contextRef="ctxt_1" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">16,985</ix:nonFraction>)</td>    
                <td class="td_cnt">(<ix:nonFraction name="ifrs-full:DepreciationPropertyPlantAndEquipment" contextRef="ctxt_5" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">5,477</ix:nonFraction>)</td>    
            </tr>
<tr>
                <td class="pad3">Збільшення (зменшення) внаслідок переоцінки, основні засоби</td>
<td class="td_cnt"></td>    
                <td class="td_cnt"><ix:nonFraction name="ifrs-full:RevaluationIncreaseDecreasePropertyPlantAndEquipment" contextRef="ctxt_803" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">15,679</ix:nonFraction></td>   
                <td class="td_cnt"></td>   
                <td class="td_cnt"><ix:nonFraction name="ifrs-full:RevaluationIncreaseDecreasePropertyPlantAndEquipment" contextRef="ctxt_809" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">4,806</ix:nonFraction></td>   
                <td class="td_cnt"></td>   
                <td class="td_cnt"></td>   
                <td class="td_cnt"></td>   
                <td class="td_cnt"><ix:nonFraction name="ifrs-full:RevaluationIncreaseDecreasePropertyPlantAndEquipment" contextRef="ctxti_00255" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">4,806</ix:nonFraction></td>   
                <td class="td_cnt"></td>   
                <td class="td_cnt"><ix:nonFraction name="ifrs-full:RevaluationIncreaseDecreasePropertyPlantAndEquipment" contextRef="ctxt_821" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">20,485</ix:nonFraction></td>   
                <td class="td_cnt"></td> 
                <td class="td_cnt"><ix:nonFraction name="ifrs-full:RevaluationIncreaseDecreasePropertyPlantAndEquipment" contextRef="ctxt_9202" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">15,679</ix:nonFraction></td> 
                <td class="td_cnt"></td> 
                <td class="td_cnt"><ix:nonFraction name="ifrs-full:RevaluationIncreaseDecreasePropertyPlantAndEquipment" contextRef="ctxt_9204" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">4,806</ix:nonFraction></td> 
                <td class="td_cnt"></td> 
                <td class="td_cnt"></td> 
                <td class="td_cnt"></td> 
                <td class="td_cnt"><ix:nonFraction name="ifrs-full:RevaluationIncreaseDecreasePropertyPlantAndEquipment" contextRef="ctxti_00257" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">4,806</ix:nonFraction></td> 
                <td class="td_cnt"></td> 
                <td class="td_cnt"><ix:nonFraction name="ifrs-full:RevaluationIncreaseDecreasePropertyPlantAndEquipment" contextRef="ctxt_9208" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">20,485</ix:nonFraction></td> 
				<td class="td_cnt"></td>   
                <td class="td_cnt"><ix:nonFraction name="ifrs-full:RevaluationIncreaseDecreasePropertyPlantAndEquipment" contextRef="ctxt_827" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">2,190</ix:nonFraction></td>   
                <td class="td_cnt"></td>   
                <td class="td_cnt"><ix:nonFraction name="ifrs-full:RevaluationIncreaseDecreasePropertyPlantAndEquipment" contextRef="ctxt_833" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">17,135</ix:nonFraction></td>   
                <td class="td_cnt"></td>   
                <td class="td_cnt"></td>   
                <td class="td_cnt"></td>   
                <td class="td_cnt"><ix:nonFraction name="ifrs-full:RevaluationIncreaseDecreasePropertyPlantAndEquipment" contextRef="ctxti_00259" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">17,135</ix:nonFraction></td>   
                <td class="td_cnt"></td>   
                <td class="td_cnt"><ix:nonFraction name="ifrs-full:RevaluationIncreaseDecreasePropertyPlantAndEquipment" contextRef="ctxt_845" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">19,325</ix:nonFraction></td>
<td class="td_cnt"></td> 
                <td class="td_cnt">(<ix:nonFraction name="ifrs-full:RevaluationIncreaseDecreasePropertyPlantAndEquipment" contextRef="ctxt_9266" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3" sign = '-'>534</ix:nonFraction>)</td> 
                <td class="td_cnt"></td> 
                <td class="td_cnt"><ix:nonFraction name="ifrs-full:RevaluationIncreaseDecreasePropertyPlantAndEquipment" contextRef="ctxt_9268" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">2,911</ix:nonFraction></td> 
                <td class="td_cnt"></td> 
                <td class="td_cnt"></td> 
                <td class="td_cnt"></td> 
                <td class="td_cnt"><ix:nonFraction name="ifrs-full:RevaluationIncreaseDecreasePropertyPlantAndEquipment" contextRef="ctxti_00265" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">2,911</ix:nonFraction></td> 
                <td class="td_cnt"></td> 
                <td class="td_cnt"><ix:nonFraction name="ifrs-full:RevaluationIncreaseDecreasePropertyPlantAndEquipment" contextRef="ctxt_9272" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">2,377</ix:nonFraction></td> 
				<td class="td_cnt"></td>   
                <td class="td_cnt">(<ix:nonFraction name="ifrs-full:RevaluationIncreaseDecreasePropertyPlantAndEquipment" contextRef="ctxt_851" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3" sign = '-'>534</ix:nonFraction>)</td>   
                <td class="td_cnt"></td>   
                <td class="td_cnt"><ix:nonFraction name="ifrs-full:RevaluationIncreaseDecreasePropertyPlantAndEquipment" contextRef="ctxt_857" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">2,911</ix:nonFraction></td>   
                <td class="td_cnt"></td>   
                <td class="td_cnt"></td>   
                <td class="td_cnt"></td>   
                <td class="td_cnt"><ix:nonFraction name="ifrs-full:RevaluationIncreaseDecreasePropertyPlantAndEquipment" contextRef="ctxti_00267" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">2,911</ix:nonFraction></td>   
                <td class="td_cnt"></td>   
                <td class="td_cnt"><ix:nonFraction name="ifrs-full:RevaluationIncreaseDecreasePropertyPlantAndEquipment" contextRef="ctxt_869" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">2,377</ix:nonFraction></td>
<td class="td_cnt"></td> 
                <td class="td_cnt">(<ix:nonFraction name="ifrs-full:RevaluationIncreaseDecreasePropertyPlantAndEquipment" contextRef="ctxt_9306" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3" sign = '-'>6</ix:nonFraction>)</td> 
                <td class="td_cnt"><ix:nonFraction name="ifrs-full:RevaluationIncreaseDecreasePropertyPlantAndEquipment" contextRef="ctxt_9307" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">3</ix:nonFraction></td> 
                <td class="td_cnt"><ix:nonFraction name="ifrs-full:RevaluationIncreaseDecreasePropertyPlantAndEquipment" contextRef="ctxt_9308" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">288</ix:nonFraction></td> 
                <td class="td_cnt"></td> 
                <td class="td_cnt"></td> 
                <td class="td_cnt"><ix:nonFraction name="ifrs-full:RevaluationIncreaseDecreasePropertyPlantAndEquipment" contextRef="ctxti_00270" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">3</ix:nonFraction></td> 
                <td class="td_cnt"><ix:nonFraction name="ifrs-full:RevaluationIncreaseDecreasePropertyPlantAndEquipment" contextRef="ctxti_00271" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">288</ix:nonFraction></td> 
                <td class="td_cnt"><ix:nonFraction name="ifrs-full:RevaluationIncreaseDecreasePropertyPlantAndEquipment" contextRef="ctxt_9311" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">3</ix:nonFraction></td> 
                <td class="td_cnt"><ix:nonFraction name="ifrs-full:RevaluationIncreaseDecreasePropertyPlantAndEquipment" contextRef="ctxt_9312" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">282</ix:nonFraction></td>
<td class="td_cnt"></td> 
                <td class="td_cnt">(<ix:nonFraction name="ifrs-full:RevaluationIncreaseDecreasePropertyPlantAndEquipment" contextRef="ctxt_1091" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3" sign = '-'>1,106</ix:nonFraction>)</td> 
                <td class="td_cnt"></td> 
                <td class="td_cnt"><ix:nonFraction name="ifrs-full:RevaluationIncreaseDecreasePropertyPlantAndEquipment" contextRef="ctxt_1097" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">1,331</ix:nonFraction></td> 
                <td class="td_cnt"></td> 
                <td class="td_cnt"></td> 
                <td class="td_cnt"></td> 
                <td class="td_cnt"><ix:nonFraction name="ifrs-full:RevaluationIncreaseDecreasePropertyPlantAndEquipment" contextRef="ctxti_00291" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">1,331</ix:nonFraction></td> 
                <td class="td_cnt"></td> 
                <td class="td_cnt"><ix:nonFraction name="ifrs-full:RevaluationIncreaseDecreasePropertyPlantAndEquipment" contextRef="ctxt_1109" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">225</ix:nonFraction></td> 
                <td class="td_cnt"></td>  
                <td class="td_cnt"><ix:nonFraction name="ifrs-full:RevaluationIncreaseDecreasePropertyPlantAndEquipment" contextRef="ctxt_1112" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">16,223</ix:nonFraction></td> 
                <td class="td_cnt"><ix:nonFraction name="ifrs-full:RevaluationIncreaseDecreasePropertyPlantAndEquipment" contextRef="ctxt_1115" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">3</ix:nonFraction></td> 
                <td class="td_cnt"><ix:nonFraction name="ifrs-full:RevaluationIncreaseDecreasePropertyPlantAndEquipment" contextRef="ctxt_1118" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">26,471</ix:nonFraction></td> 
                <td class="td_cnt"></td>  
                <td class="td_cnt"></td> 
                <td class="td_cnt"><ix:nonFraction name="ifrs-full:RevaluationIncreaseDecreasePropertyPlantAndEquipment" contextRef="ctxti_00292" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">3</ix:nonFraction></td> 
                <td class="td_cnt"><ix:nonFraction name="ifrs-full:RevaluationIncreaseDecreasePropertyPlantAndEquipment" contextRef="ctxti_00293" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">26,471</ix:nonFraction></td> 
                <td class="td_cnt"><ix:nonFraction name="ifrs-full:RevaluationIncreaseDecreasePropertyPlantAndEquipment" contextRef="ctxt_1" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">3</ix:nonFraction></td>    
                <td class="td_cnt"><ix:nonFraction name="ifrs-full:RevaluationIncreaseDecreasePropertyPlantAndEquipment" contextRef="ctxt_5" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">42,694</ix:nonFraction></td>    
            </tr>
<tr>
                <td class="pad3 b">Збільшення (зменшення) через передавання та інші зміни, основні засоби</td>
            </tr>
<tr>
                <td class="pad4">Збільшення (зменшення) через інші зміни, основні засоби</td>
<td class="td_cnt"></td>    
                <td class="td_cnt"></td>   
                <td class="td_cnt"></td>   
                <td class="td_cnt"></td>   
                <td class="td_cnt"></td>   
                <td class="td_cnt"></td>   
                <td class="td_cnt"></td>   
                <td class="td_cnt"></td>   
                <td class="td_cnt"></td>   
                <td class="td_cnt"></td>   
                <td class="td_cnt"></td> 
                <td class="td_cnt"></td> 
                <td class="td_cnt"></td> 
                <td class="td_cnt"></td> 
                <td class="td_cnt"></td> 
                <td class="td_cnt"></td> 
                <td class="td_cnt"></td> 
                <td class="td_cnt"></td> 
                <td class="td_cnt"></td> 
                <td class="td_cnt"></td> 
				<td class="td_cnt"><ix:nonFraction name="ifrs-full:IncreaseDecreaseThroughOtherChangesPropertyPlantAndEquipment" contextRef="ctxt_824" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">3,118</ix:nonFraction></td>   
                <td class="td_cnt"><ix:nonFraction name="ifrs-full:IncreaseDecreaseThroughOtherChangesPropertyPlantAndEquipment" contextRef="ctxt_827" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">3,905</ix:nonFraction></td>   
                <td class="td_cnt"></td>   
                <td class="td_cnt"></td>   
                <td class="td_cnt"></td>   
                <td class="td_cnt"></td>   
                <td class="td_cnt"></td>   
                <td class="td_cnt"></td>   
                <td class="td_cnt"><ix:nonFraction name="ifrs-full:IncreaseDecreaseThroughOtherChangesPropertyPlantAndEquipment" contextRef="ctxt_842" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">3,118</ix:nonFraction></td>   
                <td class="td_cnt"><ix:nonFraction name="ifrs-full:IncreaseDecreaseThroughOtherChangesPropertyPlantAndEquipment" contextRef="ctxt_845" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">3,905</ix:nonFraction></td>
<td class="td_cnt"></td> 
                <td class="td_cnt"></td> 
                <td class="td_cnt"></td> 
                <td class="td_cnt"></td> 
                <td class="td_cnt"></td> 
                <td class="td_cnt"></td> 
                <td class="td_cnt"></td> 
                <td class="td_cnt"></td> 
                <td class="td_cnt"></td> 
                <td class="td_cnt"></td> 
				<td class="td_cnt"></td>   
                <td class="td_cnt"></td>   
                <td class="td_cnt"></td>   
                <td class="td_cnt"></td>   
                <td class="td_cnt"></td>   
                <td class="td_cnt"></td>   
                <td class="td_cnt"></td>   
                <td class="td_cnt"></td>   
                <td class="td_cnt"></td>   
                <td class="td_cnt"></td>
<td class="td_cnt"><ix:nonFraction name="ifrs-full:IncreaseDecreaseThroughOtherChangesPropertyPlantAndEquipment" contextRef="ctxt_9305" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">71</ix:nonFraction></td> 
                <td class="td_cnt"><ix:nonFraction name="ifrs-full:IncreaseDecreaseThroughOtherChangesPropertyPlantAndEquipment" contextRef="ctxt_9306" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">121</ix:nonFraction></td> 
                <td class="td_cnt"></td> 
                <td class="td_cnt"></td> 
                <td class="td_cnt"></td> 
                <td class="td_cnt"></td> 
                <td class="td_cnt"></td> 
                <td class="td_cnt"></td> 
                <td class="td_cnt"><ix:nonFraction name="ifrs-full:IncreaseDecreaseThroughOtherChangesPropertyPlantAndEquipment" contextRef="ctxt_9311" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">71</ix:nonFraction></td> 
                <td class="td_cnt"><ix:nonFraction name="ifrs-full:IncreaseDecreaseThroughOtherChangesPropertyPlantAndEquipment" contextRef="ctxt_9312" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">121</ix:nonFraction></td>
<td class="td_cnt"><ix:nonFraction name="ifrs-full:IncreaseDecreaseThroughOtherChangesPropertyPlantAndEquipment" contextRef="ctxt_1088" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">573</ix:nonFraction></td> 
                <td class="td_cnt"><ix:nonFraction name="ifrs-full:IncreaseDecreaseThroughOtherChangesPropertyPlantAndEquipment" contextRef="ctxt_1091" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">410</ix:nonFraction></td> 
                <td class="td_cnt"><ix:nonFraction name="ifrs-full:IncreaseDecreaseThroughOtherChangesPropertyPlantAndEquipment" contextRef="ctxt_1094" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">6</ix:nonFraction></td> 
                <td class="td_cnt"></td> 
                <td class="td_cnt"></td> 
                <td class="td_cnt"></td>                 
                <td class="td_cnt"><ix:nonFraction name="ifrs-full:IncreaseDecreaseThroughOtherChangesPropertyPlantAndEquipment" contextRef="ctxti_00290" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">6</ix:nonFraction></td> 
                <td class="td_cnt"></td> 
				<td class="td_cnt"><ix:nonFraction name="ifrs-full:IncreaseDecreaseThroughOtherChangesPropertyPlantAndEquipment" contextRef="ctxt_1106" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">579</ix:nonFraction></td> 
                <td class="td_cnt"><ix:nonFraction name="ifrs-full:IncreaseDecreaseThroughOtherChangesPropertyPlantAndEquipment" contextRef="ctxt_1109" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">410</ix:nonFraction></td> 
                <td class="td_cnt"><ix:nonFraction name="ifrs-full:IncreaseDecreaseThroughOtherChangesPropertyPlantAndEquipment" contextRef="ctxt_571" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">3,762</ix:nonFraction></td>  
                <td class="td_cnt"><ix:nonFraction name="ifrs-full:IncreaseDecreaseThroughOtherChangesPropertyPlantAndEquipment" contextRef="ctxt_1112" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">4,436</ix:nonFraction></td> 
                <td class="td_cnt"><ix:nonFraction name="ifrs-full:IncreaseDecreaseThroughOtherChangesPropertyPlantAndEquipment" contextRef="ctxt_1115" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">6</ix:nonFraction></td> 
                <td class="td_cnt"></td> 
                <td class="td_cnt"></td>  
                <td class="td_cnt"></td> 
                <td class="td_cnt"><ix:nonFraction name="ifrs-full:IncreaseDecreaseThroughOtherChangesPropertyPlantAndEquipment" contextRef="ctxti_00292" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">6</ix:nonFraction></td> 
                <td class="td_cnt"></td> 
                <td class="td_cnt"><ix:nonFraction name="ifrs-full:IncreaseDecreaseThroughOtherChangesPropertyPlantAndEquipment" contextRef="ctxt_1" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">3,768</ix:nonFraction></td>    
                <td class="td_cnt"><ix:nonFraction name="ifrs-full:IncreaseDecreaseThroughOtherChangesPropertyPlantAndEquipment" contextRef="ctxt_5" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">4,436</ix:nonFraction></td>    
            </tr>
            <tr>
                <td class="pad4 b">Загальна сума збільшення (зменшення) через передавання та інші зміни, основні засоби</td>
<td class="td_cnt b"></td>    
                <td class="td_cnt b"></td>   
                <td class="td_cnt b"></td>   
                <td class="td_cnt b"></td>   
                <td class="td_cnt b"></td>   
                <td class="td_cnt b"></td>   
                <td class="td_cnt b"></td>   
                <td class="td_cnt b"></td>   
                <td class="td_cnt b"></td>   
                <td class="td_cnt b"></td>   
                <td class="td_cnt b"></td> 
                <td class="td_cnt b"></td> 
                <td class="td_cnt b"></td> 
                <td class="td_cnt b"></td> 
                <td class="td_cnt b"></td> 
                <td class="td_cnt b"></td> 
                <td class="td_cnt b"></td> 
                <td class="td_cnt b"></td> 
                <td class="td_cnt b"></td> 
                <td class="td_cnt b"></td> 
				<td class="td_cnt b"><ix:nonFraction name="ifrs-full:IncreaseDecreaseThroughTransfersAndOtherChangesPropertyPlantAndEquipment" contextRef="ctxt_824" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">3,118</ix:nonFraction></td>   
                <td class="td_cnt b"><ix:nonFraction name="ifrs-full:IncreaseDecreaseThroughTransfersAndOtherChangesPropertyPlantAndEquipment" contextRef="ctxt_827" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">3,905</ix:nonFraction></td>   
                <td class="td_cnt b"></td>   
                <td class="td_cnt b"></td>   
                <td class="td_cnt b"></td>   
                <td class="td_cnt b"></td>   
                <td class="td_cnt b"></td>   
                <td class="td_cnt b"></td>   
                <td class="td_cnt b"><ix:nonFraction name="ifrs-full:IncreaseDecreaseThroughTransfersAndOtherChangesPropertyPlantAndEquipment" contextRef="ctxt_842" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">3,118</ix:nonFraction></td>   
                <td class="td_cnt b"><ix:nonFraction name="ifrs-full:IncreaseDecreaseThroughTransfersAndOtherChangesPropertyPlantAndEquipment" contextRef="ctxt_845" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">3,905</ix:nonFraction></td>
<td class="td_cnt b"></td> 
                <td class="td_cnt b"></td> 
                <td class="td_cnt b"></td> 
                <td class="td_cnt b"></td> 
                <td class="td_cnt b"></td> 
                <td class="td_cnt b"></td> 
                <td class="td_cnt b"></td> 
                <td class="td_cnt b"></td> 
                <td class="td_cnt b"></td> 
                <td class="td_cnt b"></td> 
				<td class="td_cnt b"></td>   
                <td class="td_cnt b"></td>   
                <td class="td_cnt b"></td>   
                <td class="td_cnt b"></td>   
                <td class="td_cnt b"></td>   
                <td class="td_cnt b"></td>   
                <td class="td_cnt b"></td>   
                <td class="td_cnt b"></td>   
                <td class="td_cnt b"></td>   
                <td class="td_cnt b"></td>
<td class="td_cnt b"><ix:nonFraction name="ifrs-full:IncreaseDecreaseThroughTransfersAndOtherChangesPropertyPlantAndEquipment" contextRef="ctxt_9305" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">71</ix:nonFraction></td> 
                <td class="td_cnt b"><ix:nonFraction name="ifrs-full:IncreaseDecreaseThroughTransfersAndOtherChangesPropertyPlantAndEquipment" contextRef="ctxt_9306" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">121</ix:nonFraction></td> 
                <td class="td_cnt b"></td> 
                <td class="td_cnt b"></td> 
                <td class="td_cnt b"></td> 
                <td class="td_cnt b"></td> 
                <td class="td_cnt b"></td> 
                <td class="td_cnt b"></td> 
                <td class="td_cnt b"><ix:nonFraction name="ifrs-full:IncreaseDecreaseThroughTransfersAndOtherChangesPropertyPlantAndEquipment" contextRef="ctxt_9311" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">71</ix:nonFraction></td> 
                <td class="td_cnt b"><ix:nonFraction name="ifrs-full:IncreaseDecreaseThroughTransfersAndOtherChangesPropertyPlantAndEquipment" contextRef="ctxt_9312" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">121</ix:nonFraction></td>
<td class="td_cnt b"><ix:nonFraction name="ifrs-full:IncreaseDecreaseThroughTransfersAndOtherChangesPropertyPlantAndEquipment" contextRef="ctxt_1088" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">573</ix:nonFraction></td> 
                <td class="td_cnt b"><ix:nonFraction name="ifrs-full:IncreaseDecreaseThroughTransfersAndOtherChangesPropertyPlantAndEquipment" contextRef="ctxt_1091" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">410</ix:nonFraction></td> 
                <td class="td_cnt b"><ix:nonFraction name="ifrs-full:IncreaseDecreaseThroughTransfersAndOtherChangesPropertyPlantAndEquipment" contextRef="ctxt_1094" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">6</ix:nonFraction></td> 
                <td class="td_cnt b"></td> 
                <td class="td_cnt b"></td> 
                <td class="td_cnt b"></td>                 
                <td class="td_cnt b"><ix:nonFraction name="ifrs-full:IncreaseDecreaseThroughTransfersAndOtherChangesPropertyPlantAndEquipment" contextRef="ctxti_00290" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">6</ix:nonFraction></td> 
                <td class="td_cnt b"></td> 
				<td class="td_cnt b"><ix:nonFraction name="ifrs-full:IncreaseDecreaseThroughTransfersAndOtherChangesPropertyPlantAndEquipment" contextRef="ctxt_1106" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">579</ix:nonFraction></td> 
                <td class="td_cnt b"><ix:nonFraction name="ifrs-full:IncreaseDecreaseThroughTransfersAndOtherChangesPropertyPlantAndEquipment" contextRef="ctxt_1109" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">410</ix:nonFraction></td> 
                <td class="td_cnt b"><ix:nonFraction name="ifrs-full:IncreaseDecreaseThroughTransfersAndOtherChangesPropertyPlantAndEquipment" contextRef="ctxt_571" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">3,762</ix:nonFraction></td>  
                <td class="td_cnt b"><ix:nonFraction name="ifrs-full:IncreaseDecreaseThroughTransfersAndOtherChangesPropertyPlantAndEquipment" contextRef="ctxt_1112" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">4,436</ix:nonFraction></td> 
                <td class="td_cnt b"><ix:nonFraction name="ifrs-full:IncreaseDecreaseThroughTransfersAndOtherChangesPropertyPlantAndEquipment" contextRef="ctxt_1115" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">6</ix:nonFraction></td> 
                <td class="td_cnt b"></td> 
                <td class="td_cnt b"></td>  
                <td class="td_cnt b"></td> 
                <td class="td_cnt b"><ix:nonFraction name="ifrs-full:IncreaseDecreaseThroughTransfersAndOtherChangesPropertyPlantAndEquipment" contextRef="ctxti_00292" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">6</ix:nonFraction></td> 
                <td class="td_cnt b"></td> 
                <td class="td_cnt b"><ix:nonFraction name="ifrs-full:IncreaseDecreaseThroughTransfersAndOtherChangesPropertyPlantAndEquipment" contextRef="ctxt_1" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">3,768</ix:nonFraction></td>    
                <td class="td_cnt b"><ix:nonFraction name="ifrs-full:IncreaseDecreaseThroughTransfersAndOtherChangesPropertyPlantAndEquipment" contextRef="ctxt_5" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">4,436</ix:nonFraction></td>    
            </tr>
<tr>
                <td class="pad3 b">Загальна сума збільшення (зменшення) основних засобів</td>
<td class="td_cnt b"></td>    
                <td class="td_cnt b"><ix:nonFraction name="ifrs-full:ChangesInPropertyPlantAndEquipment" contextRef="ctxt_803" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">15,679</ix:nonFraction></td>   
                <td class="td_cnt b">(<ix:nonFraction name="ifrs-full:ChangesInPropertyPlantAndEquipment" contextRef="ctxt_806" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3" sign = '-'>1,322</ix:nonFraction>)</td>   
                <td class="td_cnt b"><ix:nonFraction name="ifrs-full:ChangesInPropertyPlantAndEquipment" contextRef="ctxt_809" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">4,081</ix:nonFraction></td>   
                <td class="td_cnt b"></td>   
                <td class="td_cnt b"></td>   
                <td class="td_cnt b">(<ix:nonFraction name="ifrs-full:ChangesInPropertyPlantAndEquipment" contextRef="ctxti_00254" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3" sign = '-'>1,322</ix:nonFraction>)</td>   
                <td class="td_cnt b"><ix:nonFraction name="ifrs-full:ChangesInPropertyPlantAndEquipment" contextRef="ctxti_00255" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">4,081</ix:nonFraction></td>   
                <td class="td_cnt b">(<ix:nonFraction name="ifrs-full:ChangesInPropertyPlantAndEquipment" contextRef="ctxt_818" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3" sign = '-'>1,322</ix:nonFraction>)</td>   
                <td class="td_cnt b"><ix:nonFraction name="ifrs-full:ChangesInPropertyPlantAndEquipment" contextRef="ctxt_821" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">19,760</ix:nonFraction></td>   
                <td class="td_cnt b"></td> 
                <td class="td_cnt b"><ix:nonFraction name="ifrs-full:ChangesInPropertyPlantAndEquipment" contextRef="ctxt_9202" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">15,679</ix:nonFraction></td> 
                <td class="td_cnt b">(<ix:nonFraction name="ifrs-full:ChangesInPropertyPlantAndEquipment" contextRef="ctxt_9203" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3" sign = '-'>1,322</ix:nonFraction>)</td> 
                <td class="td_cnt b"><ix:nonFraction name="ifrs-full:ChangesInPropertyPlantAndEquipment" contextRef="ctxt_9204" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">4,081</ix:nonFraction></td> 
                <td class="td_cnt b"></td> 
                <td class="td_cnt b"></td> 
                <td class="td_cnt b">(<ix:nonFraction name="ifrs-full:ChangesInPropertyPlantAndEquipment" contextRef="ctxti_00256" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3" sign = '-'>1,322</ix:nonFraction>)</td> 
                <td class="td_cnt b"><ix:nonFraction name="ifrs-full:ChangesInPropertyPlantAndEquipment" contextRef="ctxti_00257" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">4,081</ix:nonFraction></td> 
                <td class="td_cnt b">(<ix:nonFraction name="ifrs-full:ChangesInPropertyPlantAndEquipment" contextRef="ctxt_9207" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3" sign = '-'>1,322</ix:nonFraction>)</td> 
                <td class="td_cnt b"><ix:nonFraction name="ifrs-full:ChangesInPropertyPlantAndEquipment" contextRef="ctxt_9208" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">19,760</ix:nonFraction></td> 
				<td class="td_cnt b"><ix:nonFraction name="ifrs-full:ChangesInPropertyPlantAndEquipment" contextRef="ctxt_824" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">3,118</ix:nonFraction></td>   
                <td class="td_cnt b"><ix:nonFraction name="ifrs-full:ChangesInPropertyPlantAndEquipment" contextRef="ctxt_827" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">6,095</ix:nonFraction></td>   
                <td class="td_cnt b">(<ix:nonFraction name="ifrs-full:ChangesInPropertyPlantAndEquipment" contextRef="ctxt_830" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3" sign = '-'>13,817</ix:nonFraction>)</td>   
                <td class="td_cnt b"><ix:nonFraction name="ifrs-full:ChangesInPropertyPlantAndEquipment" contextRef="ctxt_833" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">13,395</ix:nonFraction></td>   
                <td class="td_cnt b"></td>   
                <td class="td_cnt b"></td>   
                <td class="td_cnt b">(<ix:nonFraction name="ifrs-full:ChangesInPropertyPlantAndEquipment" contextRef="ctxti_00258" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3" sign = '-'>13,817</ix:nonFraction>)</td>   
                <td class="td_cnt b"><ix:nonFraction name="ifrs-full:ChangesInPropertyPlantAndEquipment" contextRef="ctxti_00259" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">13,395</ix:nonFraction></td>   
                <td class="td_cnt b">(<ix:nonFraction name="ifrs-full:ChangesInPropertyPlantAndEquipment" contextRef="ctxt_842" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3" sign = '-'>10,699</ix:nonFraction>)</td>   
                <td class="td_cnt b"><ix:nonFraction name="ifrs-full:ChangesInPropertyPlantAndEquipment" contextRef="ctxt_845" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">19,490</ix:nonFraction></td>
<td class="td_cnt b"></td> 
                <td class="td_cnt b">(<ix:nonFraction name="ifrs-full:ChangesInPropertyPlantAndEquipment" contextRef="ctxt_9266" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3" sign = '-'>534</ix:nonFraction>)</td> 
                <td class="td_cnt b">(<ix:nonFraction name="ifrs-full:ChangesInPropertyPlantAndEquipment" contextRef="ctxt_9267" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3" sign = '-'>684</ix:nonFraction>)</td> 
                <td class="td_cnt b"><ix:nonFraction name="ifrs-full:ChangesInPropertyPlantAndEquipment" contextRef="ctxt_9268" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">2,366</ix:nonFraction></td> 
                <td class="td_cnt b"></td> 
                <td class="td_cnt b"></td> 
                <td class="td_cnt b">(<ix:nonFraction name="ifrs-full:ChangesInPropertyPlantAndEquipment" contextRef="ctxti_00264" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3" sign = '-'>684</ix:nonFraction>)</td> 
                <td class="td_cnt b"><ix:nonFraction name="ifrs-full:ChangesInPropertyPlantAndEquipment" contextRef="ctxti_00265" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">2,366</ix:nonFraction></td> 
                <td class="td_cnt b">(<ix:nonFraction name="ifrs-full:ChangesInPropertyPlantAndEquipment" contextRef="ctxt_9271" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3" sign = '-'>684</ix:nonFraction>)</td> 
                <td class="td_cnt b"><ix:nonFraction name="ifrs-full:ChangesInPropertyPlantAndEquipment" contextRef="ctxt_9272" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">1,832</ix:nonFraction></td> 
				<td class="td_cnt b"></td>   
                <td class="td_cnt b">(<ix:nonFraction name="ifrs-full:ChangesInPropertyPlantAndEquipment" contextRef="ctxt_851" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3" sign = '-'>534</ix:nonFraction>)</td>   
                <td class="td_cnt b">(<ix:nonFraction name="ifrs-full:ChangesInPropertyPlantAndEquipment" contextRef="ctxt_854" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3" sign = '-'>684</ix:nonFraction>)</td>   
                <td class="td_cnt b"><ix:nonFraction name="ifrs-full:ChangesInPropertyPlantAndEquipment" contextRef="ctxt_857" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">2,366</ix:nonFraction></td>   
                <td class="td_cnt b"></td>   
                <td class="td_cnt b"></td>   
                <td class="td_cnt b">(<ix:nonFraction name="ifrs-full:ChangesInPropertyPlantAndEquipment" contextRef="ctxti_00266" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3" sign = '-'>684</ix:nonFraction>)</td>   
                <td class="td_cnt b"><ix:nonFraction name="ifrs-full:ChangesInPropertyPlantAndEquipment" contextRef="ctxti_00267" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">2,366</ix:nonFraction></td>   
                <td class="td_cnt b">(<ix:nonFraction name="ifrs-full:ChangesInPropertyPlantAndEquipment" contextRef="ctxt_866" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3" sign = '-'>684</ix:nonFraction>)</td>   
                <td class="td_cnt b"><ix:nonFraction name="ifrs-full:ChangesInPropertyPlantAndEquipment" contextRef="ctxt_869" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">1,832</ix:nonFraction></td>
<td class="td_cnt b"><ix:nonFraction name="ifrs-full:ChangesInPropertyPlantAndEquipment" contextRef="ctxt_9305" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">71</ix:nonFraction></td> 
                <td class="td_cnt b"><ix:nonFraction name="ifrs-full:ChangesInPropertyPlantAndEquipment" contextRef="ctxt_9306" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">115</ix:nonFraction></td> 
                <td class="td_cnt b">(<ix:nonFraction name="ifrs-full:ChangesInPropertyPlantAndEquipment" contextRef="ctxt_9307" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3" sign = '-'>180</ix:nonFraction>)</td> 
                <td class="td_cnt b"><ix:nonFraction name="ifrs-full:ChangesInPropertyPlantAndEquipment" contextRef="ctxt_9308" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">178</ix:nonFraction></td> 
                <td class="td_cnt b"></td> 
                <td class="td_cnt b"></td> 
                <td class="td_cnt b">(<ix:nonFraction name="ifrs-full:ChangesInPropertyPlantAndEquipment" contextRef="ctxti_00270" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3" sign = '-'>180</ix:nonFraction>)</td> 
                <td class="td_cnt b"><ix:nonFraction name="ifrs-full:ChangesInPropertyPlantAndEquipment" contextRef="ctxti_00271" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">178</ix:nonFraction></td> 
                <td class="td_cnt b">(<ix:nonFraction name="ifrs-full:ChangesInPropertyPlantAndEquipment" contextRef="ctxt_9311" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3" sign = '-'>109</ix:nonFraction>)</td> 
                <td class="td_cnt b"><ix:nonFraction name="ifrs-full:ChangesInPropertyPlantAndEquipment" contextRef="ctxt_9312" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">293</ix:nonFraction></td>
<td class="td_cnt b"><ix:nonFraction name="ifrs-full:ChangesInPropertyPlantAndEquipment" contextRef="ctxt_1088" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">573</ix:nonFraction></td> 
                <td class="td_cnt b">(<ix:nonFraction name="ifrs-full:ChangesInPropertyPlantAndEquipment" contextRef="ctxt_1091" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3" sign = '-'>696</ix:nonFraction>)</td> 
                <td class="td_cnt b">(<ix:nonFraction name="ifrs-full:ChangesInPropertyPlantAndEquipment" contextRef="ctxt_1094" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3" sign = '-'>973</ix:nonFraction>)</td> 
                <td class="td_cnt b"><ix:nonFraction name="ifrs-full:ChangesInPropertyPlantAndEquipment" contextRef="ctxt_1097" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">974</ix:nonFraction></td> 
                <td class="td_cnt b"></td> 
                <td class="td_cnt b"></td>                 
                <td class="td_cnt b">(<ix:nonFraction name="ifrs-full:ChangesInPropertyPlantAndEquipment" contextRef="ctxti_00290" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3" sign = '-'>973</ix:nonFraction>)</td> 
                <td class="td_cnt b"><ix:nonFraction name="ifrs-full:ChangesInPropertyPlantAndEquipment" contextRef="ctxti_00291" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">974</ix:nonFraction></td> 
				<td class="td_cnt b">(<ix:nonFraction name="ifrs-full:ChangesInPropertyPlantAndEquipment" contextRef="ctxt_1106" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3" sign = '-'>400</ix:nonFraction>)</td> 
                <td class="td_cnt b"><ix:nonFraction name="ifrs-full:ChangesInPropertyPlantAndEquipment" contextRef="ctxt_1109" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">278</ix:nonFraction></td> 
                <td class="td_cnt b"><ix:nonFraction name="ifrs-full:ChangesInPropertyPlantAndEquipment" contextRef="ctxt_571" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">3,762</ix:nonFraction></td>  
                <td class="td_cnt b"><ix:nonFraction name="ifrs-full:ChangesInPropertyPlantAndEquipment" contextRef="ctxt_1112" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">20,659</ix:nonFraction></td> 
                <td class="td_cnt b">(<ix:nonFraction name="ifrs-full:ChangesInPropertyPlantAndEquipment" contextRef="ctxt_1115" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3" sign = '-'>16,976</ix:nonFraction>)</td> 
                <td class="td_cnt b"><ix:nonFraction name="ifrs-full:ChangesInPropertyPlantAndEquipment" contextRef="ctxt_1118" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">20,994</ix:nonFraction></td> 
                <td class="td_cnt b"></td>  
                <td class="td_cnt b"></td> 
                <td class="td_cnt b">(<ix:nonFraction name="ifrs-full:ChangesInPropertyPlantAndEquipment" contextRef="ctxti_00292" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3" sign = '-'>16,976</ix:nonFraction>)</td> 
                <td class="td_cnt b"><ix:nonFraction name="ifrs-full:ChangesInPropertyPlantAndEquipment" contextRef="ctxti_00293" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">20,994</ix:nonFraction></td> 
                <td class="td_cnt b">(<ix:nonFraction name="ifrs-full:ChangesInPropertyPlantAndEquipment" contextRef="ctxt_1" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3" sign = '-'>13,214</ix:nonFraction>)</td>    
                <td class="td_cnt b"><ix:nonFraction name="ifrs-full:ChangesInPropertyPlantAndEquipment" contextRef="ctxt_5" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">41,653</ix:nonFraction></td>    
            </tr>
            <tr>
                <td class="pad2 b">Основні засоби на кінець періоду</td>
<td class="td_cnt b"><ix:nonFraction name="ifrs-full:PropertyPlantAndEquipment" contextRef="ctxt_802" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">31,322</ix:nonFraction></td>     
                <td class="td_cnt b"><ix:nonFraction name="ifrs-full:PropertyPlantAndEquipment" contextRef="ctxt_805" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">31,322</ix:nonFraction></td>    
                <td class="td_cnt b">(<ix:nonFraction name="ifrs-full:PropertyPlantAndEquipment" contextRef="ctxt_808" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3" sign = '-'>1,322</ix:nonFraction>)</td>    
                <td class="td_cnt b"><ix:nonFraction name="ifrs-full:PropertyPlantAndEquipment" contextRef="ctxt_811" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">0</ix:nonFraction></td>    
                <td class="td_cnt b"></td>    
                <td class="td_cnt b"></td>    
                <td class="td_cnt b">(<ix:nonFraction name="ifrs-full:PropertyPlantAndEquipment" contextRef="ctxti_00296" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3" sign = '-'>1,322</ix:nonFraction>)</td>    
                <td class="td_cnt b"></td>    
                <td class="td_cnt b"><ix:nonFraction name="ifrs-full:PropertyPlantAndEquipment" contextRef="ctxt_820" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">30,000</ix:nonFraction></td>    
                <td class="td_cnt b"><ix:nonFraction name="ifrs-full:PropertyPlantAndEquipment" contextRef="ctxt_823" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">31,322</ix:nonFraction></td>    
                <td class="td_cnt b"><ix:nonFraction name="ifrs-full:PropertyPlantAndEquipment" contextRef="ctxt_9209" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">31,322</ix:nonFraction></td>  
                <td class="td_cnt b"><ix:nonFraction name="ifrs-full:PropertyPlantAndEquipment" contextRef="ctxt_9210" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">31,322</ix:nonFraction></td>  
                <td class="td_cnt b">(<ix:nonFraction name="ifrs-full:PropertyPlantAndEquipment" contextRef="ctxt_9211" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3" sign = '-'>1,322</ix:nonFraction>)</td>  
                <td class="td_cnt b"></td>  
                <td class="td_cnt b"></td>  
                <td class="td_cnt b"></td>  
                <td class="td_cnt b">(<ix:nonFraction name="ifrs-full:PropertyPlantAndEquipment" contextRef="ctxti_00298" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3" sign = '-'>1,322</ix:nonFraction>)</td>  
                <td class="td_cnt b"></td>  
                <td class="td_cnt b"><ix:nonFraction name="ifrs-full:PropertyPlantAndEquipment" contextRef="ctxt_9215" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">30,000</ix:nonFraction></td>  
                <td class="td_cnt b"><ix:nonFraction name="ifrs-full:PropertyPlantAndEquipment" contextRef="ctxt_9216" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">31,322</ix:nonFraction></td>  
				<td class="td_cnt b"><ix:nonFraction name="ifrs-full:PropertyPlantAndEquipment" contextRef="ctxt_826" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">33,466</ix:nonFraction></td>    
                <td class="td_cnt b"><ix:nonFraction name="ifrs-full:PropertyPlantAndEquipment" contextRef="ctxt_829" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">30,348</ix:nonFraction></td>    
                <td class="td_cnt b">(<ix:nonFraction name="ifrs-full:PropertyPlantAndEquipment" contextRef="ctxt_832" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3" sign = '-'>13,817</ix:nonFraction>)</td>    
                <td class="td_cnt b"><ix:nonFraction name="ifrs-full:PropertyPlantAndEquipment" contextRef="ctxt_835" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">0</ix:nonFraction></td>    
                <td class="td_cnt b"></td>    
                <td class="td_cnt b"></td>    
                <td class="td_cnt b">(<ix:nonFraction name="ifrs-full:PropertyPlantAndEquipment" contextRef="ctxti_00300" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3" sign = '-'>13,817</ix:nonFraction>)</td>    
                <td class="td_cnt b"></td>    
                <td class="td_cnt b"><ix:nonFraction name="ifrs-full:PropertyPlantAndEquipment" contextRef="ctxt_844" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">19,649</ix:nonFraction></td>    
                <td class="td_cnt b"><ix:nonFraction name="ifrs-full:PropertyPlantAndEquipment" contextRef="ctxt_847" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">30,348</ix:nonFraction></td>
<td class="td_cnt b"><ix:nonFraction name="ifrs-full:PropertyPlantAndEquipment" contextRef="ctxt_9289" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">3,001</ix:nonFraction></td>  
                <td class="td_cnt b"><ix:nonFraction name="ifrs-full:PropertyPlantAndEquipment" contextRef="ctxt_9290" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">3,001</ix:nonFraction></td>  
                <td class="td_cnt b">(<ix:nonFraction name="ifrs-full:PropertyPlantAndEquipment" contextRef="ctxt_9291" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3" sign = '-'>684</ix:nonFraction>)</td>  
                <td class="td_cnt b"></td>  
                <td class="td_cnt b"></td>  
                <td class="td_cnt b"></td>  
                <td class="td_cnt b">(<ix:nonFraction name="ifrs-full:PropertyPlantAndEquipment" contextRef="ctxti_00306" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3" sign = '-'>684</ix:nonFraction>)</td>  
                <td class="td_cnt b"></td>  
                <td class="td_cnt b"><ix:nonFraction name="ifrs-full:PropertyPlantAndEquipment" contextRef="ctxt_9295" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">2,317</ix:nonFraction></td>  
                <td class="td_cnt b"><ix:nonFraction name="ifrs-full:PropertyPlantAndEquipment" contextRef="ctxt_9296" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">3,001</ix:nonFraction></td>  
				<td class="td_cnt b"><ix:nonFraction name="ifrs-full:PropertyPlantAndEquipment" contextRef="ctxt_850" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">3,001</ix:nonFraction></td>    
                <td class="td_cnt b"><ix:nonFraction name="ifrs-full:PropertyPlantAndEquipment" contextRef="ctxt_853" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">3,001</ix:nonFraction></td>    
                <td class="td_cnt b">(<ix:nonFraction name="ifrs-full:PropertyPlantAndEquipment" contextRef="ctxt_856" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3" sign = '-'>684</ix:nonFraction>)</td>    
                <td class="td_cnt b"><ix:nonFraction name="ifrs-full:PropertyPlantAndEquipment" contextRef="ctxt_859" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">0</ix:nonFraction></td>    
                <td class="td_cnt b"></td>    
                <td class="td_cnt b"></td>    
                <td class="td_cnt b">(<ix:nonFraction name="ifrs-full:PropertyPlantAndEquipment" contextRef="ctxti_00308" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3" sign = '-'>684</ix:nonFraction>)</td>    
                <td class="td_cnt b"></td>    
                <td class="td_cnt b"><ix:nonFraction name="ifrs-full:PropertyPlantAndEquipment" contextRef="ctxt_868" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">2,317</ix:nonFraction></td>    
                <td class="td_cnt b"><ix:nonFraction name="ifrs-full:PropertyPlantAndEquipment" contextRef="ctxt_871" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">3,001</ix:nonFraction></td>
<td class="td_cnt b"><ix:nonFraction name="ifrs-full:PropertyPlantAndEquipment" contextRef="ctxt_9313" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">689</ix:nonFraction></td>  
                <td class="td_cnt b"><ix:nonFraction name="ifrs-full:PropertyPlantAndEquipment" contextRef="ctxt_9314" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">618</ix:nonFraction></td>  
                <td class="td_cnt b">(<ix:nonFraction name="ifrs-full:PropertyPlantAndEquipment" contextRef="ctxt_9315" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3" sign = '-'>180</ix:nonFraction>)</td>  
                <td class="td_cnt b"></td>  
                <td class="td_cnt b"></td>  
                <td class="td_cnt b"></td>  
                <td class="td_cnt b">(<ix:nonFraction name="ifrs-full:PropertyPlantAndEquipment" contextRef="ctxti_00312" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3" sign = '-'>180</ix:nonFraction>)</td>  
                <td class="td_cnt b"></td>  
                <td class="td_cnt b"><ix:nonFraction name="ifrs-full:PropertyPlantAndEquipment" contextRef="ctxt_9319" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">509</ix:nonFraction></td>  
                <td class="td_cnt b"><ix:nonFraction name="ifrs-full:PropertyPlantAndEquipment" contextRef="ctxt_9320" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">618</ix:nonFraction></td>
<td class="td_cnt b"><ix:nonFraction name="ifrs-full:PropertyPlantAndEquipment" contextRef="ctxt_1090" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">4,018</ix:nonFraction></td>  
                <td class="td_cnt b"><ix:nonFraction name="ifrs-full:PropertyPlantAndEquipment" contextRef="ctxt_1093" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">3,445</ix:nonFraction></td>  
                <td class="td_cnt b">(<ix:nonFraction name="ifrs-full:PropertyPlantAndEquipment" contextRef="ctxt_1096" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3" sign = '-'>973</ix:nonFraction>)</td>  
                <td class="td_cnt b"><ix:nonFraction name="ifrs-full:PropertyPlantAndEquipment" contextRef="ctxt_1099" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">0</ix:nonFraction></td>  
                <td class="td_cnt b"></td>  
                <td class="td_cnt b"></td>  
                <td class="td_cnt b">(<ix:nonFraction name="ifrs-full:PropertyPlantAndEquipment" contextRef="ctxti_00332" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3" sign = '-'>973</ix:nonFraction>)</td>  
                <td class="td_cnt b"></td>  
                <td class="td_cnt b"><ix:nonFraction name="ifrs-full:PropertyPlantAndEquipment" contextRef="ctxt_1108" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">3,045</ix:nonFraction></td>  
                <td class="td_cnt b"><ix:nonFraction name="ifrs-full:PropertyPlantAndEquipment" contextRef="ctxt_1111" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">3,445</ix:nonFraction></td>  
                <td class="td_cnt b"><ix:nonFraction name="ifrs-full:PropertyPlantAndEquipment" contextRef="ctxt_572" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">72,496</ix:nonFraction></td>   
                <td class="td_cnt b"><ix:nonFraction name="ifrs-full:PropertyPlantAndEquipment" contextRef="ctxt_1114" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">68,734</ix:nonFraction></td>  
                <td class="td_cnt b">(<ix:nonFraction name="ifrs-full:PropertyPlantAndEquipment" contextRef="ctxt_1117" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3" sign = '-'>16,976</ix:nonFraction>)</td>  
                <td class="td_cnt b"><ix:nonFraction name="ifrs-full:PropertyPlantAndEquipment" contextRef="ctxt_1120" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">0</ix:nonFraction></td>  
                <td class="td_cnt b"></td>   
                <td class="td_cnt b"></td>  
                <td class="td_cnt b">(<ix:nonFraction name="ifrs-full:PropertyPlantAndEquipment" contextRef="ctxti_00334" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3" sign = '-'>16,976</ix:nonFraction>)</td>  
                <td class="td_cnt b"></td>  
                <td class="td_cnt b"><ix:nonFraction name="ifrs-full:PropertyPlantAndEquipment" contextRef="ctxt_2" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">55,520</ix:nonFraction></td>     
                <td class="td_cnt b"><ix:nonFraction name="ifrs-full:PropertyPlantAndEquipment" contextRef="ctxt_3" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">68,734</ix:nonFraction></td>     
            </tr>
<tr>
                <td class="pad1 b">Основні засоби, переоцінка</td>
            </tr>
<tr>
                <td class="pad2">Основні засоби, дооцінка</td>
<td class="td_cnt"></td>     
                <td class="td_cnt"><ix:nonFraction name="ifrs-full:PropertyPlantAndEquipmentRevaluationSurplus" contextRef="ctxt_805" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">15,679</ix:nonFraction></td>    
                <td class="td_cnt"></td>    
                <td class="td_cnt">(<ix:nonFraction name="ifrs-full:PropertyPlantAndEquipmentRevaluationSurplus" contextRef="ctxt_811" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3" sign = '-'>4,806</ix:nonFraction>)</td>    
                <td class="td_cnt"></td>    
                <td class="td_cnt"></td>    
                <td class="td_cnt"></td>    
                <td class="td_cnt">(<ix:nonFraction name="ifrs-full:PropertyPlantAndEquipmentRevaluationSurplus" contextRef="ctxti_00297" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3" sign = '-'>4,806</ix:nonFraction>)</td>    
                <td class="td_cnt"></td>    
                <td class="td_cnt"><ix:nonFraction name="ifrs-full:PropertyPlantAndEquipmentRevaluationSurplus" contextRef="ctxt_823" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">10,873</ix:nonFraction></td>    
                <td class="td_cnt"></td>  
                <td class="td_cnt"><ix:nonFraction name="ifrs-full:PropertyPlantAndEquipmentRevaluationSurplus" contextRef="ctxt_9210" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">15,679</ix:nonFraction></td>  
                <td class="td_cnt"></td>  
                <td class="td_cnt">(<ix:nonFraction name="ifrs-full:PropertyPlantAndEquipmentRevaluationSurplus" contextRef="ctxt_9212" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3" sign = '-'>4,806</ix:nonFraction>)</td>  
                <td class="td_cnt"></td>  
                <td class="td_cnt"></td>  
                <td class="td_cnt"></td>  
                <td class="td_cnt">(<ix:nonFraction name="ifrs-full:PropertyPlantAndEquipmentRevaluationSurplus" contextRef="ctxti_00299" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3" sign = '-'>4,806</ix:nonFraction>)</td>  
                <td class="td_cnt"></td>  
                <td class="td_cnt"><ix:nonFraction name="ifrs-full:PropertyPlantAndEquipmentRevaluationSurplus" contextRef="ctxt_9216" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">10,873</ix:nonFraction></td>  
				<td class="td_cnt"></td>    
                <td class="td_cnt"><ix:nonFraction name="ifrs-full:PropertyPlantAndEquipmentRevaluationSurplus" contextRef="ctxt_829" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">2,190</ix:nonFraction></td>    
                <td class="td_cnt"></td>    
                <td class="td_cnt"></td>    
                <td class="td_cnt"></td>    
                <td class="td_cnt"></td>    
                <td class="td_cnt"></td>    
                <td class="td_cnt"></td>    
                <td class="td_cnt"></td>    
                <td class="td_cnt"><ix:nonFraction name="ifrs-full:PropertyPlantAndEquipmentRevaluationSurplus" contextRef="ctxt_847" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">2,190</ix:nonFraction></td>
<td class="td_cnt"></td>  
                <td class="td_cnt"></td>  
                <td class="td_cnt"></td>  
                <td class="td_cnt"></td>  
                <td class="td_cnt"></td>  
                <td class="td_cnt"></td>  
                <td class="td_cnt"></td>  
                <td class="td_cnt"></td>  
                <td class="td_cnt"></td>  
                <td class="td_cnt"></td>  
				<td class="td_cnt"></td>    
                <td class="td_cnt"></td>    
                <td class="td_cnt"></td>    
                <td class="td_cnt"></td>    
                <td class="td_cnt"></td>    
                <td class="td_cnt"></td>    
                <td class="td_cnt"></td>    
                <td class="td_cnt"></td>    
                <td class="td_cnt"></td>    
                <td class="td_cnt"></td>
<td class="td_cnt"></td>  
                <td class="td_cnt"></td>  
                <td class="td_cnt"></td>  
                <td class="td_cnt"></td>  
                <td class="td_cnt"></td>  
                <td class="td_cnt"></td>  
                <td class="td_cnt"></td>  
                <td class="td_cnt"></td>  
                <td class="td_cnt"></td>  
                <td class="td_cnt"></td>
<td class="td_cnt"></td>  
                <td class="td_cnt"></td>  
                <td class="td_cnt"></td>  
                <td class="td_cnt"></td>  
                <td class="td_cnt"></td>  
                <td class="td_cnt"></td>  
                <td class="td_cnt"></td>  
                <td class="td_cnt"></td>  
                <td class="td_cnt"></td>  
                <td class="td_cnt"></td>  
                <td class="td_cnt"></td>   
                <td class="td_cnt"><ix:nonFraction name="ifrs-full:PropertyPlantAndEquipmentRevaluationSurplus" contextRef="ctxt_1114" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">17,869</ix:nonFraction></td>  
                <td class="td_cnt"></td>  
                <td class="td_cnt">(<ix:nonFraction name="ifrs-full:PropertyPlantAndEquipmentRevaluationSurplus" contextRef="ctxt_1120" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3" sign = '-'>4,806</ix:nonFraction>)</td>  
                <td class="td_cnt"></td>   
                <td class="td_cnt"></td>  
                <td class="td_cnt"></td>  
                <td class="td_cnt">(<ix:nonFraction name="ifrs-full:PropertyPlantAndEquipmentRevaluationSurplus" contextRef="ctxti_00335" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3" sign = '-'>4,806</ix:nonFraction>)</td>  
                <td class="td_cnt"></td>     
                <td class="td_cnt"><ix:nonFraction name="ifrs-full:PropertyPlantAndEquipmentRevaluationSurplus" contextRef="ctxt_3" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">13,063</ix:nonFraction></td>     
            </tr>    
        </tbody>
    </table>
</div>
<div class="report_table">
    <table>
        <thead class="t_thead">
            <tr>
<th style="display:none" colspan="10" class="scale"></th>
                <th style="display:none" colspan="10" class="scale"></th>
                <th style="display:none" colspan="10" class="scale"></th>
<th style="display:none" colspan="10" class="scale"></th>
                <th style="display:none" colspan="10" class="scale"></th>
<th style="display:none" colspan="10" class="scale"></th>
<th style="display:none" colspan="10" class="scale"></th>
                <th style="display:none" colspan="10" class="scale"></th>
				<th colspan="10" class="scale"></th>
                <th colspan="10" class="scale"></th>
                <th class="scale">тис. грн</th>
            </tr>
			<tr class="thead th_lvl1">
                <th rowspan="8"></th>
<th style="display:none" colspan="10" class="no_r_brd no_l_brd"></th>                 
                <th style="display:none" colspan="10" class="no_r_brd no_l_brd"></th>                 
                <th style="display:none" colspan="10" class="no_r_brd no_l_brd"></th>
<th style="display:none" colspan="10" class="no_r_brd no_l_brd"></th>                 
                <th style="display:none" colspan="10" class="no_r_brd no_l_brd"></th>
<th style="display:none" colspan="10" class="no_r_brd no_l_brd"></th>
<th style="display:none" colspan="10" class="no_r_brd no_l_brd"></th>                 
                <th style="display:none" colspan="10" class="no_r_brd no_l_brd"></th>                 
				<th colspan="10" class="no_r_brd no_l_brd"></th>                 
				<th colspan="10" rowspan="4" class="no_l_brd">Основні засоби включно з активами з права користування</th>
            </tr>
            <tr class="thead th_lvl2">
<th style="display:none" colspan="10" class="no_r_brd no_l_brd"></th>                 
                <th style="display:none" colspan="10" class="no_r_brd no_l_brd"></th>                 
                <th style="display:none" colspan="10" class="no_r_brd no_l_brd"></th>
<th style="display:none" colspan="10" class="no_r_brd no_l_brd"></th>                 
                <th style="display:none" colspan="10" class="no_r_brd no_l_brd"></th>
<th style="display:none" colspan="10" class="no_r_brd no_l_brd"></th>
<th style="display:none" colspan="10" class="no_r_brd no_l_brd"></th>                 
                <th style="display:none" colspan="10" rowspan="3" class="no_l_brd">Основні засоби</th>
				<th colspan="10" rowspan="3">Активи з права користування</th>    
            </tr>
			<tr class="thead th_lvl3">
<th style="display:none" colspan="10" class="no_r_brd no_l_brd"></th>        		 								 												
                <th style="display:none" colspan="10" rowspan="2" class="no_l_brd">Земля та будівлі</th>        		 				 												
                <th style="display:none" colspan="10" rowspan="2">Машини</th>
<th style="display:none" colspan="10" class="no_r_brd no_l_brd"></th>        		 								 												
				<th style="display:none" colspan="10" rowspan="2" class="no_l_brd">Транспортні засоби</th>
<th style="display:none" colspan="10" rowspan="2">Офісне обладнання</th>
<th style="display:none" colspan="10" rowspan="2">Інші основні засоби</th>        		                                                                            
            </tr>
			<tr class="thead th_lvl4">
<th style="display:none" colspan="10">Будівлі</th>
<th style="display:none" colspan="10">Автомобілі</th>
</tr>
            <tr class="thead th_lvl5">
<th style="display:none" colspan="8" class="no_r_brd"></th>                              
                <th style="display:none" colspan="2" rowspan="3" class="no_l_brd">Балансова вартість</th>
                <th style="display:none" colspan="8" class="no_r_brd"></th>                              
                <th style="display:none" colspan="2" rowspan="3" class="no_l_brd">Балансова вартість</th>
                <th style="display:none" colspan="8" class="no_r_brd"></th>                              
                <th style="display:none" colspan="2" rowspan="3" class="no_l_brd">Балансова вартість</th>
<th style="display:none" colspan="8" class="no_r_brd"></th>                              
                <th style="display:none" colspan="2" rowspan="3" class="no_l_brd">Балансова вартість</th>
                <th style="display:none" colspan="8" class="no_r_brd"></th>                              
                <th style="display:none" colspan="2" rowspan="3" class="no_l_brd">Балансова вартість</th>
<th style="display:none" colspan="8" class="no_r_brd"></th>                              
                <th style="display:none" colspan="2" rowspan="3" class="no_l_brd">Балансова вартість</th>
<th style="display:none" colspan="8" class="no_r_brd"></th>                              
                <th style="display:none" colspan="2" rowspan="3" class="no_l_brd">Балансова вартість</th>
				<th style="display:none" colspan="8" class="no_r_brd"></th>                              
                <th style="display:none" colspan="2" rowspan="3" class="no_l_brd">Балансова вартість</th>
				<th colspan="8" class="no_r_brd"></th>                              
                <th colspan="2" rowspan="3" class="no_l_brd">Балансова вартість</th>
				<th colspan="8" class="no_r_brd"></th>                              
                <th colspan="2" rowspan="3" class="no_l_brd">Балансова вартість</th>
            </tr>
            <tr class="thead th_lvl6">
<th style="display:none" colspan="2" rowspan="2">Валова балансова вартість</th>      								 							 
                <th style="display:none" colspan="2" class="no_r_brd no_l_brd"></th>                                                          							 
                <th style="display:none" colspan="2" class="no_r_brd no_l_brd"></th>								                             							 
				<th style="display:none" colspan="2" rowspan="2" class="no_l_brd">Накопичена амортизація матеріальних активів, нематеріальних активів та зменшення корисності</th>
                <th style="display:none" colspan="2" rowspan="2">Валова балансова вартість</th>      															 
                <th style="display:none" colspan="2" class="no_r_brd no_l_brd"></th> 																					 
                <th style="display:none" colspan="2" class="no_r_brd no_l_brd"></th>																						 
				<th style="display:none" colspan="2" rowspan="2" class="no_l_brd">Накопичена амортизація матеріальних активів, нематеріальних активів та зменшення корисності</th>
                <th style="display:none" colspan="2" rowspan="2">Валова балансова вартість</th>      															 
                <th style="display:none" colspan="2" class="no_r_brd no_l_brd"></th> 																					 
                <th style="display:none" colspan="2" class="no_r_brd no_l_brd"></th>																						 
				<th style="display:none" colspan="2" rowspan="2" class="no_l_brd">Накопичена амортизація матеріальних активів, нематеріальних активів та зменшення корисності</th>
<th style="display:none" colspan="2" rowspan="2">Валова балансова вартість</th>      															 
                <th style="display:none" colspan="2" class="no_r_brd no_l_brd"></th> 																					 
                <th style="display:none" colspan="2" class="no_r_brd no_l_brd"></th>																						 
				<th style="display:none" colspan="2" rowspan="2" class="no_l_brd">Накопичена амортизація матеріальних активів, нематеріальних активів та зменшення корисності</th>
                <th style="display:none" colspan="2" rowspan="2">Валова балансова вартість</th>      															 
                <th style="display:none" colspan="2" class="no_r_brd no_l_brd"></th> 																					 
                <th style="display:none" colspan="2" class="no_r_brd no_l_brd"></th>																						 
				<th style="display:none" colspan="2" rowspan="2" class="no_l_brd">Накопичена амортизація матеріальних активів, нематеріальних активів та зменшення корисності</th>
<th style="display:none" colspan="2" rowspan="2">Валова балансова вартість</th>      															 
                <th style="display:none" colspan="2" class="no_r_brd no_l_brd"></th> 																					 
                <th style="display:none" colspan="2" class="no_r_brd no_l_brd"></th>																						 
				<th style="display:none" colspan="2" rowspan="2" class="no_l_brd">Накопичена амортизація матеріальних активів, нематеріальних активів та зменшення корисності</th>
<th style="display:none" colspan="2" rowspan="2">Валова балансова вартість</th>      															 
                <th style="display:none" colspan="2" class="no_r_brd no_l_brd"></th> 																					 
                <th style="display:none" colspan="2" class="no_r_brd no_l_brd"></th>																						 
				<th style="display:none" colspan="2" rowspan="2" class="no_l_brd">Накопичена амортизація матеріальних активів, нематеріальних активів та зменшення корисності</th>
                <th style="display:none" colspan="2" rowspan="2">Валова балансова вартість</th>      															 
                <th style="display:none" colspan="2" class="no_r_brd no_l_brd"></th>																						 
                <th style="display:none" colspan="2" class="no_r_brd no_l_brd"></th>																						 
				<th style="display:none" colspan="2" rowspan="2" class="no_l_brd">Накопичена амортизація матеріальних активів, нематеріальних активів та зменшення корисності</th>
				<th colspan="2" rowspan="2">Валова балансова вартість</th>      															 
                <th colspan="2" class="no_r_brd no_l_brd"></th> 																					 
                <th colspan="2" class="no_r_brd no_l_brd"></th>																						 
				<th colspan="2" rowspan="2" class="no_l_brd">Накопичена амортизація матеріальних активів, нематеріальних активів та зменшення корисності</th>
                <th colspan="2" rowspan="2">Валова балансова вартість</th>      															 
                <th colspan="2" class="no_r_brd no_l_brd"></th>																						 
                <th colspan="2" class="no_r_brd no_l_brd"></th>																						 
				<th colspan="2" rowspan="2" class="no_l_brd">Накопичена амортизація матеріальних активів, нематеріальних активів та зменшення корисності</th>
			</tr>
			<tr class="thead th_lvl7">
<th style="display:none" colspan="2">Накопичена амортизація матеріальних та нематеріальних активів</th> 
                <th style="display:none" colspan="2">Накопичене зменшення корисності</th>								
                <th style="display:none" colspan="2">Накопичена амортизація матеріальних та нематеріальних активів</th> 
                <th style="display:none" colspan="2">Накопичене зменшення корисності</th>								
                <th style="display:none" colspan="2">Накопичена амортизація матеріальних та нематеріальних активів</th> 
                <th style="display:none" colspan="2">Накопичене зменшення корисності</th>
<th style="display:none" colspan="2">Накопичена амортизація матеріальних та нематеріальних активів</th> 
                <th style="display:none" colspan="2">Накопичене зменшення корисності</th>								
                <th style="display:none" colspan="2">Накопичена амортизація матеріальних та нематеріальних активів</th> 
                <th style="display:none" colspan="2">Накопичене зменшення корисності</th>
<th style="display:none" colspan="2">Накопичена амортизація матеріальних та нематеріальних активів</th> 
                <th style="display:none" colspan="2">Накопичене зменшення корисності</th>
<th style="display:none" colspan="2">Накопичена амортизація матеріальних та нематеріальних активів</th> 
                <th style="display:none" colspan="2">Накопичене зменшення корисності</th>								
                <th style="display:none" colspan="2">Накопичена амортизація матеріальних та нематеріальних активів</th> 
                <th style="display:none" colspan="2">Накопичене зменшення корисності</th>								
				<th colspan="2">Накопичена амортизація матеріальних та нематеріальних активів</th> 
                <th colspan="2">Накопичене зменшення корисності</th>								
                <th colspan="2">Накопичена амортизація матеріальних та нематеріальних активів</th> 
                <th colspan="2">Накопичене зменшення корисності</th>								
            </tr>
            <tr class="thead th_lvl8">
<th style="display:none">Поточний звітний період</th>     	
                <th style="display:none">Порівняльний звітний період</th>   
                <th style="display:none">Поточний звітний період</th>     	
                <th style="display:none">Порівняльний звітний період</th>   
                <th style="display:none">Поточний звітний період</th>     	
                <th style="display:none">Порівняльний звітний період</th>   
                <th style="display:none">Поточний звітний період</th>     	
                <th style="display:none">Порівняльний звітний період</th>   
				<th style="display:none">Поточний звітний період</th>     	
                <th style="display:none">Порівняльний звітний період</th>   
                <th style="display:none">Поточний звітний період</th>  	  	
                <th style="display:none">Порівняльний звітний період</th>   
                <th style="display:none">Поточний звітний період</th>     	
                <th style="display:none">Порівняльний звітний період</th>   
                <th style="display:none">Поточний звітний період</th>     	
                <th style="display:none">Порівняльний звітний період</th>   
                <th style="display:none">Поточний звітний період</th>     	
                <th style="display:none">Порівняльний звітний період</th>   
                <th style="display:none">Поточний звітний період</th>     	
                <th style="display:none">Порівняльний звітний період</th>   
                <th style="display:none">Поточний звітний період</th>     	
                <th style="display:none">Порівняльний звітний період</th>   
                <th style="display:none">Поточний звітний період</th>     	
                <th style="display:none">Порівняльний звітний період</th>   
                <th style="display:none">Поточний звітний період</th>     	
                <th style="display:none">Порівняльний звітний період</th>   
                <th style="display:none">Поточний звітний період</th>     	
                <th style="display:none">Порівняльний звітний період</th>   
                <th style="display:none">Поточний звітний період</th>     	
                <th style="display:none">Порівняльний звітний період</th>
<th style="display:none">Поточний звітний період</th>     	
                <th style="display:none">Порівняльний звітний період</th>   
                <th style="display:none">Поточний звітний період</th>     	
                <th style="display:none">Порівняльний звітний період</th>   
                <th style="display:none">Поточний звітний період</th>     	
                <th style="display:none">Порівняльний звітний період</th>   
                <th style="display:none">Поточний звітний період</th>     	
                <th style="display:none">Порівняльний звітний період</th>   
                <th style="display:none">Поточний звітний період</th>     	
                <th style="display:none">Порівняльний звітний період</th>   
                <th style="display:none">Поточний звітний період</th>     	
                <th style="display:none">Порівняльний звітний період</th>   
                <th style="display:none">Поточний звітний період</th>     	
                <th style="display:none">Порівняльний звітний період</th>   
                <th style="display:none">Поточний звітний період</th>     	
                <th style="display:none">Порівняльний звітний період</th>   
                <th style="display:none">Поточний звітний період</th>     	
                <th style="display:none">Порівняльний звітний період</th>   
                <th style="display:none">Поточний звітний період</th>     	
                <th style="display:none">Порівняльний звітний період</th>
<th style="display:none">Поточний звітний період</th>     	
                <th style="display:none">Порівняльний звітний період</th>   
                <th style="display:none">Поточний звітний період</th>     	
                <th style="display:none">Порівняльний звітний період</th>   
                <th style="display:none">Поточний звітний період</th>     	
                <th style="display:none">Порівняльний звітний період</th>   
                <th style="display:none">Поточний звітний період</th>  	  	
                <th style="display:none">Порівняльний звітний період</th>   
                <th style="display:none">Поточний звітний період</th>  	  	
                <th style="display:none">Порівняльний звітний період</th>
<th style="display:none">Поточний звітний період</th>   		
                <th style="display:none">Порівняльний звітний період</th> 	
                <th style="display:none">Поточний звітний період</th>   		
                <th style="display:none">Порівняльний звітний період</th> 	
                <th style="display:none">Поточний звітний період</th>   		
                <th style="display:none">Порівняльний звітний період</th> 	
                <th style="display:none">Поточний звітний період</th>   		
                <th style="display:none">Порівняльний звітний період</th> 	
                <th style="display:none">Поточний звітний період</th>   		
                <th style="display:none">Порівняльний звітний період</th> 	
				<th style="display:none">Поточний звітний період</th>   		
                <th style="display:none">Порівняльний звітний період</th> 	
                <th style="display:none">Поточний звітний період</th>   		
                <th style="display:none">Порівняльний звітний період</th> 	
                <th style="display:none">Поточний звітний період</th>   		
                <th style="display:none">Порівняльний звітний період</th> 	
                <th style="display:none">Поточний звітний період</th>   		
                <th style="display:none">Порівняльний звітний період</th> 	
                <th style="display:none">Поточний звітний період</th>   		
                <th style="display:none">Порівняльний звітний період</th> 	
				<th>Поточний звітний період</th>   		
                <th>Порівняльний звітний період</th> 	
                <th>Поточний звітний період</th>   		
                <th>Порівняльний звітний період</th> 	
                <th>Поточний звітний період</th>   		
                <th>Порівняльний звітний період</th> 	
                <th>Поточний звітний період</th>   		
                <th>Порівняльний звітний період</th> 	
                <th>Поточний звітний період</th>   		
                <th>Порівняльний звітний період</th> 	
				<th>Поточний звітний період</th>   		
                <th>Порівняльний звітний період</th> 	
                <th>Поточний звітний період</th>   		
                <th>Порівняльний звітний період</th> 	
                <th>Поточний звітний період</th>   		
                <th>Порівняльний звітний період</th> 	
                <th>Поточний звітний період</th>   		
                <th>Порівняльний звітний період</th> 	
                <th>Поточний звітний період</th>   		
                <th>Порівняльний звітний період</th> 	
            </tr>
        </thead>
        <tbody>
            <tr>
                <td class="pad0 b">Розкриття інформації про узгодження змін в основних засобах включно з активами з права користування</td>
            </tr>
            <tr>
                <td class="pad1">Основні засоби включно з активами з права користування на початок періоду</td>
<td style="display:none" class="td_cnt"><ix:nonFraction name="ifrs-full:PropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06103" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">31,322</ix:nonFraction></td>    
                <td style="display:none" class="td_cnt"><ix:nonFraction name="ifrs-full:PropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06106" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">15,643</ix:nonFraction></td>   
                <td style="display:none" class="td_cnt"></td>   
                <td style="display:none" class="td_cnt">(<ix:nonFraction name="ifrs-full:PropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06112" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3" sign = '-'>4,081</ix:nonFraction>)</td>   
                <td style="display:none" class="td_cnt"></td>   
				<td style="display:none" class="td_cnt"></td>   
                <td style="display:none" class="td_cnt"></td>   
                <td style="display:none" class="td_cnt">(<ix:nonFraction name="ifrs-full:PropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06124" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3" sign = '-'>4,081</ix:nonFraction>)</td>   
                <td style="display:none" class="td_cnt"><ix:nonFraction name="ifrs-full:PropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06127" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">31,322</ix:nonFraction></td>   
                <td style="display:none" class="td_cnt"><ix:nonFraction name="ifrs-full:PropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06130" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">11,562</ix:nonFraction></td>   
				<td style="display:none" class="td_cnt"><ix:nonFraction name="ifrs-full:PropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06133" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">31,322</ix:nonFraction></td> 
                <td style="display:none" class="td_cnt"><ix:nonFraction name="ifrs-full:PropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06136" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">15,643</ix:nonFraction></td> 
                <td style="display:none" class="td_cnt"></td> 
                <td style="display:none" class="td_cnt">(<ix:nonFraction name="ifrs-full:PropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06142" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3" sign = '-'>4,081</ix:nonFraction>)</td> 
                <td style="display:none" class="td_cnt"></td> 
                <td style="display:none" class="td_cnt"></td> 
                <td style="display:none" class="td_cnt"></td> 
                <td style="display:none" class="td_cnt">(<ix:nonFraction name="ifrs-full:PropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06154" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3" sign = '-'>4,081</ix:nonFraction>)</td> 
                <td style="display:none" class="td_cnt"><ix:nonFraction name="ifrs-full:PropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06157" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">31,322</ix:nonFraction></td> 
                <td style="display:none" class="td_cnt"><ix:nonFraction name="ifrs-full:PropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06160" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">11,562</ix:nonFraction></td> 
                <td style="display:none" class="td_cnt"><ix:nonFraction name="ifrs-full:PropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06163" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">30,348</ix:nonFraction></td>   
                <td style="display:none" class="td_cnt"><ix:nonFraction name="ifrs-full:PropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06166" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">24,253</ix:nonFraction></td>   
                <td style="display:none" class="td_cnt"></td>   
                <td style="display:none" class="td_cnt">(<ix:nonFraction name="ifrs-full:PropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06172" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3" sign = '-'>13,395</ix:nonFraction>)</td>   
                <td style="display:none" class="td_cnt"></td>   
                <td style="display:none" class="td_cnt"></td>   
                <td style="display:none" class="td_cnt"></td>   
                <td style="display:none" class="td_cnt">(<ix:nonFraction name="ifrs-full:PropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06184" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3" sign = '-'>13,395</ix:nonFraction>)</td>   
                <td style="display:none" class="td_cnt"><ix:nonFraction name="ifrs-full:PropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06187" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">30,348</ix:nonFraction></td>   
                <td style="display:none" class="td_cnt"><ix:nonFraction name="ifrs-full:PropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06190" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">10,858</ix:nonFraction></td>
<td style="display:none" class="td_cnt"><ix:nonFraction name="ifrs-full:PropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06253" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">3,001</ix:nonFraction></td> 
                <td style="display:none" class="td_cnt"><ix:nonFraction name="ifrs-full:PropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06256" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">3,535</ix:nonFraction></td> 
                <td style="display:none" class="td_cnt"></td> 
                <td style="display:none" class="td_cnt">(<ix:nonFraction name="ifrs-full:PropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06262" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3" sign = '-'>2,366</ix:nonFraction>)</td> 
                <td style="display:none" class="td_cnt"></td> 
                <td style="display:none" class="td_cnt"></td> 
                <td style="display:none" class="td_cnt"></td> 
                <td style="display:none" class="td_cnt">(<ix:nonFraction name="ifrs-full:PropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06274" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3" sign = '-'>2,366</ix:nonFraction>)</td> 
                <td style="display:none" class="td_cnt"><ix:nonFraction name="ifrs-full:PropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06277" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">3,001</ix:nonFraction></td> 
                <td style="display:none" class="td_cnt"><ix:nonFraction name="ifrs-full:PropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06280" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">1,169</ix:nonFraction></td> 
				<td style="display:none" class="td_cnt"><ix:nonFraction name="ifrs-full:PropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06283" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">3,001</ix:nonFraction></td>   
                <td style="display:none" class="td_cnt"><ix:nonFraction name="ifrs-full:PropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06286" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">3,535</ix:nonFraction></td>   
                <td style="display:none" class="td_cnt"></td>   
                <td style="display:none" class="td_cnt">(<ix:nonFraction name="ifrs-full:PropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06292" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3" sign = '-'>2,366</ix:nonFraction>)</td>   
                <td style="display:none" class="td_cnt"></td>   
                <td style="display:none" class="td_cnt"></td>   
                <td style="display:none" class="td_cnt"></td>   
                <td style="display:none" class="td_cnt">(<ix:nonFraction name="ifrs-full:PropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06304" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3" sign = '-'>2,366</ix:nonFraction>)</td>   
                <td style="display:none" class="td_cnt"><ix:nonFraction name="ifrs-full:PropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06307" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">3,001</ix:nonFraction></td>   
                <td style="display:none" class="td_cnt"><ix:nonFraction name="ifrs-full:PropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06310" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">1,169</ix:nonFraction></td>
<td style="display:none" class="td_cnt"><ix:nonFraction name="ifrs-full:PropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06343" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">618</ix:nonFraction></td> 
                <td style="display:none" class="td_cnt"><ix:nonFraction name="ifrs-full:PropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06346" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">503</ix:nonFraction></td> 
                <td style="display:none" class="td_cnt"></td> 
                <td style="display:none" class="td_cnt">(<ix:nonFraction name="ifrs-full:PropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06352" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3" sign = '-'>178</ix:nonFraction>)</td> 
                <td style="display:none" class="td_cnt"></td> 
                <td style="display:none" class="td_cnt"></td> 
                <td style="display:none" class="td_cnt"></td> 
                <td style="display:none" class="td_cnt">(<ix:nonFraction name="ifrs-full:PropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06364" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3" sign = '-'>178</ix:nonFraction>)</td> 
                <td style="display:none" class="td_cnt"><ix:nonFraction name="ifrs-full:PropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06367" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">618</ix:nonFraction></td> 
                <td style="display:none" class="td_cnt"><ix:nonFraction name="ifrs-full:PropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06370" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">325</ix:nonFraction></td>
<td style="display:none" class="td_cnt"><ix:nonFraction name="ifrs-full:PropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06763" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">3,445</ix:nonFraction></td> 
                <td style="display:none" class="td_cnt"><ix:nonFraction name="ifrs-full:PropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06766" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">4,141</ix:nonFraction></td> 
                <td style="display:none" class="td_cnt"></td> 
                <td style="display:none" class="td_cnt">(<ix:nonFraction name="ifrs-full:PropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06772" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3" sign = '-'>974</ix:nonFraction>)</td> 
                <td style="display:none" class="td_cnt"></td> 
                <td style="display:none" class="td_cnt"></td> 
                <td style="display:none" class="td_cnt"></td> 
                <td style="display:none" class="td_cnt">(<ix:nonFraction name="ifrs-full:PropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06784" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3" sign = '-'>974</ix:nonFraction>)</td> 
                <td style="display:none" class="td_cnt"><ix:nonFraction name="ifrs-full:PropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06787" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">3,445</ix:nonFraction></td> 
                <td style="display:none" class="td_cnt"><ix:nonFraction name="ifrs-full:PropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06790" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">3,167</ix:nonFraction></td> 
                <td style="display:none" class="td_cnt"><ix:nonFraction name="ifrs-full:PropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06793" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">68,734</ix:nonFraction></td>  
                <td style="display:none" class="td_cnt"><ix:nonFraction name="ifrs-full:PropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06796" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">48,075</ix:nonFraction></td> 
                <td style="display:none" class="td_cnt"></td> 
                <td style="display:none" class="td_cnt">(<ix:nonFraction name="ifrs-full:PropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06802" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3" sign = '-'>20,994</ix:nonFraction>)</td> 
                <td style="display:none" class="td_cnt"></td>  
                <td style="display:none" class="td_cnt"></td> 
                <td style="display:none" class="td_cnt"></td> 
                <td style="display:none" class="td_cnt">(<ix:nonFraction name="ifrs-full:PropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06814" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3" sign = '-'>20,994</ix:nonFraction>)</td> 
                <td style="display:none" class="td_cnt"><ix:nonFraction name="ifrs-full:PropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06817" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">68,734</ix:nonFraction></td>    
                <td style="display:none" class="td_cnt"><ix:nonFraction name="ifrs-full:PropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06820" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">27,081</ix:nonFraction></td>    
				<td class="td_cnt"></td> 
                <td class="td_cnt"></td> 
                <td class="td_cnt"></td> 
                <td class="td_cnt"></td> 
                <td class="td_cnt"></td> 
                <td class="td_cnt"></td> 
                <td class="td_cnt"></td> 
                <td class="td_cnt"></td> 
                <td class="td_cnt"></td> 
                <td class="td_cnt"></td> 
                <td class="td_cnt"><ix:nonFraction name="ifrs-full:PropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06853" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">68,734</ix:nonFraction></td>  
                <td class="td_cnt"><ix:nonFraction name="ifrs-full:PropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06856" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">48,075</ix:nonFraction></td> 
                <td class="td_cnt"></td> 
                <td class="td_cnt">(<ix:nonFraction name="ifrs-full:PropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06862" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3" sign = '-'>20,994</ix:nonFraction>)</td> 
                <td class="td_cnt"></td>  
                <td class="td_cnt"></td> 
                <td class="td_cnt"></td> 
                <td class="td_cnt">(<ix:nonFraction name="ifrs-full:PropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06874" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3" sign = '-'>20,994</ix:nonFraction>)</td> 
                <td class="td_cnt"><ix:nonFraction name="ifrs-full:PropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_8" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">68,734</ix:nonFraction></td>    
                <td class="td_cnt"><ix:nonFraction name="ifrs-full:PropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_9" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">27,081</ix:nonFraction></td>
</tr>
            <tr>
                <td class="pad1 b">Зміни в основних засобах включно з активами з права користування</td>
            </tr>
<tr>
                <td class="pad2">Амортизація, основні засоби включно з активами з права користування</td>
<td style="display:none" class="td_cnt"></td>    
                <td style="display:none" class="td_cnt"></td>   
                <td style="display:none" class="td_cnt">(<ix:nonFraction name="ifrs-full:DepreciationPropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06108" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">1,322</ix:nonFraction>)</td>   
                <td style="display:none" class="td_cnt">(<ix:nonFraction name="ifrs-full:DepreciationPropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06111" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">725</ix:nonFraction>)</td>   
                <td style="display:none" class="td_cnt"></td>   
                <td style="display:none" class="td_cnt"></td>   
                <td style="display:none" class="td_cnt">(<ix:nonFraction name="ifrs-full:DepreciationPropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06120" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">1,322</ix:nonFraction>)</td>   
                <td style="display:none" class="td_cnt">(<ix:nonFraction name="ifrs-full:DepreciationPropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06123" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">725</ix:nonFraction>)</td>   
                <td style="display:none" class="td_cnt">(<ix:nonFraction name="ifrs-full:DepreciationPropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06126" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">1,322</ix:nonFraction>)</td>   
                <td style="display:none" class="td_cnt">(<ix:nonFraction name="ifrs-full:DepreciationPropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06129" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">725</ix:nonFraction>)</td>   
                <td style="display:none" class="td_cnt"></td> 
                <td style="display:none" class="td_cnt"></td> 
                <td style="display:none" class="td_cnt">(<ix:nonFraction name="ifrs-full:DepreciationPropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06138" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">1,322</ix:nonFraction>)</td> 
                <td style="display:none" class="td_cnt">(<ix:nonFraction name="ifrs-full:DepreciationPropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06141" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">725</ix:nonFraction>)</td> 
                <td style="display:none" class="td_cnt"></td> 
                <td style="display:none" class="td_cnt"></td> 
                <td style="display:none" class="td_cnt">(<ix:nonFraction name="ifrs-full:DepreciationPropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06150" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">1,322</ix:nonFraction>)</td> 
                <td style="display:none" class="td_cnt">(<ix:nonFraction name="ifrs-full:DepreciationPropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06153" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">725</ix:nonFraction>)</td> 
                <td style="display:none" class="td_cnt">(<ix:nonFraction name="ifrs-full:DepreciationPropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06156" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">1,322</ix:nonFraction>)</td> 
                <td style="display:none" class="td_cnt">(<ix:nonFraction name="ifrs-full:DepreciationPropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06159" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">725</ix:nonFraction>)</td> 
				<td style="display:none" class="td_cnt"></td>   
                <td style="display:none" class="td_cnt"></td>   
                <td style="display:none" class="td_cnt">(<ix:nonFraction name="ifrs-full:DepreciationPropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06168" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">13,817</ix:nonFraction>)</td>   
                <td style="display:none" class="td_cnt">(<ix:nonFraction name="ifrs-full:DepreciationPropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06171" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">3,740</ix:nonFraction>)</td>   
                <td style="display:none" class="td_cnt"></td>   
                <td style="display:none" class="td_cnt"></td>   
                <td style="display:none" class="td_cnt">(<ix:nonFraction name="ifrs-full:DepreciationPropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06180" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">13,817</ix:nonFraction>)</td>   
                <td style="display:none" class="td_cnt">(<ix:nonFraction name="ifrs-full:DepreciationPropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06183" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">3,740</ix:nonFraction>)</td>   
                <td style="display:none" class="td_cnt">(<ix:nonFraction name="ifrs-full:DepreciationPropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06186" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">13,817</ix:nonFraction>)</td>   
                <td style="display:none" class="td_cnt">(<ix:nonFraction name="ifrs-full:DepreciationPropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06189" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">3,740</ix:nonFraction>)</td>
<td style="display:none" class="td_cnt"></td> 
                <td style="display:none" class="td_cnt"></td> 
                <td style="display:none" class="td_cnt">(<ix:nonFraction name="ifrs-full:DepreciationPropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06258" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">684</ix:nonFraction>)</td> 
                <td style="display:none" class="td_cnt">(<ix:nonFraction name="ifrs-full:DepreciationPropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06261" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">545</ix:nonFraction>)</td> 
                <td style="display:none" class="td_cnt"></td> 
                <td style="display:none" class="td_cnt"></td> 
                <td style="display:none" class="td_cnt">(<ix:nonFraction name="ifrs-full:DepreciationPropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06270" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">684</ix:nonFraction>)</td> 
                <td style="display:none" class="td_cnt">(<ix:nonFraction name="ifrs-full:DepreciationPropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06273" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">545</ix:nonFraction>)</td> 
                <td style="display:none" class="td_cnt">(<ix:nonFraction name="ifrs-full:DepreciationPropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06276" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">684</ix:nonFraction>)</td> 
                <td style="display:none" class="td_cnt">(<ix:nonFraction name="ifrs-full:DepreciationPropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06279" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">545</ix:nonFraction>)</td> 
				<td style="display:none" class="td_cnt"></td>   
                <td style="display:none" class="td_cnt"></td>   
                <td style="display:none" class="td_cnt">(<ix:nonFraction name="ifrs-full:DepreciationPropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06288" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">684</ix:nonFraction>)</td>   
                <td style="display:none" class="td_cnt">(<ix:nonFraction name="ifrs-full:DepreciationPropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06291" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">545</ix:nonFraction>)</td>   
                <td style="display:none" class="td_cnt"></td>   
                <td style="display:none" class="td_cnt"></td>   
                <td style="display:none" class="td_cnt">(<ix:nonFraction name="ifrs-full:DepreciationPropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06300" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">684</ix:nonFraction>)</td>   
                <td style="display:none" class="td_cnt">(<ix:nonFraction name="ifrs-full:DepreciationPropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06303" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">545</ix:nonFraction>)</td>   
                <td style="display:none" class="td_cnt">(<ix:nonFraction name="ifrs-full:DepreciationPropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06306" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">684</ix:nonFraction>)</td>   
                <td style="display:none" class="td_cnt">(<ix:nonFraction name="ifrs-full:DepreciationPropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06309" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">545</ix:nonFraction>)</td>
<td style="display:none" class="td_cnt"></td> 
                <td style="display:none" class="td_cnt"></td> 
                <td style="display:none" class="td_cnt">(<ix:nonFraction name="ifrs-full:DepreciationPropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06348" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">183</ix:nonFraction>)</td> 
                <td style="display:none" class="td_cnt">(<ix:nonFraction name="ifrs-full:DepreciationPropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06351" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">110</ix:nonFraction>)</td> 
                <td style="display:none" class="td_cnt"></td> 
                <td style="display:none" class="td_cnt"></td> 
                <td style="display:none" class="td_cnt">(<ix:nonFraction name="ifrs-full:DepreciationPropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06360" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">183</ix:nonFraction>)</td> 
                <td style="display:none" class="td_cnt">(<ix:nonFraction name="ifrs-full:DepreciationPropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06363" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">110</ix:nonFraction>)</td> 
                <td style="display:none" class="td_cnt">(<ix:nonFraction name="ifrs-full:DepreciationPropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06366" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">183</ix:nonFraction>)</td> 
                <td style="display:none" class="td_cnt">(<ix:nonFraction name="ifrs-full:DepreciationPropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06369" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">110</ix:nonFraction>)</td>
<td style="display:none" class="td_cnt"></td> 
                <td style="display:none" class="td_cnt"></td> 
                <td style="display:none" class="td_cnt">(<ix:nonFraction name="ifrs-full:DepreciationPropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06768" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">979</ix:nonFraction>)</td> 
                <td style="display:none" class="td_cnt">(<ix:nonFraction name="ifrs-full:DepreciationPropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06771" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">357</ix:nonFraction>)</td> 
                <td style="display:none" class="td_cnt"></td> 
                <td style="display:none" class="td_cnt"></td> 
                <td style="display:none" class="td_cnt">(<ix:nonFraction name="ifrs-full:DepreciationPropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06780" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">979</ix:nonFraction>)</td> 
                <td style="display:none" class="td_cnt">(<ix:nonFraction name="ifrs-full:DepreciationPropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06783" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">357</ix:nonFraction>)</td> 
                <td style="display:none" class="td_cnt">(<ix:nonFraction name="ifrs-full:DepreciationPropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06786" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">979</ix:nonFraction>)</td> 
                <td style="display:none" class="td_cnt">(<ix:nonFraction name="ifrs-full:DepreciationPropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06789" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">357</ix:nonFraction>)</td> 
                <td style="display:none" class="td_cnt"></td>  
                <td style="display:none" class="td_cnt"></td> 
                <td style="display:none" class="td_cnt">(<ix:nonFraction name="ifrs-full:DepreciationPropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06798" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">16,985</ix:nonFraction>)</td> 
                <td style="display:none" class="td_cnt">(<ix:nonFraction name="ifrs-full:DepreciationPropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06801" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">5,477</ix:nonFraction>)</td> 
                <td style="display:none" class="td_cnt"></td>  
                <td style="display:none" class="td_cnt"></td> 
                <td style="display:none" class="td_cnt">(<ix:nonFraction name="ifrs-full:DepreciationPropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06810" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">16,985</ix:nonFraction>)</td> 
                <td style="display:none" class="td_cnt">(<ix:nonFraction name="ifrs-full:DepreciationPropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06813" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">5,477</ix:nonFraction>)</td> 
                <td style="display:none" class="td_cnt">(<ix:nonFraction name="ifrs-full:DepreciationPropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06816" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">16,985</ix:nonFraction>)</td>    
                <td style="display:none" class="td_cnt">(<ix:nonFraction name="ifrs-full:DepreciationPropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06819" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">5,477</ix:nonFraction>)</td>    
				<td class="td_cnt"></td> 
                <td class="td_cnt"></td> 
                <td class="td_cnt">(<ix:nonFraction name="ifrs-full:DepreciationPropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06828" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">7,222</ix:nonFraction>)</td> 
                <td class="td_cnt">(<ix:nonFraction name="ifrs-full:DepreciationPropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06831" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">6,513</ix:nonFraction>)</td> 
                <td class="td_cnt"></td> 
                <td class="td_cnt"></td> 
                <td class="td_cnt">(<ix:nonFraction name="ifrs-full:DepreciationPropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06840" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">7,222</ix:nonFraction>)</td> 
                <td class="td_cnt">(<ix:nonFraction name="ifrs-full:DepreciationPropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06843" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">6,513</ix:nonFraction>)</td> 
                <td class="td_cnt">(<ix:nonFraction name="ifrs-full:DepreciationPropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06846" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">7,222</ix:nonFraction>)</td> 
                <td class="td_cnt">(<ix:nonFraction name="ifrs-full:DepreciationPropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06849" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">6,513</ix:nonFraction>)</td> 
                <td class="td_cnt"></td>  
                <td class="td_cnt"></td> 
                <td class="td_cnt">(<ix:nonFraction name="ifrs-full:DepreciationPropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06858" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">24,207</ix:nonFraction>)</td> 
                <td class="td_cnt">(<ix:nonFraction name="ifrs-full:DepreciationPropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06861" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">11,990</ix:nonFraction>)</td> 
                <td class="td_cnt"></td>  
                <td class="td_cnt"></td> 
                <td class="td_cnt">(<ix:nonFraction name="ifrs-full:DepreciationPropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06870" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">24,207</ix:nonFraction>)</td> 
                <td class="td_cnt">(<ix:nonFraction name="ifrs-full:DepreciationPropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06873" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">11,990</ix:nonFraction>)</td> 
                <td class="td_cnt">(<ix:nonFraction name="ifrs-full:DepreciationPropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_1" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">24,207</ix:nonFraction>)</td>    
                <td class="td_cnt">(<ix:nonFraction name="ifrs-full:DepreciationPropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_5" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">11,990</ix:nonFraction>)</td>    
			</tr>
<tr>
                <td class="pad2">Збільшення (зменшення) внаслідок переоцінки, основні засоби включно з активами з права користування</td>
<td style="display:none" class="td_cnt"></td>    
                <td style="display:none" class="td_cnt"><ix:nonFraction name="ifrs-full:RevaluationIncreaseDecreasePropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06105" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">15,679</ix:nonFraction></td>   
                <td style="display:none" class="td_cnt"></td>   
                <td style="display:none" class="td_cnt"><ix:nonFraction name="ifrs-full:RevaluationIncreaseDecreasePropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06111" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">4,806</ix:nonFraction></td>   
                <td style="display:none" class="td_cnt"></td>   
                <td style="display:none" class="td_cnt"></td>   
                <td style="display:none" class="td_cnt"></td>   
                <td style="display:none" class="td_cnt"><ix:nonFraction name="ifrs-full:RevaluationIncreaseDecreasePropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06123" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">4,806</ix:nonFraction></td>   
                <td style="display:none" class="td_cnt"></td>   
                <td style="display:none" class="td_cnt"><ix:nonFraction name="ifrs-full:RevaluationIncreaseDecreasePropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06129" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">20,485</ix:nonFraction></td>   
                <td style="display:none" class="td_cnt"></td> 
                <td style="display:none" class="td_cnt"><ix:nonFraction name="ifrs-full:RevaluationIncreaseDecreasePropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06135" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">15,679</ix:nonFraction></td> 
                <td style="display:none" class="td_cnt"></td> 
                <td style="display:none" class="td_cnt"><ix:nonFraction name="ifrs-full:RevaluationIncreaseDecreasePropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06141" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">4,806</ix:nonFraction></td> 
                <td style="display:none" class="td_cnt"></td> 
                <td style="display:none" class="td_cnt"></td> 
                <td style="display:none" class="td_cnt"></td> 
                <td style="display:none" class="td_cnt"><ix:nonFraction name="ifrs-full:RevaluationIncreaseDecreasePropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06153" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">4,806</ix:nonFraction></td> 
                <td style="display:none" class="td_cnt"></td> 
                <td style="display:none" class="td_cnt"><ix:nonFraction name="ifrs-full:RevaluationIncreaseDecreasePropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06159" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">20,485</ix:nonFraction></td> 
				<td style="display:none" class="td_cnt"></td>   
                <td style="display:none" class="td_cnt"><ix:nonFraction name="ifrs-full:RevaluationIncreaseDecreasePropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06165" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">2,190</ix:nonFraction></td>   
                <td style="display:none" class="td_cnt"></td>   
                <td style="display:none" class="td_cnt"><ix:nonFraction name="ifrs-full:RevaluationIncreaseDecreasePropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06171" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">17,135</ix:nonFraction></td>   
                <td style="display:none" class="td_cnt"></td>   
                <td style="display:none" class="td_cnt"></td>   
                <td style="display:none" class="td_cnt"></td>   
                <td style="display:none" class="td_cnt"><ix:nonFraction name="ifrs-full:RevaluationIncreaseDecreasePropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06183" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">17,135</ix:nonFraction></td>   
                <td style="display:none" class="td_cnt"></td>   
                <td style="display:none" class="td_cnt"><ix:nonFraction name="ifrs-full:RevaluationIncreaseDecreasePropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06189" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">19,325</ix:nonFraction></td>
<td style="display:none" class="td_cnt"></td> 
                <td style="display:none" class="td_cnt">(<ix:nonFraction name="ifrs-full:RevaluationIncreaseDecreasePropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06255" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3" sign = '-'>534</ix:nonFraction>)</td> 
                <td style="display:none" class="td_cnt"></td> 
                <td style="display:none" class="td_cnt"><ix:nonFraction name="ifrs-full:RevaluationIncreaseDecreasePropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06261" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">2,911</ix:nonFraction></td> 
                <td style="display:none" class="td_cnt"></td> 
                <td style="display:none" class="td_cnt"></td> 
                <td style="display:none" class="td_cnt"></td> 
                <td style="display:none" class="td_cnt"><ix:nonFraction name="ifrs-full:RevaluationIncreaseDecreasePropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06273" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">2,911</ix:nonFraction></td> 
                <td style="display:none" class="td_cnt"></td> 
                <td style="display:none" class="td_cnt"><ix:nonFraction name="ifrs-full:RevaluationIncreaseDecreasePropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06279" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">2,377</ix:nonFraction></td> 
				<td style="display:none" class="td_cnt"></td>   
                <td style="display:none" class="td_cnt">(<ix:nonFraction name="ifrs-full:RevaluationIncreaseDecreasePropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06285" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3" sign = '-'>534</ix:nonFraction>)</td>   
                <td style="display:none" class="td_cnt"></td>   
                <td style="display:none" class="td_cnt"><ix:nonFraction name="ifrs-full:RevaluationIncreaseDecreasePropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06291" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">2,911</ix:nonFraction></td>   
                <td style="display:none" class="td_cnt"></td>   
                <td style="display:none" class="td_cnt"></td>   
                <td style="display:none" class="td_cnt"></td>   
                <td style="display:none" class="td_cnt"><ix:nonFraction name="ifrs-full:RevaluationIncreaseDecreasePropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06303" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">2,911</ix:nonFraction></td>   
                <td style="display:none" class="td_cnt"></td>   
                <td style="display:none" class="td_cnt"><ix:nonFraction name="ifrs-full:RevaluationIncreaseDecreasePropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06309" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">2,377</ix:nonFraction></td>
<td style="display:none" class="td_cnt"></td> 
                <td style="display:none" class="td_cnt">(<ix:nonFraction name="ifrs-full:RevaluationIncreaseDecreasePropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06345" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3" sign = '-'>6</ix:nonFraction>)</td> 
                <td style="display:none" class="td_cnt"><ix:nonFraction name="ifrs-full:RevaluationIncreaseDecreasePropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06348" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">3</ix:nonFraction></td> 
                <td style="display:none" class="td_cnt"><ix:nonFraction name="ifrs-full:RevaluationIncreaseDecreasePropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06351" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">288</ix:nonFraction></td> 
                <td style="display:none" class="td_cnt"></td> 
                <td style="display:none" class="td_cnt"></td> 
                <td style="display:none" class="td_cnt"><ix:nonFraction name="ifrs-full:RevaluationIncreaseDecreasePropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06360" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">3</ix:nonFraction></td> 
                <td style="display:none" class="td_cnt"><ix:nonFraction name="ifrs-full:RevaluationIncreaseDecreasePropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06363" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">288</ix:nonFraction></td> 
                <td style="display:none" class="td_cnt"><ix:nonFraction name="ifrs-full:RevaluationIncreaseDecreasePropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06366" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">3</ix:nonFraction></td> 
                <td style="display:none" class="td_cnt"><ix:nonFraction name="ifrs-full:RevaluationIncreaseDecreasePropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06369" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">282</ix:nonFraction></td>
<td style="display:none" class="td_cnt"></td> 
                <td style="display:none" class="td_cnt">(<ix:nonFraction name="ifrs-full:RevaluationIncreaseDecreasePropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06765" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3" sign = '-'>1,106</ix:nonFraction>)</td> 
                <td style="display:none" class="td_cnt"></td> 
                <td style="display:none" class="td_cnt"><ix:nonFraction name="ifrs-full:RevaluationIncreaseDecreasePropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06771" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">1,331</ix:nonFraction></td> 
                <td style="display:none" class="td_cnt"></td> 
                <td style="display:none" class="td_cnt"></td> 
                <td style="display:none" class="td_cnt"></td> 
                <td style="display:none" class="td_cnt"><ix:nonFraction name="ifrs-full:RevaluationIncreaseDecreasePropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06783" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">1,331</ix:nonFraction></td> 
                <td style="display:none" class="td_cnt"></td> 
                <td style="display:none" class="td_cnt"><ix:nonFraction name="ifrs-full:RevaluationIncreaseDecreasePropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06789" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">225</ix:nonFraction></td> 
                <td style="display:none" class="td_cnt"></td>  
                <td style="display:none" class="td_cnt"><ix:nonFraction name="ifrs-full:RevaluationIncreaseDecreasePropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06795" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">16,223</ix:nonFraction></td> 
                <td style="display:none" class="td_cnt"><ix:nonFraction name="ifrs-full:RevaluationIncreaseDecreasePropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06798" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">3</ix:nonFraction></td> 
                <td style="display:none" class="td_cnt"><ix:nonFraction name="ifrs-full:RevaluationIncreaseDecreasePropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06801" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">26,471</ix:nonFraction></td> 
                <td style="display:none" class="td_cnt"></td>  
                <td style="display:none" class="td_cnt"></td> 
                <td style="display:none" class="td_cnt"><ix:nonFraction name="ifrs-full:RevaluationIncreaseDecreasePropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06810" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">3</ix:nonFraction></td> 
                <td style="display:none" class="td_cnt"><ix:nonFraction name="ifrs-full:RevaluationIncreaseDecreasePropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06813" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">26,471</ix:nonFraction></td> 
                <td style="display:none" class="td_cnt"><ix:nonFraction name="ifrs-full:RevaluationIncreaseDecreasePropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06816" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">3</ix:nonFraction></td>    
                <td style="display:none" class="td_cnt"><ix:nonFraction name="ifrs-full:RevaluationIncreaseDecreasePropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06819" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">42,694</ix:nonFraction></td>    
				<td class="td_cnt"></td> 
                <td class="td_cnt"></td> 
                <td class="td_cnt"></td> 
                <td class="td_cnt"></td> 
                <td class="td_cnt"></td> 
                <td class="td_cnt"></td> 
                <td class="td_cnt"></td> 
                <td class="td_cnt"></td> 
                <td class="td_cnt"></td> 
                <td class="td_cnt"></td> 
                <td class="td_cnt"></td>  
                <td class="td_cnt"><ix:nonFraction name="ifrs-full:RevaluationIncreaseDecreasePropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06855" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">16,223</ix:nonFraction></td> 
                <td class="td_cnt"><ix:nonFraction name="ifrs-full:RevaluationIncreaseDecreasePropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06858" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">3</ix:nonFraction></td> 
                <td class="td_cnt"><ix:nonFraction name="ifrs-full:RevaluationIncreaseDecreasePropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06861" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">26,471</ix:nonFraction></td> 
                <td class="td_cnt"></td>  
                <td class="td_cnt"></td> 
                <td class="td_cnt"><ix:nonFraction name="ifrs-full:RevaluationIncreaseDecreasePropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06870" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">3</ix:nonFraction></td> 
                <td class="td_cnt"><ix:nonFraction name="ifrs-full:RevaluationIncreaseDecreasePropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06873" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">26,471</ix:nonFraction></td> 
                <td class="td_cnt"><ix:nonFraction name="ifrs-full:RevaluationIncreaseDecreasePropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_1" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">3</ix:nonFraction></td>    
                <td class="td_cnt"><ix:nonFraction name="ifrs-full:RevaluationIncreaseDecreasePropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_5" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">42,694</ix:nonFraction></td>    
			</tr>
<tr>
                <td class="pad2 b">Збільшення (зменшення) через передавання та інші зміни, основні засоби включно з активами з права користування</td>
            </tr>
            <tr>
                <td class="pad3">Збільшення (зменшення) через передавання, основні засоби включно з активами з права користування</td>
<td style="display:none" class="td_cnt"></td>    
                <td style="display:none" class="td_cnt"></td>   
                <td style="display:none" class="td_cnt"></td>   
                <td style="display:none" class="td_cnt"></td>   
                <td style="display:none" class="td_cnt"></td>   
                <td style="display:none" class="td_cnt"></td>   
                <td style="display:none" class="td_cnt"></td>   
                <td style="display:none" class="td_cnt"></td>   
                <td style="display:none" class="td_cnt"></td>   
                <td style="display:none" class="td_cnt"></td>   
                <td style="display:none" class="td_cnt"></td> 
                <td style="display:none" class="td_cnt"></td> 
                <td style="display:none" class="td_cnt"></td> 
                <td style="display:none" class="td_cnt"></td> 
                <td style="display:none" class="td_cnt"></td> 
                <td style="display:none" class="td_cnt"></td> 
                <td style="display:none" class="td_cnt"></td> 
                <td style="display:none" class="td_cnt"></td> 
                <td style="display:none" class="td_cnt"></td> 
                <td style="display:none" class="td_cnt"></td> 
				<td style="display:none" class="td_cnt"></td>   
                <td style="display:none" class="td_cnt"></td>   
                <td style="display:none" class="td_cnt"></td>   
                <td style="display:none" class="td_cnt"></td>   
                <td style="display:none" class="td_cnt"></td>   
                <td style="display:none" class="td_cnt"></td>   
                <td style="display:none" class="td_cnt"></td>   
                <td style="display:none" class="td_cnt"></td>   
                <td style="display:none" class="td_cnt"></td>   
                <td style="display:none" class="td_cnt"></td>
<td style="display:none" class="td_cnt"></td> 
                <td style="display:none" class="td_cnt"></td> 
                <td style="display:none" class="td_cnt"></td> 
                <td style="display:none" class="td_cnt"></td> 
                <td style="display:none" class="td_cnt"></td> 
                <td style="display:none" class="td_cnt"></td> 
                <td style="display:none" class="td_cnt"></td> 
                <td style="display:none" class="td_cnt"></td> 
                <td style="display:none" class="td_cnt"></td> 
                <td style="display:none" class="td_cnt"></td> 
				<td style="display:none" class="td_cnt"></td>   
                <td style="display:none" class="td_cnt"></td>   
                <td style="display:none" class="td_cnt"></td>   
                <td style="display:none" class="td_cnt"></td>   
                <td style="display:none" class="td_cnt"></td>   
                <td style="display:none" class="td_cnt"></td>   
                <td style="display:none" class="td_cnt"></td>   
                <td style="display:none" class="td_cnt"></td>   
                <td style="display:none" class="td_cnt"></td>   
                <td style="display:none" class="td_cnt"></td>
<td style="display:none" class="td_cnt"></td> 
                <td style="display:none" class="td_cnt"></td> 
                <td style="display:none" class="td_cnt"></td> 
                <td style="display:none" class="td_cnt"></td> 
                <td style="display:none" class="td_cnt"></td> 
                <td style="display:none" class="td_cnt"></td> 
                <td style="display:none" class="td_cnt"></td> 
                <td style="display:none" class="td_cnt"></td> 
                <td style="display:none" class="td_cnt"></td> 
                <td style="display:none" class="td_cnt"></td>
<td style="display:none" class="td_cnt"></td> 
                <td style="display:none" class="td_cnt"></td> 
                <td style="display:none" class="td_cnt"></td> 
                <td style="display:none" class="td_cnt"></td> 
                <td style="display:none" class="td_cnt"></td> 
                <td style="display:none" class="td_cnt"></td> 
                <td style="display:none" class="td_cnt"></td> 
                <td style="display:none" class="td_cnt"></td> 
                <td style="display:none" class="td_cnt"></td> 
                <td style="display:none" class="td_cnt"></td> 
                <td style="display:none" class="td_cnt"></td>  
                <td style="display:none" class="td_cnt"></td> 
                <td style="display:none" class="td_cnt"></td> 
                <td style="display:none" class="td_cnt"></td> 
                <td style="display:none" class="td_cnt"></td>  
                <td style="display:none" class="td_cnt"></td> 
                <td style="display:none" class="td_cnt"></td> 
                <td style="display:none" class="td_cnt"></td> 
                <td style="display:none" class="td_cnt"></td>    
                <td style="display:none" class="td_cnt"></td>    
				<td class="td_cnt"><ix:nonFraction name="ifrs-full:IncreaseDecreaseThroughTransfersPropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06822" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">7,222</ix:nonFraction></td> 
                <td class="td_cnt"><ix:nonFraction name="ifrs-full:IncreaseDecreaseThroughTransfersPropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06825" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">6,513</ix:nonFraction></td> 
                <td class="td_cnt"></td> 
                <td class="td_cnt"></td> 
                <td class="td_cnt"></td> 
                <td class="td_cnt"></td> 
                <td class="td_cnt"></td> 
                <td class="td_cnt"></td> 
                <td class="td_cnt"><ix:nonFraction name="ifrs-full:IncreaseDecreaseThroughTransfersPropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06846" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">7,222</ix:nonFraction></td> 
                <td class="td_cnt"><ix:nonFraction name="ifrs-full:IncreaseDecreaseThroughTransfersPropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06849" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">6,513</ix:nonFraction></td> 
                <td class="td_cnt"><ix:nonFraction name="ifrs-full:IncreaseDecreaseThroughTransfersPropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06852" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">7,222</ix:nonFraction></td>  
                <td class="td_cnt"><ix:nonFraction name="ifrs-full:IncreaseDecreaseThroughTransfersPropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06855" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">6,513</ix:nonFraction></td> 
                <td class="td_cnt"></td> 
                <td class="td_cnt"></td> 
                <td class="td_cnt"></td>  
                <td class="td_cnt"></td> 
                <td class="td_cnt"></td> 
                <td class="td_cnt"></td> 
                <td class="td_cnt"><ix:nonFraction name="ifrs-full:IncreaseDecreaseThroughTransfersPropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_1" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">7,222</ix:nonFraction></td>    
                <td class="td_cnt"><ix:nonFraction name="ifrs-full:IncreaseDecreaseThroughTransfersPropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_5" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">6,513</ix:nonFraction></td>    
			</tr>
<tr>
                <td class="pad3">Збільшення (зменшення) через інші зміни, основні засоби включно з активами з права користування</td>
<td style="display:none" class="td_cnt"></td>    
                <td style="display:none" class="td_cnt"></td>   
                <td style="display:none" class="td_cnt"></td>   
                <td style="display:none" class="td_cnt"></td>   
                <td style="display:none" class="td_cnt"></td>   
                <td style="display:none" class="td_cnt"></td>   
                <td style="display:none" class="td_cnt"></td>   
                <td style="display:none" class="td_cnt"></td>   
                <td style="display:none" class="td_cnt"></td>   
                <td style="display:none" class="td_cnt"></td>   
                <td style="display:none" class="td_cnt"></td> 
                <td style="display:none" class="td_cnt"></td> 
                <td style="display:none" class="td_cnt"></td> 
                <td style="display:none" class="td_cnt"></td> 
                <td style="display:none" class="td_cnt"></td> 
                <td style="display:none" class="td_cnt"></td> 
                <td style="display:none" class="td_cnt"></td> 
                <td style="display:none" class="td_cnt"></td> 
                <td style="display:none" class="td_cnt"></td> 
                <td style="display:none" class="td_cnt"></td> 
				<td style="display:none" class="td_cnt"><ix:nonFraction name="ifrs-full:IncreaseDecreaseThroughOtherChangesPropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06162" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">3,118</ix:nonFraction></td>   
                <td style="display:none" class="td_cnt"><ix:nonFraction name="ifrs-full:IncreaseDecreaseThroughOtherChangesPropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06165" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">3,905</ix:nonFraction></td>   
                <td style="display:none" class="td_cnt"></td>   
                <td style="display:none" class="td_cnt"></td>   
                <td style="display:none" class="td_cnt"></td>   
                <td style="display:none" class="td_cnt"></td>   
                <td style="display:none" class="td_cnt"></td>   
                <td style="display:none" class="td_cnt"></td>   
                <td style="display:none" class="td_cnt"><ix:nonFraction name="ifrs-full:IncreaseDecreaseThroughOtherChangesPropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06186" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">3,118</ix:nonFraction></td>   
                <td style="display:none" class="td_cnt"><ix:nonFraction name="ifrs-full:IncreaseDecreaseThroughOtherChangesPropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06189" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">3,905</ix:nonFraction></td>
<td style="display:none" class="td_cnt"></td> 
                <td style="display:none" class="td_cnt"></td> 
                <td style="display:none" class="td_cnt"></td> 
                <td style="display:none" class="td_cnt"></td> 
                <td style="display:none" class="td_cnt"></td> 
                <td style="display:none" class="td_cnt"></td> 
                <td style="display:none" class="td_cnt"></td> 
                <td style="display:none" class="td_cnt"></td> 
                <td style="display:none" class="td_cnt"></td> 
                <td style="display:none" class="td_cnt"></td> 
				<td style="display:none" class="td_cnt"></td>   
                <td style="display:none" class="td_cnt"></td>   
                <td style="display:none" class="td_cnt"></td>   
                <td style="display:none" class="td_cnt"></td>   
                <td style="display:none" class="td_cnt"></td>   
                <td style="display:none" class="td_cnt"></td>   
                <td style="display:none" class="td_cnt"></td>   
                <td style="display:none" class="td_cnt"></td>   
                <td style="display:none" class="td_cnt"></td>   
                <td style="display:none" class="td_cnt"></td>
<td style="display:none" class="td_cnt"><ix:nonFraction name="ifrs-full:IncreaseDecreaseThroughOtherChangesPropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06342" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">71</ix:nonFraction></td> 
                <td style="display:none" class="td_cnt"><ix:nonFraction name="ifrs-full:IncreaseDecreaseThroughOtherChangesPropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06345" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">121</ix:nonFraction></td> 
                <td style="display:none" class="td_cnt"></td> 
                <td style="display:none" class="td_cnt"></td> 
                <td style="display:none" class="td_cnt"></td> 
                <td style="display:none" class="td_cnt"></td> 
                <td style="display:none" class="td_cnt"></td> 
                <td style="display:none" class="td_cnt"></td> 
                <td style="display:none" class="td_cnt"><ix:nonFraction name="ifrs-full:IncreaseDecreaseThroughOtherChangesPropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06366" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">71</ix:nonFraction></td> 
                <td style="display:none" class="td_cnt"><ix:nonFraction name="ifrs-full:IncreaseDecreaseThroughOtherChangesPropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06369" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">121</ix:nonFraction></td>
<td style="display:none" class="td_cnt"><ix:nonFraction name="ifrs-full:IncreaseDecreaseThroughOtherChangesPropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06762" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">573</ix:nonFraction></td> 
                <td style="display:none" class="td_cnt"><ix:nonFraction name="ifrs-full:IncreaseDecreaseThroughOtherChangesPropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06765" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">410</ix:nonFraction></td> 
                <td style="display:none" class="td_cnt"><ix:nonFraction name="ifrs-full:IncreaseDecreaseThroughOtherChangesPropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06768" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">6</ix:nonFraction></td> 
                <td style="display:none" class="td_cnt"></td> 
                <td style="display:none" class="td_cnt"></td> 
                <td style="display:none" class="td_cnt"></td> 
                <td style="display:none" class="td_cnt"><ix:nonFraction name="ifrs-full:IncreaseDecreaseThroughOtherChangesPropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06780" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">6</ix:nonFraction></td> 
                <td style="display:none" class="td_cnt"></td> 
				<td style="display:none" class="td_cnt"><ix:nonFraction name="ifrs-full:IncreaseDecreaseThroughOtherChangesPropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06786" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">579</ix:nonFraction></td> 
                <td style="display:none" class="td_cnt"><ix:nonFraction name="ifrs-full:IncreaseDecreaseThroughOtherChangesPropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06789" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">410</ix:nonFraction></td> 
                <td style="display:none" class="td_cnt"><ix:nonFraction name="ifrs-full:IncreaseDecreaseThroughOtherChangesPropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06792" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">3,762</ix:nonFraction></td>  
                <td style="display:none" class="td_cnt"><ix:nonFraction name="ifrs-full:IncreaseDecreaseThroughOtherChangesPropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06795" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">4,436</ix:nonFraction></td> 
                <td style="display:none" class="td_cnt"><ix:nonFraction name="ifrs-full:IncreaseDecreaseThroughOtherChangesPropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06798" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">6</ix:nonFraction></td> 
                <td style="display:none" class="td_cnt"></td> 
                <td style="display:none" class="td_cnt"></td>  
                <td style="display:none" class="td_cnt"></td> 
                <td style="display:none" class="td_cnt"><ix:nonFraction name="ifrs-full:IncreaseDecreaseThroughOtherChangesPropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06810" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">6</ix:nonFraction></td> 
                <td style="display:none" class="td_cnt"></td> 
                <td style="display:none" class="td_cnt"><ix:nonFraction name="ifrs-full:IncreaseDecreaseThroughOtherChangesPropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06816" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">3,768</ix:nonFraction></td>    
                <td style="display:none" class="td_cnt"><ix:nonFraction name="ifrs-full:IncreaseDecreaseThroughOtherChangesPropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06819" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">4,436</ix:nonFraction></td>    
				<td class="td_cnt">(<ix:nonFraction name="ifrs-full:IncreaseDecreaseThroughOtherChangesPropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06822" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3" sign = '-'>7,222</ix:nonFraction>)</td> 
                <td class="td_cnt">(<ix:nonFraction name="ifrs-full:IncreaseDecreaseThroughOtherChangesPropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06825" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3" sign = '-'>6,513</ix:nonFraction>)</td> 
                <td class="td_cnt"><ix:nonFraction name="ifrs-full:IncreaseDecreaseThroughOtherChangesPropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06828" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">7,222</ix:nonFraction></td> 
                <td class="td_cnt"><ix:nonFraction name="ifrs-full:IncreaseDecreaseThroughOtherChangesPropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06831" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">6,513</ix:nonFraction></td> 
                <td class="td_cnt"></td> 
                <td class="td_cnt"></td> 
                <td class="td_cnt"><ix:nonFraction name="ifrs-full:IncreaseDecreaseThroughOtherChangesPropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06840" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">7,222</ix:nonFraction></td> 
                <td class="td_cnt"><ix:nonFraction name="ifrs-full:IncreaseDecreaseThroughOtherChangesPropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06843" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">6,513</ix:nonFraction></td> 
				<td class="td_cnt"></td> 
                <td class="td_cnt"></td> 
                <td class="td_cnt">(<ix:nonFraction name="ifrs-full:IncreaseDecreaseThroughOtherChangesPropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06852" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3" sign = '-'>3,460</ix:nonFraction>)</td>  
                <td class="td_cnt">(<ix:nonFraction name="ifrs-full:IncreaseDecreaseThroughOtherChangesPropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06855" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3" sign = '-'>2,077</ix:nonFraction>)</td> 
                <td class="td_cnt"><ix:nonFraction name="ifrs-full:IncreaseDecreaseThroughOtherChangesPropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06858" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">7,228</ix:nonFraction></td> 
                <td class="td_cnt"><ix:nonFraction name="ifrs-full:IncreaseDecreaseThroughOtherChangesPropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06861" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">6,513</ix:nonFraction></td> 
                <td class="td_cnt"></td>  
                <td class="td_cnt"></td> 
                <td class="td_cnt"><ix:nonFraction name="ifrs-full:IncreaseDecreaseThroughOtherChangesPropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06870" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">7,228</ix:nonFraction></td> 
                <td class="td_cnt"><ix:nonFraction name="ifrs-full:IncreaseDecreaseThroughOtherChangesPropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06873" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">6,513</ix:nonFraction></td> 
                <td class="td_cnt"><ix:nonFraction name="ifrs-full:IncreaseDecreaseThroughOtherChangesPropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_1" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">3,768</ix:nonFraction></td>    
                <td class="td_cnt"><ix:nonFraction name="ifrs-full:IncreaseDecreaseThroughOtherChangesPropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_5" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">4,436</ix:nonFraction></td>    
			</tr>
            <tr>
                <td class="pad3 b">Загальна сума збільшення (зменшення) через передавання та інші зміни, основні засоби включно з активами з права користування</td>
<td style="display:none" class="td_cnt b"></td>    
                <td style="display:none" class="td_cnt b"></td>   
                <td style="display:none" class="td_cnt b"></td>   
                <td style="display:none" class="td_cnt b"></td>   
                <td style="display:none" class="td_cnt b"></td>   
                <td style="display:none" class="td_cnt b"></td>   
                <td style="display:none" class="td_cnt b"></td>   
                <td style="display:none" class="td_cnt b"></td>   
                <td style="display:none" class="td_cnt b"></td>   
                <td style="display:none" class="td_cnt b"></td>   
                <td style="display:none" class="td_cnt b"></td> 
                <td style="display:none" class="td_cnt b"></td> 
                <td style="display:none" class="td_cnt b"></td> 
                <td style="display:none" class="td_cnt b"></td> 
                <td style="display:none" class="td_cnt b"></td> 
                <td style="display:none" class="td_cnt b"></td> 
                <td style="display:none" class="td_cnt b"></td> 
                <td style="display:none" class="td_cnt b"></td> 
                <td style="display:none" class="td_cnt b"></td> 
                <td style="display:none" class="td_cnt b"></td> 
				<td style="display:none" class="td_cnt b"><ix:nonFraction name="ifrs-full:IncreaseDecreaseThroughTransfersAndOtherChangesPropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06162" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">3,118</ix:nonFraction></td>   
                <td style="display:none" class="td_cnt b"><ix:nonFraction name="ifrs-full:IncreaseDecreaseThroughTransfersAndOtherChangesPropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06165" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">3,905</ix:nonFraction></td>   
                <td style="display:none" class="td_cnt b"></td>   
                <td style="display:none" class="td_cnt b"></td>   
                <td style="display:none" class="td_cnt b"></td>   
                <td style="display:none" class="td_cnt b"></td>   
                <td style="display:none" class="td_cnt b"></td>   
                <td style="display:none" class="td_cnt b"></td>   
                <td style="display:none" class="td_cnt b"><ix:nonFraction name="ifrs-full:IncreaseDecreaseThroughTransfersAndOtherChangesPropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06186" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">3,118</ix:nonFraction></td>   
                <td style="display:none" class="td_cnt b"><ix:nonFraction name="ifrs-full:IncreaseDecreaseThroughTransfersAndOtherChangesPropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06189" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">3,905</ix:nonFraction></td>
<td style="display:none" class="td_cnt b"></td> 
                <td style="display:none" class="td_cnt b"></td> 
                <td style="display:none" class="td_cnt b"></td> 
                <td style="display:none" class="td_cnt b"></td> 
                <td style="display:none" class="td_cnt b"></td> 
                <td style="display:none" class="td_cnt b"></td> 
                <td style="display:none" class="td_cnt b"></td> 
                <td style="display:none" class="td_cnt b"></td> 
                <td style="display:none" class="td_cnt b"></td> 
                <td style="display:none" class="td_cnt b"></td> 
				<td style="display:none" class="td_cnt b"></td>   
                <td style="display:none" class="td_cnt b"></td>   
                <td style="display:none" class="td_cnt b"></td>   
                <td style="display:none" class="td_cnt b"></td>   
                <td style="display:none" class="td_cnt b"></td>   
                <td style="display:none" class="td_cnt b"></td>   
                <td style="display:none" class="td_cnt b"></td>   
                <td style="display:none" class="td_cnt b"></td>   
                <td style="display:none" class="td_cnt b"></td>   
                <td style="display:none" class="td_cnt b"></td>
<td style="display:none" class="td_cnt b"><ix:nonFraction name="ifrs-full:IncreaseDecreaseThroughTransfersAndOtherChangesPropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06342" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">71</ix:nonFraction></td> 
                <td style="display:none" class="td_cnt b"><ix:nonFraction name="ifrs-full:IncreaseDecreaseThroughTransfersAndOtherChangesPropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06345" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">121</ix:nonFraction></td> 
                <td style="display:none" class="td_cnt b"></td> 
                <td style="display:none" class="td_cnt b"></td> 
                <td style="display:none" class="td_cnt b"></td> 
                <td style="display:none" class="td_cnt b"></td> 
                <td style="display:none" class="td_cnt b"></td> 
                <td style="display:none" class="td_cnt b"></td> 
                <td style="display:none" class="td_cnt b"><ix:nonFraction name="ifrs-full:IncreaseDecreaseThroughTransfersAndOtherChangesPropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06366" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">71</ix:nonFraction></td> 
                <td style="display:none" class="td_cnt b"><ix:nonFraction name="ifrs-full:IncreaseDecreaseThroughTransfersAndOtherChangesPropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06369" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">121</ix:nonFraction></td>
<td style="display:none" class="td_cnt b"><ix:nonFraction name="ifrs-full:IncreaseDecreaseThroughTransfersAndOtherChangesPropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06762" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">573</ix:nonFraction></td> 
                <td style="display:none" class="td_cnt b"><ix:nonFraction name="ifrs-full:IncreaseDecreaseThroughTransfersAndOtherChangesPropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06765" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">410</ix:nonFraction></td> 
                <td style="display:none" class="td_cnt b"><ix:nonFraction name="ifrs-full:IncreaseDecreaseThroughTransfersAndOtherChangesPropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06768" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">6</ix:nonFraction></td> 
                <td style="display:none" class="td_cnt b"></td> 
                <td style="display:none" class="td_cnt b"></td> 
                <td style="display:none" class="td_cnt b"></td> 
                <td style="display:none" class="td_cnt b"><ix:nonFraction name="ifrs-full:IncreaseDecreaseThroughTransfersAndOtherChangesPropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06780" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">6</ix:nonFraction></td> 
                <td style="display:none" class="td_cnt b"></td> 
				<td style="display:none" class="td_cnt b"><ix:nonFraction name="ifrs-full:IncreaseDecreaseThroughTransfersAndOtherChangesPropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06786" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">579</ix:nonFraction></td> 
                <td style="display:none" class="td_cnt b"><ix:nonFraction name="ifrs-full:IncreaseDecreaseThroughTransfersAndOtherChangesPropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06789" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">410</ix:nonFraction></td> 
                <td style="display:none" class="td_cnt b"><ix:nonFraction name="ifrs-full:IncreaseDecreaseThroughTransfersAndOtherChangesPropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06792" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">3,762</ix:nonFraction></td>  
                <td style="display:none" class="td_cnt b"><ix:nonFraction name="ifrs-full:IncreaseDecreaseThroughTransfersAndOtherChangesPropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06795" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">4,436</ix:nonFraction></td> 
                <td style="display:none" class="td_cnt b"><ix:nonFraction name="ifrs-full:IncreaseDecreaseThroughTransfersAndOtherChangesPropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06798" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">6</ix:nonFraction></td> 
                <td style="display:none" class="td_cnt b"></td> 
                <td style="display:none" class="td_cnt b"></td>  
                <td style="display:none" class="td_cnt b"></td> 
                <td style="display:none" class="td_cnt b"><ix:nonFraction name="ifrs-full:IncreaseDecreaseThroughTransfersAndOtherChangesPropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06810" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">6</ix:nonFraction></td> 
                <td style="display:none" class="td_cnt b"></td> 
                <td style="display:none" class="td_cnt b"><ix:nonFraction name="ifrs-full:IncreaseDecreaseThroughTransfersAndOtherChangesPropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06816" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">3,768</ix:nonFraction></td>    
                <td style="display:none" class="td_cnt b"><ix:nonFraction name="ifrs-full:IncreaseDecreaseThroughTransfersAndOtherChangesPropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06819" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">4,436</ix:nonFraction></td>    
				<td class="td_cnt b"><ix:nonFraction name="ifrs-full:IncreaseDecreaseThroughTransfersAndOtherChangesPropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06822" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">0</ix:nonFraction></td> 
                <td class="td_cnt b"><ix:nonFraction name="ifrs-full:IncreaseDecreaseThroughTransfersAndOtherChangesPropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06825" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">0</ix:nonFraction></td> 
                <td class="td_cnt b"><ix:nonFraction name="ifrs-full:IncreaseDecreaseThroughTransfersAndOtherChangesPropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06828" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">7,222</ix:nonFraction></td> 
                <td class="td_cnt b"><ix:nonFraction name="ifrs-full:IncreaseDecreaseThroughTransfersAndOtherChangesPropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06831" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">6,513</ix:nonFraction></td> 
                <td class="td_cnt b"></td> 
                <td class="td_cnt b"></td> 
                <td class="td_cnt b"><ix:nonFraction name="ifrs-full:IncreaseDecreaseThroughTransfersAndOtherChangesPropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06840" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">7,222</ix:nonFraction></td> 
                <td class="td_cnt b"><ix:nonFraction name="ifrs-full:IncreaseDecreaseThroughTransfersAndOtherChangesPropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06843" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">6,513</ix:nonFraction></td> 
				<td class="td_cnt b"><ix:nonFraction name="ifrs-full:IncreaseDecreaseThroughTransfersAndOtherChangesPropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06846" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">7,222</ix:nonFraction></td> 
                <td class="td_cnt b"><ix:nonFraction name="ifrs-full:IncreaseDecreaseThroughTransfersAndOtherChangesPropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06849" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">6,513</ix:nonFraction></td> 
                <td class="td_cnt b"><ix:nonFraction name="ifrs-full:IncreaseDecreaseThroughTransfersAndOtherChangesPropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06852" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">3,762</ix:nonFraction></td>  
                <td class="td_cnt b"><ix:nonFraction name="ifrs-full:IncreaseDecreaseThroughTransfersAndOtherChangesPropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06855" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">4,436</ix:nonFraction></td> 
                <td class="td_cnt b"><ix:nonFraction name="ifrs-full:IncreaseDecreaseThroughTransfersAndOtherChangesPropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06858" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">7,228</ix:nonFraction></td> 
                <td class="td_cnt b"><ix:nonFraction name="ifrs-full:IncreaseDecreaseThroughTransfersAndOtherChangesPropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06861" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">6,513</ix:nonFraction></td> 
                <td class="td_cnt b"></td>  
                <td class="td_cnt b"></td> 
                <td class="td_cnt b"><ix:nonFraction name="ifrs-full:IncreaseDecreaseThroughTransfersAndOtherChangesPropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06870" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">7,228</ix:nonFraction></td> 
                <td class="td_cnt b"><ix:nonFraction name="ifrs-full:IncreaseDecreaseThroughTransfersAndOtherChangesPropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06873" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">6,513</ix:nonFraction></td> 
                <td class="td_cnt b"><ix:nonFraction name="ifrs-full:IncreaseDecreaseThroughTransfersAndOtherChangesPropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_1" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">10,990</ix:nonFraction></td>    
                <td class="td_cnt b"><ix:nonFraction name="ifrs-full:IncreaseDecreaseThroughTransfersAndOtherChangesPropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_5" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">10,949</ix:nonFraction></td>    
			</tr>
<tr>
                <td class="pad2 b">Загальна сума збільшення (зменшення) основних засобів включно з активами з права користування</td>
<td style="display:none" class="td_cnt b"></td>    
                <td style="display:none" class="td_cnt b"><ix:nonFraction name="ifrs-full:IncreaseDecreaseInPropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06105" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">15,679</ix:nonFraction></td>   
                <td style="display:none" class="td_cnt b">(<ix:nonFraction name="ifrs-full:IncreaseDecreaseInPropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06108" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3" sign = '-'>1,322</ix:nonFraction>)</td>   
                <td style="display:none" class="td_cnt b"><ix:nonFraction name="ifrs-full:IncreaseDecreaseInPropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06111" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">4,081</ix:nonFraction></td>   
                <td style="display:none" class="td_cnt b"></td>   
                <td style="display:none" class="td_cnt b"></td>   
                <td style="display:none" class="td_cnt b">(<ix:nonFraction name="ifrs-full:IncreaseDecreaseInPropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06120" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3" sign = '-'>1,322</ix:nonFraction>)</td>   
                <td style="display:none" class="td_cnt b"><ix:nonFraction name="ifrs-full:IncreaseDecreaseInPropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06123" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">4,081</ix:nonFraction></td>   
                <td style="display:none" class="td_cnt b">(<ix:nonFraction name="ifrs-full:IncreaseDecreaseInPropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06126" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3" sign = '-'>1,322</ix:nonFraction>)</td>   
                <td style="display:none" class="td_cnt b"><ix:nonFraction name="ifrs-full:IncreaseDecreaseInPropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06129" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">19,760</ix:nonFraction></td>   
                <td style="display:none" class="td_cnt b"></td> 
                <td style="display:none" class="td_cnt b"><ix:nonFraction name="ifrs-full:IncreaseDecreaseInPropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06135" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">15,679</ix:nonFraction></td> 
                <td style="display:none" class="td_cnt b">(<ix:nonFraction name="ifrs-full:IncreaseDecreaseInPropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06138" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3" sign = '-'>1,322</ix:nonFraction>)</td> 
                <td style="display:none" class="td_cnt b"><ix:nonFraction name="ifrs-full:IncreaseDecreaseInPropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06141" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">4,081</ix:nonFraction></td> 
                <td style="display:none" class="td_cnt b"></td> 
                <td style="display:none" class="td_cnt b"></td> 
                <td style="display:none" class="td_cnt b">(<ix:nonFraction name="ifrs-full:IncreaseDecreaseInPropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06150" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3" sign = '-'>1,322</ix:nonFraction>)</td> 
                <td style="display:none" class="td_cnt b"><ix:nonFraction name="ifrs-full:IncreaseDecreaseInPropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06153" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">4,081</ix:nonFraction></td> 
                <td style="display:none" class="td_cnt b">(<ix:nonFraction name="ifrs-full:IncreaseDecreaseInPropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06156" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3" sign = '-'>1,322</ix:nonFraction>)</td> 
                <td style="display:none" class="td_cnt b"><ix:nonFraction name="ifrs-full:IncreaseDecreaseInPropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06159" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">19,760</ix:nonFraction></td> 
				<td style="display:none" class="td_cnt b"><ix:nonFraction name="ifrs-full:IncreaseDecreaseInPropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06162" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">3,118</ix:nonFraction></td>   
                <td style="display:none" class="td_cnt b"><ix:nonFraction name="ifrs-full:IncreaseDecreaseInPropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06165" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">6,095</ix:nonFraction></td>   
                <td style="display:none" class="td_cnt b">(<ix:nonFraction name="ifrs-full:IncreaseDecreaseInPropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06168" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3" sign = '-'>13,817</ix:nonFraction>)</td>   
                <td style="display:none" class="td_cnt b"><ix:nonFraction name="ifrs-full:IncreaseDecreaseInPropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06171" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">13,395</ix:nonFraction></td>   
                <td style="display:none" class="td_cnt b"></td>   
                <td style="display:none" class="td_cnt b"></td>   
                <td style="display:none" class="td_cnt b">(<ix:nonFraction name="ifrs-full:IncreaseDecreaseInPropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06180" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3" sign = '-'>13,817</ix:nonFraction>)</td>   
                <td style="display:none" class="td_cnt b"><ix:nonFraction name="ifrs-full:IncreaseDecreaseInPropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06183" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">13,395</ix:nonFraction></td>   
                <td style="display:none" class="td_cnt b">(<ix:nonFraction name="ifrs-full:IncreaseDecreaseInPropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06186" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3" sign = '-'>10,699</ix:nonFraction>)</td>   
                <td style="display:none" class="td_cnt b"><ix:nonFraction name="ifrs-full:IncreaseDecreaseInPropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06189" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">19,490</ix:nonFraction></td>
<td style="display:none" class="td_cnt b"></td> 
                <td style="display:none" class="td_cnt b">(<ix:nonFraction name="ifrs-full:IncreaseDecreaseInPropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06255" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3" sign = '-'>534</ix:nonFraction>)</td> 
                <td style="display:none" class="td_cnt b">(<ix:nonFraction name="ifrs-full:IncreaseDecreaseInPropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06258" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3" sign = '-'>684</ix:nonFraction>)</td> 
                <td style="display:none" class="td_cnt b"><ix:nonFraction name="ifrs-full:IncreaseDecreaseInPropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06261" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">2,366</ix:nonFraction></td> 
                <td style="display:none" class="td_cnt b"></td> 
                <td style="display:none" class="td_cnt b"></td> 
                <td style="display:none" class="td_cnt b">(<ix:nonFraction name="ifrs-full:IncreaseDecreaseInPropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06270" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3" sign = '-'>684</ix:nonFraction>)</td> 
                <td style="display:none" class="td_cnt b"><ix:nonFraction name="ifrs-full:IncreaseDecreaseInPropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06273" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">2,366</ix:nonFraction></td> 
                <td style="display:none" class="td_cnt b">(<ix:nonFraction name="ifrs-full:IncreaseDecreaseInPropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06276" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3" sign = '-'>684</ix:nonFraction>)</td> 
                <td style="display:none" class="td_cnt b"><ix:nonFraction name="ifrs-full:IncreaseDecreaseInPropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06279" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">1,832</ix:nonFraction></td> 
				<td style="display:none" class="td_cnt b"></td>   
                <td style="display:none" class="td_cnt b">(<ix:nonFraction name="ifrs-full:IncreaseDecreaseInPropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06285" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3" sign = '-'>534</ix:nonFraction>)</td>   
                <td style="display:none" class="td_cnt b">(<ix:nonFraction name="ifrs-full:IncreaseDecreaseInPropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06288" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3" sign = '-'>684</ix:nonFraction>)</td>   
                <td style="display:none" class="td_cnt b"><ix:nonFraction name="ifrs-full:IncreaseDecreaseInPropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06291" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">2,366</ix:nonFraction></td>   
                <td style="display:none" class="td_cnt b"></td>   
                <td style="display:none" class="td_cnt b"></td>   
                <td style="display:none" class="td_cnt b">(<ix:nonFraction name="ifrs-full:IncreaseDecreaseInPropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06300" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3" sign = '-'>684</ix:nonFraction>)</td>   
                <td style="display:none" class="td_cnt b"><ix:nonFraction name="ifrs-full:IncreaseDecreaseInPropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06303" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">2,366</ix:nonFraction></td>   
                <td style="display:none" class="td_cnt b">(<ix:nonFraction name="ifrs-full:IncreaseDecreaseInPropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06306" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3" sign = '-'>684</ix:nonFraction>)</td>   
                <td style="display:none" class="td_cnt b"><ix:nonFraction name="ifrs-full:IncreaseDecreaseInPropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06309" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">1,832</ix:nonFraction></td>
<td style="display:none" class="td_cnt b"><ix:nonFraction name="ifrs-full:IncreaseDecreaseInPropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06342" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">71</ix:nonFraction></td> 
                <td style="display:none" class="td_cnt b"><ix:nonFraction name="ifrs-full:IncreaseDecreaseInPropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06345" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">115</ix:nonFraction></td> 
                <td style="display:none" class="td_cnt b">(<ix:nonFraction name="ifrs-full:IncreaseDecreaseInPropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06348" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3" sign = '-'>180</ix:nonFraction>)</td> 
                <td style="display:none" class="td_cnt b"><ix:nonFraction name="ifrs-full:IncreaseDecreaseInPropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06351" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">178</ix:nonFraction></td> 
                <td style="display:none" class="td_cnt b"></td> 
                <td style="display:none" class="td_cnt b"></td> 
                <td style="display:none" class="td_cnt b">(<ix:nonFraction name="ifrs-full:IncreaseDecreaseInPropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06360" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3" sign = '-'>180</ix:nonFraction>)</td> 
                <td style="display:none" class="td_cnt b"><ix:nonFraction name="ifrs-full:IncreaseDecreaseInPropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06363" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">178</ix:nonFraction></td> 
                <td style="display:none" class="td_cnt b">(<ix:nonFraction name="ifrs-full:IncreaseDecreaseInPropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06366" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3" sign = '-'>109</ix:nonFraction>)</td> 
                <td style="display:none" class="td_cnt b"><ix:nonFraction name="ifrs-full:IncreaseDecreaseInPropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06369" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">293</ix:nonFraction></td>
<td style="display:none" class="td_cnt b"><ix:nonFraction name="ifrs-full:IncreaseDecreaseInPropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06762" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">573</ix:nonFraction></td> 
                <td style="display:none" class="td_cnt b">(<ix:nonFraction name="ifrs-full:IncreaseDecreaseInPropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06765" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3" sign = '-'>696</ix:nonFraction>)</td> 
                <td style="display:none" class="td_cnt b">(<ix:nonFraction name="ifrs-full:IncreaseDecreaseInPropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06768" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3" sign = '-'>973</ix:nonFraction>)</td> 
                <td style="display:none" class="td_cnt b"><ix:nonFraction name="ifrs-full:IncreaseDecreaseInPropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06771" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">974</ix:nonFraction></td> 
                <td style="display:none" class="td_cnt b"></td> 
                <td style="display:none" class="td_cnt b"></td> 
                <td style="display:none" class="td_cnt b">(<ix:nonFraction name="ifrs-full:IncreaseDecreaseInPropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06780" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3" sign = '-'>973</ix:nonFraction>)</td> 
                <td style="display:none" class="td_cnt b"><ix:nonFraction name="ifrs-full:IncreaseDecreaseInPropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06783" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">974</ix:nonFraction></td> 
				<td style="display:none" class="td_cnt b">(<ix:nonFraction name="ifrs-full:IncreaseDecreaseInPropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06786" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3" sign = '-'>400</ix:nonFraction>)</td> 
                <td style="display:none" class="td_cnt b"><ix:nonFraction name="ifrs-full:IncreaseDecreaseInPropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06789" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">278</ix:nonFraction></td> 
                <td style="display:none" class="td_cnt b"><ix:nonFraction name="ifrs-full:IncreaseDecreaseInPropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06792" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">3,762</ix:nonFraction></td>  
                <td style="display:none" class="td_cnt b"><ix:nonFraction name="ifrs-full:IncreaseDecreaseInPropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06795" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">20,659</ix:nonFraction></td> 
                <td style="display:none" class="td_cnt b">(<ix:nonFraction name="ifrs-full:IncreaseDecreaseInPropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06798" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3" sign = '-'>16,976</ix:nonFraction>)</td> 
                <td style="display:none" class="td_cnt b"><ix:nonFraction name="ifrs-full:IncreaseDecreaseInPropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06801" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">20,994</ix:nonFraction></td> 
                <td style="display:none" class="td_cnt b"></td>  
                <td style="display:none" class="td_cnt b"></td> 
                <td style="display:none" class="td_cnt b">(<ix:nonFraction name="ifrs-full:IncreaseDecreaseInPropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06810" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3" sign = '-'>16,976</ix:nonFraction>)</td> 
                <td style="display:none" class="td_cnt b"><ix:nonFraction name="ifrs-full:IncreaseDecreaseInPropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06813" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">20,994</ix:nonFraction></td> 
                <td style="display:none" class="td_cnt b">(<ix:nonFraction name="ifrs-full:IncreaseDecreaseInPropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06816" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3" sign = '-'>13,214</ix:nonFraction>)</td>    
                <td style="display:none" class="td_cnt b"><ix:nonFraction name="ifrs-full:IncreaseDecreaseInPropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06819" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">41,653</ix:nonFraction></td>    
				<td class="td_cnt b"><ix:nonFraction name="ifrs-full:IncreaseDecreaseInPropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06822" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">0</ix:nonFraction></td> 
                <td class="td_cnt b"><ix:nonFraction name="ifrs-full:IncreaseDecreaseInPropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06825" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">0</ix:nonFraction></td> 
                <td class="td_cnt b"><ix:nonFraction name="ifrs-full:IncreaseDecreaseInPropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06828" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">0</ix:nonFraction></td> 
                <td class="td_cnt b"><ix:nonFraction name="ifrs-full:IncreaseDecreaseInPropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06831" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">0</ix:nonFraction></td> 
                <td class="td_cnt b"></td> 
                <td class="td_cnt b"></td> 
                <td class="td_cnt b"><ix:nonFraction name="ifrs-full:IncreaseDecreaseInPropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06840" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">0</ix:nonFraction></td> 
                <td class="td_cnt b"><ix:nonFraction name="ifrs-full:IncreaseDecreaseInPropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06843" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">0</ix:nonFraction></td> 
				<td class="td_cnt b"><ix:nonFraction name="ifrs-full:IncreaseDecreaseInPropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06846" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">0</ix:nonFraction></td> 
                <td class="td_cnt b"><ix:nonFraction name="ifrs-full:IncreaseDecreaseInPropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06849" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">0</ix:nonFraction></td> 
                <td class="td_cnt b"><ix:nonFraction name="ifrs-full:IncreaseDecreaseInPropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06852" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">3,762</ix:nonFraction></td>  
                <td class="td_cnt b"><ix:nonFraction name="ifrs-full:IncreaseDecreaseInPropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06855" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">20,659</ix:nonFraction></td> 
                <td class="td_cnt b">(<ix:nonFraction name="ifrs-full:IncreaseDecreaseInPropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06858" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3" sign = '-'>16,976</ix:nonFraction>)</td> 
                <td class="td_cnt b"><ix:nonFraction name="ifrs-full:IncreaseDecreaseInPropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06861" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">20,994</ix:nonFraction></td> 
                <td class="td_cnt b"></td>  
                <td class="td_cnt b"></td> 
                <td class="td_cnt b">(<ix:nonFraction name="ifrs-full:IncreaseDecreaseInPropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06870" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3" sign = '-'>16,976</ix:nonFraction>)</td> 
                <td class="td_cnt b"><ix:nonFraction name="ifrs-full:IncreaseDecreaseInPropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06873" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">20,994</ix:nonFraction></td> 
                <td class="td_cnt b">(<ix:nonFraction name="ifrs-full:IncreaseDecreaseInPropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_1" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3" sign = '-'>13,214</ix:nonFraction>)</td>    
                <td class="td_cnt b"><ix:nonFraction name="ifrs-full:IncreaseDecreaseInPropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_5" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">41,653</ix:nonFraction></td>    
			</tr>
            <tr>
                <td class="pad1 b">Основні засоби включно з активами з права користування на кінець періоду</td>
<td style="display:none" class="td_cnt b"><ix:nonFraction name="ifrs-full:PropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06104" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">31,322</ix:nonFraction></td>     
                <td style="display:none" class="td_cnt b"><ix:nonFraction name="ifrs-full:PropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06107" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">31,322</ix:nonFraction></td>    
                <td style="display:none" class="td_cnt b">(<ix:nonFraction name="ifrs-full:PropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06110" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3" sign = '-'>1,322</ix:nonFraction>)</td>    
                <td style="display:none" class="td_cnt b"><ix:nonFraction name="ifrs-full:PropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06113" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">0</ix:nonFraction></td>    
                <td style="display:none" class="td_cnt b"></td>    
                <td style="display:none" class="td_cnt b"></td>    
                <td style="display:none" class="td_cnt b">(<ix:nonFraction name="ifrs-full:PropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06122" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3" sign = '-'>1,322</ix:nonFraction>)</td>    
                <td style="display:none" class="td_cnt b"><ix:nonFraction name="ifrs-full:PropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06125" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">0</ix:nonFraction></td>    
                <td style="display:none" class="td_cnt b"><ix:nonFraction name="ifrs-full:PropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06128" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">30,000</ix:nonFraction></td>    
                <td style="display:none" class="td_cnt b"><ix:nonFraction name="ifrs-full:PropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06131" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">31,322</ix:nonFraction></td>    
                <td style="display:none" class="td_cnt b"><ix:nonFraction name="ifrs-full:PropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06134" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">31,322</ix:nonFraction></td>  
                <td style="display:none" class="td_cnt b"><ix:nonFraction name="ifrs-full:PropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06137" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">31,322</ix:nonFraction></td>  
                <td style="display:none" class="td_cnt b">(<ix:nonFraction name="ifrs-full:PropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06140" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3" sign = '-'>1,322</ix:nonFraction>)</td>  
                <td style="display:none" class="td_cnt b"><ix:nonFraction name="ifrs-full:PropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06143" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">0</ix:nonFraction></td>  
                <td style="display:none" class="td_cnt b"></td>  
                <td style="display:none" class="td_cnt b"></td>  
                <td style="display:none" class="td_cnt b">(<ix:nonFraction name="ifrs-full:PropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06152" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3" sign = '-'>1,322</ix:nonFraction>)</td>  
                <td style="display:none" class="td_cnt b"><ix:nonFraction name="ifrs-full:PropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06155" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">0</ix:nonFraction></td>  
                <td style="display:none" class="td_cnt b"><ix:nonFraction name="ifrs-full:PropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06158" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">30,000</ix:nonFraction></td>  
                <td style="display:none" class="td_cnt b"><ix:nonFraction name="ifrs-full:PropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06161" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">31,322</ix:nonFraction></td>  
				<td style="display:none" class="td_cnt b"><ix:nonFraction name="ifrs-full:PropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06164" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">33,466</ix:nonFraction></td>    
                <td style="display:none" class="td_cnt b"><ix:nonFraction name="ifrs-full:PropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06167" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">30,348</ix:nonFraction></td>    
                <td style="display:none" class="td_cnt b">(<ix:nonFraction name="ifrs-full:PropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06170" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3" sign = '-'>13,817</ix:nonFraction>)</td>    
                <td style="display:none" class="td_cnt b"><ix:nonFraction name="ifrs-full:PropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06173" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">0</ix:nonFraction></td>    
                <td style="display:none" class="td_cnt b"></td>    
                <td style="display:none" class="td_cnt b"></td>    
                <td style="display:none" class="td_cnt b">(<ix:nonFraction name="ifrs-full:PropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06182" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3" sign = '-'>13,817</ix:nonFraction>)</td>    
                <td style="display:none" class="td_cnt b"><ix:nonFraction name="ifrs-full:PropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06185" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">0</ix:nonFraction></td>    
                <td style="display:none" class="td_cnt b"><ix:nonFraction name="ifrs-full:PropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06188" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">19,649</ix:nonFraction></td>    
                <td style="display:none" class="td_cnt b"><ix:nonFraction name="ifrs-full:PropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06191" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">30,348</ix:nonFraction></td>
<td style="display:none" class="td_cnt b"><ix:nonFraction name="ifrs-full:PropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06254" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">3,001</ix:nonFraction></td>  
                <td style="display:none" class="td_cnt b"><ix:nonFraction name="ifrs-full:PropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06257" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">3,001</ix:nonFraction></td>  
                <td style="display:none" class="td_cnt b">(<ix:nonFraction name="ifrs-full:PropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06260" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3" sign = '-'>684</ix:nonFraction>)</td>  
                <td style="display:none" class="td_cnt b"><ix:nonFraction name="ifrs-full:PropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06263" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">0</ix:nonFraction></td>  
                <td style="display:none" class="td_cnt b"></td>  
                <td style="display:none" class="td_cnt b"></td>  
                <td style="display:none" class="td_cnt b">(<ix:nonFraction name="ifrs-full:PropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06272" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3" sign = '-'>684</ix:nonFraction>)</td>  
                <td style="display:none" class="td_cnt b"><ix:nonFraction name="ifrs-full:PropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06275" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">0</ix:nonFraction></td>  
                <td style="display:none" class="td_cnt b"><ix:nonFraction name="ifrs-full:PropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06278" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">2,317</ix:nonFraction></td>  
                <td style="display:none" class="td_cnt b"><ix:nonFraction name="ifrs-full:PropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06281" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">3,001</ix:nonFraction></td>  
				<td style="display:none" class="td_cnt b"><ix:nonFraction name="ifrs-full:PropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06284" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">3,001</ix:nonFraction></td>    
                <td style="display:none" class="td_cnt b"><ix:nonFraction name="ifrs-full:PropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06287" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">3,001</ix:nonFraction></td>    
                <td style="display:none" class="td_cnt b">(<ix:nonFraction name="ifrs-full:PropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06290" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3" sign = '-'>684</ix:nonFraction>)</td>    
                <td style="display:none" class="td_cnt b"><ix:nonFraction name="ifrs-full:PropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06293" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">0</ix:nonFraction></td>    
                <td style="display:none" class="td_cnt b"></td>    
                <td style="display:none" class="td_cnt b"></td>    
                <td style="display:none" class="td_cnt b">(<ix:nonFraction name="ifrs-full:PropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06302" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3" sign = '-'>684</ix:nonFraction>)</td>    
                <td style="display:none" class="td_cnt b"><ix:nonFraction name="ifrs-full:PropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06305" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">0</ix:nonFraction></td>    
                <td style="display:none" class="td_cnt b"><ix:nonFraction name="ifrs-full:PropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06308" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">2,317</ix:nonFraction></td>    
                <td style="display:none" class="td_cnt b"><ix:nonFraction name="ifrs-full:PropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06311" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">3,001</ix:nonFraction></td>
<td style="display:none" class="td_cnt b"><ix:nonFraction name="ifrs-full:PropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06344" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">689</ix:nonFraction></td>  
                <td style="display:none" class="td_cnt b"><ix:nonFraction name="ifrs-full:PropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06347" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">618</ix:nonFraction></td>  
                <td style="display:none" class="td_cnt b">(<ix:nonFraction name="ifrs-full:PropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06350" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3" sign = '-'>180</ix:nonFraction>)</td>  
                <td style="display:none" class="td_cnt b"><ix:nonFraction name="ifrs-full:PropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06353" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">0</ix:nonFraction></td>  
                <td style="display:none" class="td_cnt b"></td>  
                <td style="display:none" class="td_cnt b"></td>  
                <td style="display:none" class="td_cnt b">(<ix:nonFraction name="ifrs-full:PropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06362" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3" sign = '-'>180</ix:nonFraction>)</td>  
                <td style="display:none" class="td_cnt b"><ix:nonFraction name="ifrs-full:PropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06365" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">0</ix:nonFraction></td>  
                <td style="display:none" class="td_cnt b"><ix:nonFraction name="ifrs-full:PropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06368" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">509</ix:nonFraction></td>  
                <td style="display:none" class="td_cnt b"><ix:nonFraction name="ifrs-full:PropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06371" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">618</ix:nonFraction></td>
<td style="display:none" class="td_cnt b"><ix:nonFraction name="ifrs-full:PropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06764" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">4,018</ix:nonFraction></td>  
                <td style="display:none" class="td_cnt b"><ix:nonFraction name="ifrs-full:PropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06767" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">3,445</ix:nonFraction></td>  
                <td style="display:none" class="td_cnt b">(<ix:nonFraction name="ifrs-full:PropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06770" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3" sign = '-'>973</ix:nonFraction>)</td>  
                <td style="display:none" class="td_cnt b"><ix:nonFraction name="ifrs-full:PropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06773" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">0</ix:nonFraction></td>  
                <td style="display:none" class="td_cnt b"></td>  
                <td style="display:none" class="td_cnt b"></td>  
                <td style="display:none" class="td_cnt b">(<ix:nonFraction name="ifrs-full:PropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06782" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3" sign = '-'>973</ix:nonFraction>)</td>  
                <td style="display:none" class="td_cnt b"><ix:nonFraction name="ifrs-full:PropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06785" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">0</ix:nonFraction></td>  
                <td style="display:none" class="td_cnt b"><ix:nonFraction name="ifrs-full:PropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06788" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">3,045</ix:nonFraction></td>  
                <td style="display:none" class="td_cnt b"><ix:nonFraction name="ifrs-full:PropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06791" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">3,445</ix:nonFraction></td>  
                <td style="display:none" class="td_cnt b"><ix:nonFraction name="ifrs-full:PropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06794" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">72,496</ix:nonFraction></td>   
                <td style="display:none" class="td_cnt b"><ix:nonFraction name="ifrs-full:PropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06797" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">68,734</ix:nonFraction></td>  
                <td style="display:none" class="td_cnt b">(<ix:nonFraction name="ifrs-full:PropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06800" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3" sign = '-'>16,976</ix:nonFraction>)</td>  
                <td style="display:none" class="td_cnt b"><ix:nonFraction name="ifrs-full:PropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06803" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">0</ix:nonFraction></td>  
                <td style="display:none" class="td_cnt b"></td>   
                <td style="display:none" class="td_cnt b"></td>  
                <td style="display:none" class="td_cnt b">(<ix:nonFraction name="ifrs-full:PropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06812" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3" sign = '-'>16,976</ix:nonFraction>)</td>  
                <td style="display:none" class="td_cnt b"><ix:nonFraction name="ifrs-full:PropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06815" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">0</ix:nonFraction></td>  
                <td style="display:none" class="td_cnt b"><ix:nonFraction name="ifrs-full:PropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06818" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">55,520</ix:nonFraction></td>     
                <td style="display:none" class="td_cnt b"><ix:nonFraction name="ifrs-full:PropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06821" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">68,734</ix:nonFraction></td>     
				<td class="td_cnt b"><ix:nonFraction name="ifrs-full:PropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06824" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">0</ix:nonFraction></td>  
                <td class="td_cnt b"><ix:nonFraction name="ifrs-full:PropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06827" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">0</ix:nonFraction></td>  
                <td class="td_cnt b"><ix:nonFraction name="ifrs-full:PropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06830" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">0</ix:nonFraction></td>  
                <td class="td_cnt b"><ix:nonFraction name="ifrs-full:PropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06833" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">0</ix:nonFraction></td>  
                <td class="td_cnt b"></td>  
                <td class="td_cnt b"></td>  
                <td class="td_cnt b"><ix:nonFraction name="ifrs-full:PropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06842" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">0</ix:nonFraction></td>  
                <td class="td_cnt b"><ix:nonFraction name="ifrs-full:PropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06845" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">0</ix:nonFraction></td>  
                <td class="td_cnt b"><ix:nonFraction name="ifrs-full:PropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06848" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">0</ix:nonFraction></td>  
                <td class="td_cnt b"><ix:nonFraction name="ifrs-full:PropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06851" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">0</ix:nonFraction></td>  
                <td class="td_cnt b"><ix:nonFraction name="ifrs-full:PropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06854" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">72,496</ix:nonFraction></td>   
                <td class="td_cnt b"><ix:nonFraction name="ifrs-full:PropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06857" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">68,734</ix:nonFraction></td>  
                <td class="td_cnt b">(<ix:nonFraction name="ifrs-full:PropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06860" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3" sign = '-'>16,976</ix:nonFraction>)</td>  
                <td class="td_cnt b"><ix:nonFraction name="ifrs-full:PropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06863" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">0</ix:nonFraction></td>  
                <td class="td_cnt b"></td>   
                <td class="td_cnt b"></td>  
                <td class="td_cnt b">(<ix:nonFraction name="ifrs-full:PropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06872" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3" sign = '-'>16,976</ix:nonFraction>)</td>  
                <td class="td_cnt b"><ix:nonFraction name="ifrs-full:PropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_06875" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">0</ix:nonFraction></td>  
                <td class="td_cnt b"><ix:nonFraction name="ifrs-full:PropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_2" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">55,520</ix:nonFraction></td>     
                <td class="td_cnt b"><ix:nonFraction name="ifrs-full:PropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_3" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">68,734</ix:nonFraction></td>     
			</tr>
        </tbody>
    </table>
</div>
<div class="report_table">
	<table>
		<thead class="t_thead">
			<tr>
<th class="scale" colspan="6"></th>
				<th class="scale" colspan="6"></th>
				<th class="scale">тис. грн</th>
			</tr>
			<tr class="thead th_lvl1">
				<th rowspan="7"></th>
<th class="no_r_brd no_l_brd" colspan="6"></th> 
				<th class="no_l_brd" colspan="6" rowspan="4">Основні засоби включно з активами з права користування</th>
			</tr>
			<tr class="thead th_lvl2">
<th colspan="6" rowspan="3">Активи з права користування</th>
			</tr>
			<tr><th class="empty_th"></th></tr>
			<tr><th class="empty_th"></th></tr>
			<tr class="thead th_lvl5">
<th class="no_r_brd" colspan="4"></th> 
				<th class="no_l_brd" colspan="2" rowspan="2">Усього</th> 
				<th class="no_r_brd" colspan="4"></th> 
				<th class="no_l_brd" colspan="2" rowspan="2">Усього</th> 
			</tr>
			<tr class="thead th_lvl6">
<th colspan="2">Основні засоби, що є предметом операційної оренди</th> 
				<th colspan="2">Основні засоби, що не є предметом операційної оренди</th>
				<th colspan="2">Основні засоби, що є предметом операційної оренди</th> 
				<th colspan="2">Основні засоби, що не є предметом операційної оренди</th>
			</tr>
			<tr class="thead th_lvl7">
<th>Поточний звітний період</th> 
				<th>Порівняльний звітний період</th>
				<th>Поточний звітний період</th> 
				<th>Порівняльний звітний період</th>
				<th>Поточний звітний період</th> 
				<th>Порівняльний звітний період</th>
				<th>Поточний звітний період</th> 
				<th>Порівняльний звітний період</th>
				<th>Поточний звітний період</th> 
				<th>Порівняльний звітний період</th>
				<th>Поточний звітний період</th> 
				<th>Порівняльний звітний період</th>
			</tr>
		</thead>
		<tbody>
			<tr>
				<td class="pad0 b">Розкриття інформації про узгодження змін в основних засобах включно з активами з права користування</td>
			</tr>
<tr>
				<td class="pad1 b">Зміни в основних засобах включно з активами з права користування</td>
			</tr>
<tr>
				<td class="pad2">Амортизація, основні засоби включно з активами з права користування</td>
<td class="td_cnt">(<ix:nonFraction name="ifrs-full:DepreciationPropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_07326" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">7,222</ix:nonFraction>)</td> 
				<td class="td_cnt"></td> 
				<td class="td_cnt"></td> 
				<td class="td_cnt"></td> 
				<td class="td_cnt">(<ix:nonFraction name="ifrs-full:DepreciationPropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_07338" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">7,222</ix:nonFraction>)</td> 
				<td class="td_cnt"></td> 
				<td class="td_cnt">(<ix:nonFraction name="ifrs-full:DepreciationPropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_07344" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">7,222</ix:nonFraction>)</td> 
				<td class="td_cnt"></td> 
				<td class="td_cnt"></td> 
				<td class="td_cnt"></td> 
				<td class="td_cnt">(<ix:nonFraction name="ifrs-full:DepreciationPropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_1" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">7,222</ix:nonFraction>)</td> 
				<td class="td_cnt"></td> 
			</tr>
<tr>
				<td class="pad2 b">Збільшення (зменшення) через передавання та інші зміни, основні засоби включно з активами з права користування</td>
			</tr>
			<tr>
				<td class="pad3">Збільшення (зменшення) через передавання, основні засоби включно з активами з права користування</td>
<td class="td_cnt"><ix:nonFraction name="ifrs-full:IncreaseDecreaseThroughTransfersPropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_07326" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">7,222</ix:nonFraction></td> 
				<td class="td_cnt"></td> 
				<td class="td_cnt"></td> 
				<td class="td_cnt"></td> 
				<td class="td_cnt"><ix:nonFraction name="ifrs-full:IncreaseDecreaseThroughTransfersPropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_07338" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">7,222</ix:nonFraction></td> 
				<td class="td_cnt"></td> 
				<td class="td_cnt"><ix:nonFraction name="ifrs-full:IncreaseDecreaseThroughTransfersPropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_07344" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">7,222</ix:nonFraction></td> 
				<td class="td_cnt"></td> 
				<td class="td_cnt"></td> 
				<td class="td_cnt"></td> 
				<td class="td_cnt"><ix:nonFraction name="ifrs-full:IncreaseDecreaseThroughTransfersPropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_1" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">7,222</ix:nonFraction></td> 
				<td class="td_cnt"></td> 
			</tr>
<tr>
				<td class="pad3 b">Загальна сума збільшення (зменшення) через передавання та інші зміни, основні засоби включно з активами з права користування</td>
<td class="td_cnt"><ix:nonFraction name="ifrs-full:IncreaseDecreaseThroughTransfersAndOtherChangesPropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_07326" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">7,222</ix:nonFraction></td> 
				<td class="td_cnt"></td> 
				<td class="td_cnt"></td> 
				<td class="td_cnt"></td> 
				<td class="td_cnt"><ix:nonFraction name="ifrs-full:IncreaseDecreaseThroughTransfersAndOtherChangesPropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_07338" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">7,222</ix:nonFraction></td> 
				<td class="td_cnt"></td> 
				<td class="td_cnt"><ix:nonFraction name="ifrs-full:IncreaseDecreaseThroughTransfersAndOtherChangesPropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_07344" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">7,222</ix:nonFraction></td> 
				<td class="td_cnt"></td> 
				<td class="td_cnt"></td> 
				<td class="td_cnt"></td> 
				<td class="td_cnt"><ix:nonFraction name="ifrs-full:IncreaseDecreaseThroughTransfersAndOtherChangesPropertyPlantAndEquipmentIncludingRightofuseAssets" contextRef="ctxt_1" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">7,222</ix:nonFraction></td> 
				<td class="td_cnt"></td> 
			</tr>
</tbody>
	</table>
</div>
</div>
<div class="rep_cnt">
    <div class="rep_name_pnl">
        <a id="r823180"><span class="rep_name">[823180] Примітки - Нематеріальні активи</span></a>
    </div>
<div class="report_table">
    <table>
        <tr>
            <td class="pad0 b">Розкриття інформації про нематеріальні активи</td>
        </tr>
        <tr>            
            <td class="pad0"><p><ix:nonNumeric name="ifrs-full:DisclosureOfIntangibleAssetsExplanatory" contextRef="ctxt_1" escape="false"><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Підприємство змінило свою облікову політику щодо оцінки нематеріальних активів на модель оцінки за переоціненою вартістю та провело оцінку, за результатами якої в бухгалтерському обліку відображено дооцінку і уцінку необоротних активів.</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Керівництво використало результати оцінки, виконаної незалежним професійним оцінювачем, для визначення &#160;балансової вартості нематеріальних активів станом на 31 грудня 2024 року. Для оцінки справедливої вартості програмного забезпечення, яке широко продається на ринку, був використаний порівняльний підхід. Оцінка справедливої вартості була віднесена до рівня 2 ієрархії.</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Первісне застосування політики переоцінки є зміною облікової політики, однак така зміна не розглядається як коригування попереднього періоду відповідно до МСБО 8. Відповідно Підприємство не проводило оцінку за порівняльні періоди.</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">&#160;</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Нематеріальні активи представлені програмним забезпеченням:</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">&#160;</span></p></ix:nonNumeric></p></td>
        </tr>
</table>  
</div>
<div class="report_table">
    <table>
        <thead class="t_thead">
            <tr>
<th colspan="8" class="scale"></th>
<th colspan="8" class="scale"></th>   	
                <th class="scale">тис. грн</th>                           
            </tr>    
            <tr class="thead th_lvl1">
                <th rowspan="7"></th>
<th colspan="8" class="no_r_brd no_l_brd"></th>
<th colspan="8" rowspan="4" class="no_l_brd">Класи нематеріальних активів за винятком гудвілу</th> 
            </tr>			
            <tr class="thead th_lvl2">
<th rowspan="3" colspan="8">Комп'ютерне програмне забезпечення</th>
</tr>
			<tr><th class="empty_th"></th></tr>
			<tr><th class="empty_th"></th></tr>
            <tr class="thead th_lvl5">
<th colspan="6" class="no_r_brd"></th>                                 
                <th colspan="2" rowspan="2" class="no_l_brd">Балансова вартість</th>
<th colspan="6" class="no_r_brd"></th>                                 
                <th colspan="2" rowspan="2" class="no_l_brd">Балансова вартість</th>    
            </tr>
            <tr class="thead th_lvl6">
<th colspan="2">Валова балансова вартість</th>         							   
                <th colspan="2">Накопичена амортизація матеріальних та нематеріальних активів</th>    
                <th colspan="2">Накопичене зменшення корисності</th>
<th colspan="2">Валова балансова вартість</th>         
                <th colspan="2">Накопичена амортизація матеріальних та нематеріальних активів</th>    
                <th colspan="2">Накопичене зменшення корисності</th>        
            </tr>
            <tr class="thead th_lvl7">
<th>Поточний звітний період</th>  
                <th>Порівняльний звітний період</th>
                <th>Поточний звітний період</th>  
                <th>Порівняльний звітний період</th>
                <th>Поточний звітний період</th>  
                <th>Порівняльний звітний період</th>
                <th>Поточний звітний період</th>  
                <th>Порівняльний звітний період</th>
<th>Поточний звітний період</th>  
                <th>Порівняльний звітний період</th>
                <th>Поточний звітний період</th>  
                <th>Порівняльний звітний період</th>
                <th>Поточний звітний період</th>  
                <th>Порівняльний звітний період</th>
                <th>Поточний звітний період</th>  
                <th>Порівняльний звітний період</th>   
            </tr>
        </thead>
        <tbody>
            <tr>
                <td class="pad0 b">Узгодження змін у нематеріальних активах за винятком гудвілу</td>
            </tr>
            <tr>
                <td class="pad1">Нематеріальні активи за винятком гудвілу на початок періоду</td>
<td class="td_cnt"><ix:nonFraction name="ifrs-full:IntangibleAssetsOtherThanGoodwill" contextRef="ctxt_3457" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">11,718</ix:nonFraction></td>   
                <td class="td_cnt"><ix:nonFraction name="ifrs-full:IntangibleAssetsOtherThanGoodwill" contextRef="ctxt_3460" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">11,356</ix:nonFraction></td>   
                <td class="td_cnt"></td> 
                <td class="td_cnt">(<ix:nonFraction name="ifrs-full:IntangibleAssetsOtherThanGoodwill" contextRef="ctxt_3466" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3" sign = '-'>5,484</ix:nonFraction>)</td> 
                <td class="td_cnt"></td> 
                <td class="td_cnt"></td> 
                <td class="td_cnt"><ix:nonFraction name="ifrs-full:IntangibleAssetsOtherThanGoodwill" contextRef="ctxt_3475" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">11,718</ix:nonFraction></td>   
                <td class="td_cnt"><ix:nonFraction name="ifrs-full:IntangibleAssetsOtherThanGoodwill" contextRef="ctxt_3478" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">5,872</ix:nonFraction></td>
<td class="td_cnt"><ix:nonFraction name="ifrs-full:IntangibleAssetsOtherThanGoodwill" contextRef="ctxt_570" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">11,718</ix:nonFraction></td>   
                <td class="td_cnt"><ix:nonFraction name="ifrs-full:IntangibleAssetsOtherThanGoodwill" contextRef="ctxt_1113" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">11,356</ix:nonFraction></td>  
                <td class="td_cnt"></td>
                <td class="td_cnt">(<ix:nonFraction name="ifrs-full:IntangibleAssetsOtherThanGoodwill" contextRef="ctxt_1119" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3" sign = '-'>5,484</ix:nonFraction>)</td>
                <td class="td_cnt"></td> 
                <td class="td_cnt"></td>
                <td class="td_cnt"><ix:nonFraction name="ifrs-full:IntangibleAssetsOtherThanGoodwill" contextRef="ctxt_8" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">11,718</ix:nonFraction></td>     
                <td class="td_cnt"><ix:nonFraction name="ifrs-full:IntangibleAssetsOtherThanGoodwill" contextRef="ctxt_9" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">5,872</ix:nonFraction></td>     
            </tr>
            <tr>
                <td class="pad1 b">Зміни у нематеріальних активах за винятком гудвілу</td>
            </tr>
<tr>
                <td class="pad2">Амортизація, нематеріальні активи за винятком гудвілу</td>
<td class="td_cnt"></td> 
                <td class="td_cnt"></td> 
                <td class="td_cnt">(<ix:nonFraction name="ifrs-full:AmortisationIntangibleAssetsOtherThanGoodwill" contextRef="ctxt_3462" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">4,248</ix:nonFraction>)</td> 
                <td class="td_cnt">(<ix:nonFraction name="ifrs-full:AmortisationIntangibleAssetsOtherThanGoodwill" contextRef="ctxt_3465" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">2,301</ix:nonFraction>)</td> 
                <td class="td_cnt"></td> 
                <td class="td_cnt"></td> 
                <td class="td_cnt">(<ix:nonFraction name="ifrs-full:AmortisationIntangibleAssetsOtherThanGoodwill" contextRef="ctxt_3474" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">4,248</ix:nonFraction>)</td> 
                <td class="td_cnt">(<ix:nonFraction name="ifrs-full:AmortisationIntangibleAssetsOtherThanGoodwill" contextRef="ctxt_3477" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">2,301</ix:nonFraction>)</td>
<td class="td_cnt"></td> 
                <td class="td_cnt"></td>
                <td class="td_cnt">(<ix:nonFraction name="ifrs-full:AmortisationIntangibleAssetsOtherThanGoodwill" contextRef="ctxt_1115" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">4,248</ix:nonFraction>)</td>
                <td class="td_cnt">(<ix:nonFraction name="ifrs-full:AmortisationIntangibleAssetsOtherThanGoodwill" contextRef="ctxt_1118" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">2,301</ix:nonFraction>)</td>
                <td class="td_cnt"></td> 
                <td class="td_cnt"></td>
                <td class="td_cnt">(<ix:nonFraction name="ifrs-full:AmortisationIntangibleAssetsOtherThanGoodwill" contextRef="ctxt_1" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">4,248</ix:nonFraction>)</td>   
                <td class="td_cnt">(<ix:nonFraction name="ifrs-full:AmortisationIntangibleAssetsOtherThanGoodwill" contextRef="ctxt_5" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">2,301</ix:nonFraction>)</td>   
            </tr>
<tr>
                <td class="pad2">Збільшення (зменшення) внаслідок переоцінки, нематеріальні активи за винятком гудвілу</td>
<td class="td_cnt"></td>   
                <td class="td_cnt">(<ix:nonFraction name="ifrs-full:RevaluationIncreaseDecreaseIntangibleAssetsOtherThanGoodwill" contextRef="ctxt_3459" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3" sign = '-'>6,008</ix:nonFraction>)</td>   
                <td class="td_cnt"></td> 
                <td class="td_cnt"><ix:nonFraction name="ifrs-full:RevaluationIncreaseDecreaseIntangibleAssetsOtherThanGoodwill" contextRef="ctxt_3465" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">7,785</ix:nonFraction></td> 
                <td class="td_cnt"></td> 
                <td class="td_cnt"></td> 
                <td class="td_cnt"></td>   
                <td class="td_cnt"><ix:nonFraction name="ifrs-full:RevaluationIncreaseDecreaseIntangibleAssetsOtherThanGoodwill" contextRef="ctxt_3477" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">1,777</ix:nonFraction></td>
<td class="td_cnt"></td>   
                <td class="td_cnt">(<ix:nonFraction name="ifrs-full:RevaluationIncreaseDecreaseIntangibleAssetsOtherThanGoodwill" contextRef="ctxt_1112" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3" sign = '-'>6,008</ix:nonFraction>)</td>  
                <td class="td_cnt"></td>
                <td class="td_cnt"><ix:nonFraction name="ifrs-full:RevaluationIncreaseDecreaseIntangibleAssetsOtherThanGoodwill" contextRef="ctxt_1118" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">7,785</ix:nonFraction></td>
                <td class="td_cnt"></td> 
                <td class="td_cnt"></td>
                <td class="td_cnt"></td>     
                <td class="td_cnt"><ix:nonFraction name="ifrs-full:RevaluationIncreaseDecreaseIntangibleAssetsOtherThanGoodwill" contextRef="ctxt_5" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">1,777</ix:nonFraction></td>     
            </tr>
<tr>
                <td class="pad2 b">Збільшення (зменшення) через передавання та інші зміни, нематеріальний активи за винятком гудвілу</td>
            </tr>
<tr>
                <td class="pad3">Збільшення (зменшення) через інші зміни, нематеріальні активи за винятком гудвілу</td>
<td class="td_cnt"><ix:nonFraction name="ifrs-full:IncreaseDecreaseThroughOtherChangesIntangibleAssetsOtherThanGoodwill" contextRef="ctxt_3456" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">4,532</ix:nonFraction></td>   
                <td class="td_cnt"><ix:nonFraction name="ifrs-full:IncreaseDecreaseThroughOtherChangesIntangibleAssetsOtherThanGoodwill" contextRef="ctxt_3459" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">6,370</ix:nonFraction></td>   
                <td class="td_cnt"></td> 
                <td class="td_cnt"></td> 
                <td class="td_cnt"></td> 
                <td class="td_cnt"></td> 
                <td class="td_cnt"><ix:nonFraction name="ifrs-full:IncreaseDecreaseThroughOtherChangesIntangibleAssetsOtherThanGoodwill" contextRef="ctxt_3474" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">4,532</ix:nonFraction></td>   
                <td class="td_cnt"><ix:nonFraction name="ifrs-full:IncreaseDecreaseThroughOtherChangesIntangibleAssetsOtherThanGoodwill" contextRef="ctxt_3477" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">6,370</ix:nonFraction></td>
<td class="td_cnt"><ix:nonFraction name="ifrs-full:IncreaseDecreaseThroughOtherChangesIntangibleAssetsOtherThanGoodwill" contextRef="ctxt_571" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">4,532</ix:nonFraction></td>   
                <td class="td_cnt"><ix:nonFraction name="ifrs-full:IncreaseDecreaseThroughOtherChangesIntangibleAssetsOtherThanGoodwill" contextRef="ctxt_1112" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">6,370</ix:nonFraction></td>  
                <td class="td_cnt"></td>
                <td class="td_cnt"></td>
                <td class="td_cnt"></td> 
                <td class="td_cnt"></td>
                <td class="td_cnt"><ix:nonFraction name="ifrs-full:IncreaseDecreaseThroughOtherChangesIntangibleAssetsOtherThanGoodwill" contextRef="ctxt_1" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">4,532</ix:nonFraction></td>     
                <td class="td_cnt"><ix:nonFraction name="ifrs-full:IncreaseDecreaseThroughOtherChangesIntangibleAssetsOtherThanGoodwill" contextRef="ctxt_5" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">6,370</ix:nonFraction></td>     
            </tr>
            <tr>
                <td class="pad3 b">Загальна сума збільшення (зменшення) через передавання та інші зміни, нематеріальні активи за винятком гудвілу</td>
<td class="td_cnt"><ix:nonFraction name="ifrs-full:IncreaseDecreaseThroughTransfersAndOtherChangesIntangibleAssetsOtherThanGoodwill" contextRef="ctxt_3456" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">4,532</ix:nonFraction></td>   
                <td class="td_cnt"><ix:nonFraction name="ifrs-full:IncreaseDecreaseThroughTransfersAndOtherChangesIntangibleAssetsOtherThanGoodwill" contextRef="ctxt_3459" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">6,370</ix:nonFraction></td>   
                <td class="td_cnt"></td> 
                <td class="td_cnt"></td> 
                <td class="td_cnt"></td> 
                <td class="td_cnt"></td> 
                <td class="td_cnt"><ix:nonFraction name="ifrs-full:IncreaseDecreaseThroughTransfersAndOtherChangesIntangibleAssetsOtherThanGoodwill" contextRef="ctxt_3474" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">4,532</ix:nonFraction></td>   
                <td class="td_cnt"><ix:nonFraction name="ifrs-full:IncreaseDecreaseThroughTransfersAndOtherChangesIntangibleAssetsOtherThanGoodwill" contextRef="ctxt_3477" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">6,370</ix:nonFraction></td>
<td class="td_cnt"><ix:nonFraction name="ifrs-full:IncreaseDecreaseThroughTransfersAndOtherChangesIntangibleAssetsOtherThanGoodwill" contextRef="ctxt_571" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">4,532</ix:nonFraction></td>   
                <td class="td_cnt"><ix:nonFraction name="ifrs-full:IncreaseDecreaseThroughTransfersAndOtherChangesIntangibleAssetsOtherThanGoodwill" contextRef="ctxt_1112" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">6,370</ix:nonFraction></td>  
                <td class="td_cnt"></td>
                <td class="td_cnt"></td>
                <td class="td_cnt"></td> 
                <td class="td_cnt"></td>
                <td class="td_cnt"><ix:nonFraction name="ifrs-full:IncreaseDecreaseThroughTransfersAndOtherChangesIntangibleAssetsOtherThanGoodwill" contextRef="ctxt_1" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">4,532</ix:nonFraction></td>     
                <td class="td_cnt"><ix:nonFraction name="ifrs-full:IncreaseDecreaseThroughTransfersAndOtherChangesIntangibleAssetsOtherThanGoodwill" contextRef="ctxt_5" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">6,370</ix:nonFraction></td>     
            </tr>
<tr>
                <td class="pad2 b">Загальна сума збільшення (зменшення) нематеріальних активів за винятком гудвілу</td>
<td class="td_cnt"><ix:nonFraction name="ifrs-full:ChangesInIntangibleAssetsOtherThanGoodwill" contextRef="ctxt_3456" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">4,532</ix:nonFraction></td>     
                <td class="td_cnt"><ix:nonFraction name="ifrs-full:ChangesInIntangibleAssetsOtherThanGoodwill" contextRef="ctxt_3459" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">362</ix:nonFraction></td>     
                <td class="td_cnt">(<ix:nonFraction name="ifrs-full:ChangesInIntangibleAssetsOtherThanGoodwill" contextRef="ctxt_3462" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3" sign = '-'>4,248</ix:nonFraction>)</td>   
                <td class="td_cnt"><ix:nonFraction name="ifrs-full:ChangesInIntangibleAssetsOtherThanGoodwill" contextRef="ctxt_3465" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">5,484</ix:nonFraction></td>   
                <td class="td_cnt"></td>   
                <td class="td_cnt"></td>   
                <td class="td_cnt"><ix:nonFraction name="ifrs-full:ChangesInIntangibleAssetsOtherThanGoodwill" contextRef="ctxt_3474" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">284</ix:nonFraction></td>     
                <td class="td_cnt"><ix:nonFraction name="ifrs-full:ChangesInIntangibleAssetsOtherThanGoodwill" contextRef="ctxt_3477" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">5,846</ix:nonFraction></td>
<td class="td_cnt"><ix:nonFraction name="ifrs-full:ChangesInIntangibleAssetsOtherThanGoodwill" contextRef="ctxt_571" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">4,532</ix:nonFraction></td>     
                <td class="td_cnt"><ix:nonFraction name="ifrs-full:ChangesInIntangibleAssetsOtherThanGoodwill" contextRef="ctxt_1112" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">362</ix:nonFraction></td>    
                <td class="td_cnt">(<ix:nonFraction name="ifrs-full:ChangesInIntangibleAssetsOtherThanGoodwill" contextRef="ctxt_1115" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3" sign = '-'>4,248</ix:nonFraction>)</td>  
                <td class="td_cnt"><ix:nonFraction name="ifrs-full:ChangesInIntangibleAssetsOtherThanGoodwill" contextRef="ctxt_1118" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">5,484</ix:nonFraction></td>  
                <td class="td_cnt"></td>   
                <td class="td_cnt"></td>  
                <td class="td_cnt"><ix:nonFraction name="ifrs-full:ChangesInIntangibleAssetsOtherThanGoodwill" contextRef="ctxt_1" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">284</ix:nonFraction></td>       
                <td class="td_cnt"><ix:nonFraction name="ifrs-full:ChangesInIntangibleAssetsOtherThanGoodwill" contextRef="ctxt_5" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">5,846</ix:nonFraction></td>       
            </tr>
            <tr>
                <td class="pad1 b">Нематеріальні активи за винятком гудвілу на кінець періоду</td>
<td class="td_cnt"><ix:nonFraction name="ifrs-full:IntangibleAssetsOtherThanGoodwill" contextRef="ctxt_3458" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">16,250</ix:nonFraction></td>      
                <td class="td_cnt"><ix:nonFraction name="ifrs-full:IntangibleAssetsOtherThanGoodwill" contextRef="ctxt_3461" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">11,718</ix:nonFraction></td>      
                <td class="td_cnt">(<ix:nonFraction name="ifrs-full:IntangibleAssetsOtherThanGoodwill" contextRef="ctxt_3464" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3" sign = '-'>4,248</ix:nonFraction>)</td>    
                <td class="td_cnt"></td>    
                <td class="td_cnt"></td>    
                <td class="td_cnt"></td>    
                <td class="td_cnt"><ix:nonFraction name="ifrs-full:IntangibleAssetsOtherThanGoodwill" contextRef="ctxt_3476" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">12,002</ix:nonFraction></td>      
                <td class="td_cnt"><ix:nonFraction name="ifrs-full:IntangibleAssetsOtherThanGoodwill" contextRef="ctxt_3479" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">11,718</ix:nonFraction></td>
<td class="td_cnt"><ix:nonFraction name="ifrs-full:IntangibleAssetsOtherThanGoodwill" contextRef="ctxt_572" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">16,250</ix:nonFraction></td>      
                <td class="td_cnt"><ix:nonFraction name="ifrs-full:IntangibleAssetsOtherThanGoodwill" contextRef="ctxt_1114" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">11,718</ix:nonFraction></td>     
                <td class="td_cnt">(<ix:nonFraction name="ifrs-full:IntangibleAssetsOtherThanGoodwill" contextRef="ctxt_1117" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3" sign = '-'>4,248</ix:nonFraction>)</td>   
                <td class="td_cnt"></td>   
                <td class="td_cnt"></td>    
                <td class="td_cnt"></td>   
                <td class="td_cnt"><ix:nonFraction name="ifrs-full:IntangibleAssetsOtherThanGoodwill" contextRef="ctxt_2" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">12,002</ix:nonFraction></td>        
                <td class="td_cnt"><ix:nonFraction name="ifrs-full:IntangibleAssetsOtherThanGoodwill" contextRef="ctxt_3" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">11,718</ix:nonFraction></td>        
            </tr>
</tbody>
    </table>
</div>
<div class="report_table" style="display:none">
    <table>
        <thead class="t_thead">
            <tr>
<th class="scale">тис. грн</th>
            </tr>    
            <tr class="thead th_lvl1">
                <th rowspan="8"></th>
</tr>
            <tr><th class="empty_th"></th></tr>
            <tr><th class="empty_th"></th></tr>
			<tr><th class="empty_th"></th></tr>
			<tr><th class="empty_th"></th></tr>
            <tr><th class="empty_th"></th></tr>
            <tr><th class="empty_th"></th></tr>
            <tr><th class="empty_th"></th></tr>            
        </thead>
        <tbody>
            <tr>
                <td class="pad0 b">Розкриття інформації про узгодження змін нематеріальних активів та гудвілу</td>
            </tr>
            <tr>
                <td class="pad1 b">Узгодження змін у нематеріальних активах та гудвілі</td>
            </tr>
            <tr>
                <td class="pad2">Нематеріальні активи та гудвіл на початок періоду</td>
</tr>
<tr>
                <td class="pad2 b">Нематеріальні активи та гудвіл на кінець періоду</td>
</tr>         
        </tbody>
    </table>
</div>
</div>
<div class="rep_cnt">
    <div class="rep_name_pnl">
        <a id="r826380"><span class="rep_name">[826380] Примітки - Запаси</span></a>
    </div>
<div class="report_table">
    <table>
        <tr>
            <td class="pad0 b">Розкриття інформації про запаси</td>
        </tr>
        <tr>            
            <td class="pad0"><p><ix:nonNumeric name="ifrs-full:DisclosureOfInventoriesExplanatory" contextRef="ctxt_1" escape="false"><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Запаси представлені наступними статтями:</span></p><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">&#160;</span></p><table border="0" cellspacing="0" cellpadding="0" style="border-collapse:collapse;"><tr><td valign="top" style="width:50%;padding:0pt 5.4pt 0pt 5.4pt;border-top:none;border-right:none;border-bottom:1pt #000000 solid;border-left:none;"><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">&#160;</span></p></td><td valign="top" style="width:34%;padding:0pt 5.4pt 0pt 5.4pt;border-top:none;border-right:none;border-bottom:1pt #000000 solid;border-left:none;"><p style="text-align:right;text-indent:-80pt;margin:0pt 0pt 0pt 80pt;"><span style="color:#000000;font-size:11pt;font-weight:bold;">31.12.2025</span></p></td><td valign="top" style="width:14%;padding:0pt 5.4pt 0pt 5.4pt;border-top:none;border-right:none;border-bottom:1pt #000000 solid;border-left:none;"><p style="text-align:right;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;font-weight:bold;">&#160; &#160;31.12.2024</span></p></td></tr><tr><td valign="top" style="width:50%;padding:0pt 5.4pt 0pt 5.4pt;border-top:1pt #000000 solid;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Сировина і матеріали</span></p></td><td valign="top" style="width:34%;padding:0pt 5.4pt 0pt 5.4pt;border-top:1pt #000000 solid;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:right;text-indent:-80pt;margin:0pt 0pt 0pt 80pt;"><span style="color:#000000;font-size:11pt;">&#160; 1 202</span></p></td><td valign="top" style="width:14%;padding:0pt 5.4pt 0pt 5.4pt;border-top:1pt #000000 solid;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:right;text-indent:-44pt;margin:0pt 0pt 0pt 44pt;"><span style="color:#000000;font-size:11pt;">1 136</span></p></td></tr><tr><td valign="top" style="width:50%;padding:0pt 5.4pt 0pt 5.4pt;border-top:none;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Паливо</span></p></td><td valign="top" style="width:34%;padding:0pt 5.4pt 0pt 5.4pt;border-top:none;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:right;text-indent:-80pt;margin:0pt 0pt 0pt 80pt;"><span style="color:#000000;font-size:11pt;">334</span></p></td><td valign="top" style="width:14%;padding:0pt 5.4pt 0pt 5.4pt;border-top:none;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:right;text-indent:-44pt;margin:0pt 0pt 0pt 44pt;"><span style="color:#000000;font-size:11pt;">188</span></p></td></tr><tr><td valign="top" style="width:50%;padding:0pt 5.4pt 0pt 5.4pt;border-top:none;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Запасні частини</span></p></td><td valign="top" style="width:34%;padding:0pt 5.4pt 0pt 5.4pt;border-top:none;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:right;text-indent:-80pt;margin:0pt 0pt 0pt 80pt;"><span style="color:#000000;font-size:11pt;">209</span></p></td><td valign="top" style="width:14%;padding:0pt 5.4pt 0pt 5.4pt;border-top:none;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:right;text-indent:-44pt;margin:0pt 0pt 0pt 44pt;"><span style="color:#000000;font-size:11pt;">193</span></p></td></tr><tr><td valign="top" style="width:50%;padding:0pt 5.4pt 0pt 5.4pt;border-top:none;border-right:none;border-bottom:1pt #000000 solid;border-left:none;"><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Малоцінні та швидкозношувані предмети</span></p></td><td valign="top" style="width:34%;padding:0pt 5.4pt 0pt 5.4pt;border-top:none;border-right:none;border-bottom:1pt #000000 solid;border-left:none;"><p style="text-align:right;text-indent:-80pt;margin:0pt 0pt 0pt 80pt;"><span style="color:#000000;font-size:11pt;">158</span></p></td><td valign="top" style="width:14%;padding:0pt 5.4pt 0pt 5.4pt;border-top:none;border-right:none;border-bottom:1pt #000000 solid;border-left:none;"><p style="text-align:right;text-indent:-44pt;margin:0pt 0pt 0pt 44pt;"><span style="color:#000000;font-size:11pt;">152</span></p></td></tr><tr style="height:12.2pt;"><td valign="top" style="width:50%;padding:0pt 5.4pt 0pt 5.4pt;border-top:1pt #000000 solid;border-right:none;border-bottom:1pt #000000 solid;border-left:none;"><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;font-weight:bold;">Всього</span></p></td><td valign="top" style="width:34%;padding:0pt 5.4pt 0pt 5.4pt;border-top:1pt #000000 solid;border-right:none;border-bottom:1pt #000000 solid;border-left:none;"><p style="text-align:right;text-indent:-80pt;margin:0pt 0pt 0pt 80pt;"><span style="color:#000000;font-size:11pt;font-weight:bold;">1 903</span></p></td><td valign="top" style="width:14%;padding:0pt 5.4pt 0pt 5.4pt;border-top:1pt #000000 solid;border-right:none;border-bottom:1pt #000000 solid;border-left:none;"><p style="text-align:right;text-indent:-44pt;margin:0pt 0pt 0pt 44pt;"><span style="color:#000000;font-size:11pt;font-weight:bold;">1 669</span></p></td></tr></table><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;">&#160;</span></p></ix:nonNumeric></p></td>
        </tr>
    </table>  
</div>
</div>
<div class="rep_cnt">
    <div class="rep_name_pnl">
        <a id="r827570"><span class="rep_name">[827570] Примітки - Інші забезпечення, умовні зобов'язання та умовні активи</span></a>
    </div>
<div class="report_table">
    <table>
        <tr>
            <td class="pad0 b">Розкриття інформації про інші забезпечення</td>
        </tr>
        <tr>            
            <td class="pad0"><p><ix:nonNumeric name="ifrs-full:DisclosureOfOtherProvisionsExplanatory" contextRef="ctxt_1" escape="false"><h3 style="text-align:justify;text-indent:0pt;margin:6pt 0pt 6pt 0pt;page-break-after:avoid;page-break-inside:avoid;"><span style="color:#000000;font-size:11pt;font-weight:bold;">Юридичні питання</span></h3><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Під час звичайної господарської діяльності до Підприємства висуваються судові позови. У випадку, коли ризик вибуття фінансових ресурсів, пов'язаних із такими позовами, вважається ймовірним, визнається відповідне зобов'язання у вигляді резерву на покриття судових витрат. Коли за оцінками керівництва, ризик вибуття фінансових ресурсів, пов'язаних із такими позовами, вважається можливим, проте не ймовірним, або суму вибуття ресурсів неможливо визначити достовірно, жодного резерву не визнається, а відповідна сума розкривається у примітках до фінансовій звітності.</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Станом на 31 грудня 2025 року сформовано резерв забезпечень на покриття майбутніх судових витрат у сумі 1&#160;350&#160;107 тис. грн (на 31 грудня 2024 року складає 1&#160;160 771 тис. грн).</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Станом на 31 грудня 2025 року в судах першої інстанції прийняті рішення на користь контрагентів (кредиторів) в частині стягнення штрафних санкцій. Всі вищезазначені судові справи проходять процедуру оскарження у судовому порядку. Відповідно судові рішення, які не набрали законної сили станом на 31.12.2025, позови, які знаходяться на розгляді у судах і по яким рішень не прийнято на даний час, то зобов'язання за цими судовими позовами є лише можливим, сума зобов'язання не піддається надійній оцінці, і підприємство не має впевненості що воно може спричинити вибуття ресурсів, оцінка таких зобов'язань буде підтверджена тільки після того, як відбудеться або не відбудеться одна чи кілька невизначених майбутніх подій, не повністю контрольованих підприємством. Зобов'язання за судовими рішеннями, які не набули законної сили визнаються та відображаються як умовні зобов'язання. Станом на 31.12.2025 відображено умовні зобов'язання на суму 2&#160;155&#160;788 тис. грн.</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Підприємство, з метою мінімізації негативних наслідків для підприємств енергетичної галузі через кризу неплатежів на ринку електричної енергії, приймає активну участь в розробці нормативно - правових актів,&#160;що регулюють правовідносини під час дії воєнного стану.</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Керівництво вважає, що сформувало в повному обсязі резерви стосовно ймовірних суттєвих збитків від судових розглядів у цій фінансовій звітності.</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Станом на дату звіту заборгованість перед ДП "Гарантований покупець" за &#160;рішенням судів різних інстанцій становить 10&#160;695&#160;026 тис. тис. штрафний санкцій (інфляційних витрат, річних відсотків, пені, штрафу, судового збору), з них:</span></p><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;"><br />-</span> <span style="color:#000000;font-size:11pt;">на стадіях апеляційного оскарження знаходиться ряд справ по яким прийняті рішення в судах першої інстанції</span> <span style="color:#000000;font-size:11pt;">про стягнення з НЕК "Укренерго" на користь Підприємства штрафних санкцій (інфляційних витрат, річних відсотків, пені, штрафу, судового збору) на загальну суму 3&#160;133 937 тис. грн.</span><span style="color:#000000;"><br />-</span> <span style="color:#000000;font-size:11pt;">&#160;за рішеннями апеляційного суду заборгованість НЕК "Укренерго" &#160;перед ДП "Гарантований покупець" становить 2&#160;294&#160;871 тис. грн штрафних санкцій (інфляційні витрати, річні проценти, судовий збір).</span><span style="color:#000000;"><br />-</span> <span style="color:#000000;font-size:11pt;">на стадіях апеляційного оскарження знаходиться ряд справ по яким прийняті рішення в судах першої інстанції про стягнення з АТ "НАЕК "Енергоатом" в особі філії "ВП "Енергоатом - Трейдинг" АТ "НАЕК "Енергоатом" на користь Підприємства штрафних санкцій (інфляційних витрат, річних відсотків, пені, штрафу, судового збору) на загальну суму 722&#160;166 тис. грн.</span><span style="color:#000000;"><br />-</span> <span style="color:#000000;font-size:11pt;">за рішеннями апеляційного суду заборгованість АТ "НАЕК "Енергоатом" в особі філії "ВП "Енергоатом - Трейдинг" АТ "НАЕК "Енергоатом" перед ДП "Гарантований покупець" становить 4 206 533 тис. грн штрафних санкцій (інфляційні витрати, річні проценти, судовий збір).</span><span style="color:#000000;"><br />-</span> <span style="color:#000000;font-size:11pt;">на стадіях апеляційного оскарження знаходиться ряд справ по яким прийняті рішення в судах першої інстанції про стягнення з ПрАТ "Укргідроенерго" на користь Підприємства штрафних санкцій (інфляційних витрат, річних відсотків, пені, штрафу, судового збору) на загальну суму 12&#160;134 &#160;тис. грн.</span><span style="color:#000000;"><br />-</span> <span style="color:#000000;font-size:11pt;">за рішеннями апеляційного суду заборгованість ПрАТ "Укргідроенерго" перед ДП "Гарантований покупець" становить 233&#160;371 тис. грн штрафних санкцій (інфляційні витрати, річні проценти, судовий збір).</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">- інші судові справи на загальну суму &#160;штрафний санкцій (інфляційних витрат, річних відсотків, пені, штрафу, судового збору) 92&#160;014 тис. грн.</span></p><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;">&#160;</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Законом України "Про внесення змін до деяких законів України у сферах енергетики і теплопостачання щодо удосконалення окремих положень, пов'язаних із веденням господарської діяльності та дією воєнного стану в Україні", були внесені зміни до Закону України "Про виконавче провадження" про тимчасове, на час дії воєнного стану в Україні, зупинення вчинення виконавчих дій та заходів примусового виконання рішень у виконавчих провадженнях в частині стягнення сум індексу інфляції, процентів річних та сум неустойки (штрафу, пені) за прострочення виконання грошових зобов'язань за договорами, що виникли у період з 24 лютого &#160;2022 року по 1 вересня 2024 року.&#160;</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Крім того, відповідно до Постанови НКРЕКП № 332 від 25 лютого 2022 року "Про забезпечення стабільного функціонування ринку електричної енергії, у тому числі фінансового стану учасників ринку електричної енергії на період дії в Україні воєнного стану" з метою забезпечення операційної безпеки функціонування основної частини ОЕС України, з поміж іншого, на період дії в Україні воєнного стану та протягом 30 днів після його припинення або скасування було зупинено нарахування та стягнення штрафних санкцій, передбачених договорами, що укладені відповідно до Закону України "Про ринок електричної енергії", між учасниками ринку електричної енергії.</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Зважаючи на сутність правовідносин між Підприємством, державними енергетичними компаніями, регулятором та державою, причини виникнення заборгованості, неможливості її вчасного погашення, ДП "Гарантований покупець" не має можливості впливу на чистий рух грошових коштів по зазначеним судовим справам, отже, зберігаються суттєві фактори невизначеності щодо фактичного отримання економічних вигід.</span></p><h2 style="text-align:justify;text-indent:-14pt;margin:0pt 0pt 0pt 14pt;page-break-after:avoid;page-break-inside:avoid;"><span style="color:#000000;font-size:11pt;font-weight:bold;">&#160;</span></h2><h2 style="text-align:justify;text-indent:-14pt;margin:0pt 0pt 0pt 14pt;page-break-after:avoid;page-break-inside:avoid;"><span style="color:#000000;font-size:11pt;font-weight:bold;">Довгострокові зобов'язання і забезпечення</span></h2><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Відповідно до частини п'ятої статті 71 Закону України "Про ринок електричної енергії" типовий договір купівлі-продажу електричної енергії за "зеленим" тарифом та типовий договір про надання послуги за механізмом ринкової премії мають передбачати право суб'єкта господарювання, якому встановлено "зелений" тариф, та суб'єкта господарювання, який за результатами аукціону набув право на підтримку, під час укладення договору обрати порядок вирішення спорів, що виникають між сторонами договору, в арбітражі за Арбітражним регламентом Міжнародної торгової палати (ICC) з місцем арбітражу у місті Парижі (Французька Республіка), за умови що такий суб'єкт господарювання, якому встановлено "зелений" тариф, та суб'єкт господарювання, який за результатами аукціону набув право на підтримку, є підприємством з іноземними інвестиціями в розумінні Господарського кодексу України. У разі обрання зазначеного порядку вирішення спорів, суб'єкт господарювання, під час укладання договору одночасно зобов'язується сплачувати на користь гарантованого покупця внески для створення спеціального (цільового) фонду, призначеного для покриття арбітражних витрат гарантованого покупця.</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Кошти спеціального фонду гарантованого покупця мають цільовий характер та можуть використовуватися виключно для здійснення витрат гарантованого покупця на вирішення спорів в арбітражі. Контроль за використанням коштів спеціального фонду здійснює Національна комісія, що здійснює державне регулювання у сферах енергетики та комунальних послуг.</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Всього станом на 31 грудня 2025 року сформовано фонд на загальну суму 27 713 тис. грн (на 31 грудня 2024 року 14 922 тис. грн).</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">&#160;</span></p></ix:nonNumeric></p></td>
        </tr>    
    </table>  
</div>
<div class="report_table">
    <table>
        <thead class="t_thead">
            <tr>
                <th colspan="2" class="scale"></th>
                <th colspan="2" class="scale"></th>
                <th colspan="2" class="scale"></th>
                <th colspan="2" class="scale"></th>
                <th colspan="2" class="scale"></th>
                <th colspan="2" class="scale"></th>
                <th colspan="2" class="scale"></th>
                <th colspan="2" class="scale"></th>
                <th colspan="2" class="scale"></th>
                <th colspan="2" class="scale"></th>
                <th colspan="2" class="scale"></th>
                <th class="scale">тис. грн</th>
            </tr>
            <tr class="thead th_lvl1">
                <th rowspan="3"></th>
                <th colspan="2" class="no_r_brd"></th>                            
                <th colspan="2" class="no_r_brd no_l_brd"></th>           
                <th colspan="2" class="no_r_brd no_l_brd"></th>           
                <th colspan="2" class="no_r_brd no_l_brd"></th>           
                <th colspan="2" class="no_r_brd no_l_brd"></th>           
                <th colspan="2" class="no_r_brd no_l_brd"></th>           
                <th colspan="2" class="no_r_brd no_l_brd"></th>           
                <th colspan="2" class="no_r_brd no_l_brd"></th>           
                <th colspan="2" class="no_r_brd no_l_brd"></th>           
                <th colspan="2" class="no_r_brd no_l_brd"></th>           
                <th colspan="2" rowspan="2" class="no_l_brd">Класи інших забезпечень</th>
            </tr>
            <tr class="thead th_lvl2">
                <th colspan="2">Забезпечення за гарантією якості</th>                                      
                <th colspan="2">Забезпечення на реструктуризацію</th>                                      
                <th colspan="2">Забезпечення, пов'язане з судовим провадженням</th>                        
                <th colspan="2">Забезпечення на відшкодування</th>                                         
                <th colspan="2">Забезпечення за обтяжливими договорами</th>                                
                <th colspan="2">Забезпечення на виведення з експлуатації, відновлення та реабілітацію</th> 
                <th colspan="2">Інше забезпечення, що пов'язане з довкіллям</th>                           
                <th colspan="2">Забезпечення щодо загальних кредитних зобов'язань</th>                     
                <th colspan="2">Забезпечення на податки крім податку на прибуток</th>                      
                <th colspan="2">Різні інші забезпечення</th>                                               
            </tr>
            <tr class="thead th_lvl3">
                <th>Поточний звітний період</th>   
                <th>Порівняльний звітний період</th> 
                <th>Поточний звітний період</th>   
                <th>Порівняльний звітний період</th> 
                <th>Поточний звітний період</th>   
                <th>Порівняльний звітний період</th> 
                <th>Поточний звітний період</th>   
                <th>Порівняльний звітний період</th> 
                <th>Поточний звітний період</th>   
                <th>Порівняльний звітний період</th> 
                <th>Поточний звітний період</th>   
                <th>Порівняльний звітний період</th> 
                <th>Поточний звітний період</th>   
                <th>Порівняльний звітний період</th> 
                <th>Поточний звітний період</th>   
                <th>Порівняльний звітний період</th> 
                <th>Поточний звітний період</th>   
                <th>Порівняльний звітний період</th> 
                <th>Поточний звітний період</th>   
                <th>Порівняльний звітний період</th> 
                <th>Поточний звітний період</th>   
                <th>Порівняльний звітний період</th>                
            </tr>            
        </thead>
        <tbody>
            <tr>
                <td class="pad0 b">Розкриття інформації про інші забезпечення</td>
            </tr>
            <tr>
                <td class="pad1 b">Узгодження змін в інших забезпеченнях</td>
            </tr>
            <tr>
                <td class="pad2">Інше забезпечення на початок періоду</td>
                <td class="td_cnt"></td> 
                <td class="td_cnt"></td> 
                <td class="td_cnt"></td> 
                <td class="td_cnt"></td> 
                <td class="td_cnt"><ix:nonFraction name="ifrs-full:OtherProvisions" contextRef="ctxt_4665" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">1,160,771</ix:nonFraction></td> 
                <td class="td_cnt"><ix:nonFraction name="ifrs-full:OtherProvisions" contextRef="ctxt_4668" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">2,011,525</ix:nonFraction></td> 
                <td class="td_cnt"></td> 
                <td class="td_cnt"></td> 
                <td class="td_cnt"></td>
                <td class="td_cnt"></td>
                <td class="td_cnt"></td>
                <td class="td_cnt"></td>
                <td class="td_cnt"></td>
                <td class="td_cnt"></td>
                <td class="td_cnt"></td>
                <td class="td_cnt"></td>
                <td class="td_cnt"></td>
                <td class="td_cnt"></td>
                <td class="td_cnt"><ix:nonFraction name="ifrs-full:OtherProvisions" contextRef="ctxt_4707" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">14,922</ix:nonFraction></td>
                <td class="td_cnt"><ix:nonFraction name="ifrs-full:OtherProvisions" contextRef="ctxt_4710" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">1,697</ix:nonFraction></td>
                <td class="td_cnt"><ix:nonFraction name="ifrs-full:OtherProvisions" contextRef="ctxt_8" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">1,175,693</ix:nonFraction></td>   
                <td class="td_cnt"><ix:nonFraction name="ifrs-full:OtherProvisions" contextRef="ctxt_9" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">2,013,222</ix:nonFraction></td>   
            </tr>
            <tr>
                <td class="pad2">Зміни в інших забезпеченнях</td>
            </tr>
            <tr>
                <td class="pad3">Додаткові забезпечення, інші забезпечення</td>
            </tr>
<tr>
                <td class="pad4">Збільшення існуючих забезпечень, інші забезпечення</td>
                <td class="td_cnt"></td> 
                <td class="td_cnt"></td> 
                <td class="td_cnt"></td> 
                <td class="td_cnt"></td> 
                <td class="td_cnt"><ix:nonFraction name="ifrs-full:IncreaseDecreaseInExistingProvisionsOtherProvisions" contextRef="ctxt_4666" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">1,969,554</ix:nonFraction></td> 
                <td class="td_cnt"><ix:nonFraction name="ifrs-full:IncreaseDecreaseInExistingProvisionsOtherProvisions" contextRef="ctxt_4669" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">1,104,437</ix:nonFraction></td> 
                <td class="td_cnt"></td> 
                <td class="td_cnt"></td> 
                <td class="td_cnt"></td>
                <td class="td_cnt"></td>
                <td class="td_cnt"></td>
                <td class="td_cnt"></td>
                <td class="td_cnt"></td>
                <td class="td_cnt"></td>
                <td class="td_cnt"></td>
                <td class="td_cnt"></td>
                <td class="td_cnt"></td>
                <td class="td_cnt"></td>
                <td class="td_cnt"><ix:nonFraction name="ifrs-full:IncreaseDecreaseInExistingProvisionsOtherProvisions" contextRef="ctxt_4708" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">12,791</ix:nonFraction></td>
                <td class="td_cnt"><ix:nonFraction name="ifrs-full:IncreaseDecreaseInExistingProvisionsOtherProvisions" contextRef="ctxt_4711" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">13,225</ix:nonFraction></td>
                <td class="td_cnt"><ix:nonFraction name="ifrs-full:IncreaseDecreaseInExistingProvisionsOtherProvisions" contextRef="ctxt_1" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">1,982,345</ix:nonFraction></td>   
                <td class="td_cnt"><ix:nonFraction name="ifrs-full:IncreaseDecreaseInExistingProvisionsOtherProvisions" contextRef="ctxt_5" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">1,117,662</ix:nonFraction></td>   
            </tr>
            <tr>
                <td class="pad4 b">Загальна сума додаткових забезпечень, інші забезпечення</td>
                <td class="td_cnt b"><ix:nonFraction name="ifrs-full:AdditionalProvisionsOtherProvisions" contextRef="ctxt_4654" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">0</ix:nonFraction></td> 
                <td class="td_cnt b"><ix:nonFraction name="ifrs-full:AdditionalProvisionsOtherProvisions" contextRef="ctxt_4657" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">0</ix:nonFraction></td> 
                <td class="td_cnt b"><ix:nonFraction name="ifrs-full:AdditionalProvisionsOtherProvisions" contextRef="ctxt_4660" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">0</ix:nonFraction></td> 
                <td class="td_cnt b"><ix:nonFraction name="ifrs-full:AdditionalProvisionsOtherProvisions" contextRef="ctxt_4663" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">0</ix:nonFraction></td> 
                <td class="td_cnt b"><ix:nonFraction name="ifrs-full:AdditionalProvisionsOtherProvisions" contextRef="ctxt_4666" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">1,969,554</ix:nonFraction></td> 
                <td class="td_cnt b"><ix:nonFraction name="ifrs-full:AdditionalProvisionsOtherProvisions" contextRef="ctxt_4669" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">1,104,437</ix:nonFraction></td> 
                <td class="td_cnt b"><ix:nonFraction name="ifrs-full:AdditionalProvisionsOtherProvisions" contextRef="ctxt_4672" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">0</ix:nonFraction></td> 
                <td class="td_cnt b"><ix:nonFraction name="ifrs-full:AdditionalProvisionsOtherProvisions" contextRef="ctxt_4675" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">0</ix:nonFraction></td> 
                <td class="td_cnt b"><ix:nonFraction name="ifrs-full:AdditionalProvisionsOtherProvisions" contextRef="ctxt_4678" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">0</ix:nonFraction></td>
                <td class="td_cnt b"><ix:nonFraction name="ifrs-full:AdditionalProvisionsOtherProvisions" contextRef="ctxt_4681" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">0</ix:nonFraction></td>
                <td class="td_cnt b"><ix:nonFraction name="ifrs-full:AdditionalProvisionsOtherProvisions" contextRef="ctxt_4684" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">0</ix:nonFraction></td>
                <td class="td_cnt b"><ix:nonFraction name="ifrs-full:AdditionalProvisionsOtherProvisions" contextRef="ctxt_4687" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">0</ix:nonFraction></td>
                <td class="td_cnt b"><ix:nonFraction name="ifrs-full:AdditionalProvisionsOtherProvisions" contextRef="ctxt_4690" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">0</ix:nonFraction></td>
                <td class="td_cnt b"><ix:nonFraction name="ifrs-full:AdditionalProvisionsOtherProvisions" contextRef="ctxt_4693" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">0</ix:nonFraction></td>
                <td class="td_cnt b"><ix:nonFraction name="ifrs-full:AdditionalProvisionsOtherProvisions" contextRef="ctxt_4696" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">0</ix:nonFraction></td>
                <td class="td_cnt b"><ix:nonFraction name="ifrs-full:AdditionalProvisionsOtherProvisions" contextRef="ctxt_4699" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">0</ix:nonFraction></td>
                <td class="td_cnt b"><ix:nonFraction name="ifrs-full:AdditionalProvisionsOtherProvisions" contextRef="ctxt_4702" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">0</ix:nonFraction></td>
                <td class="td_cnt b"><ix:nonFraction name="ifrs-full:AdditionalProvisionsOtherProvisions" contextRef="ctxt_4705" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">0</ix:nonFraction></td>
                <td class="td_cnt b"><ix:nonFraction name="ifrs-full:AdditionalProvisionsOtherProvisions" contextRef="ctxt_4708" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">12,791</ix:nonFraction></td>
                <td class="td_cnt b"><ix:nonFraction name="ifrs-full:AdditionalProvisionsOtherProvisions" contextRef="ctxt_4711" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">13,225</ix:nonFraction></td>
                <td class="td_cnt b"><ix:nonFraction name="ifrs-full:AdditionalProvisionsOtherProvisions" contextRef="ctxt_1" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">1,982,345</ix:nonFraction></td>   
                <td class="td_cnt b"><ix:nonFraction name="ifrs-full:AdditionalProvisionsOtherProvisions" contextRef="ctxt_5" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">1,117,662</ix:nonFraction></td>   
            </tr>
<tr>
                <td class="pad3">Забезпечення використані, інші забезпечння</td>
                <td class="td_cnt"></td> 
                <td class="td_cnt"></td> 
                <td class="td_cnt"></td> 
                <td class="td_cnt"></td> 
                <td class="td_cnt">(<ix:nonFraction name="ifrs-full:ProvisionUsedOtherProvisions" contextRef="ctxt_4666" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">1,780,218</ix:nonFraction>)</td> 
                <td class="td_cnt">(<ix:nonFraction name="ifrs-full:ProvisionUsedOtherProvisions" contextRef="ctxt_4669" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">1,955,191</ix:nonFraction>)</td> 
                <td class="td_cnt"></td> 
                <td class="td_cnt"></td> 
                <td class="td_cnt"></td>
                <td class="td_cnt"></td>
                <td class="td_cnt"></td>
                <td class="td_cnt"></td>
                <td class="td_cnt"></td>
                <td class="td_cnt"></td>
                <td class="td_cnt"></td>
                <td class="td_cnt"></td>
                <td class="td_cnt"></td>
                <td class="td_cnt"></td>
                <td class="td_cnt"></td>
                <td class="td_cnt"></td>
                <td class="td_cnt">(<ix:nonFraction name="ifrs-full:ProvisionUsedOtherProvisions" contextRef="ctxt_1" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">1,780,218</ix:nonFraction>)</td>   
                <td class="td_cnt">(<ix:nonFraction name="ifrs-full:ProvisionUsedOtherProvisions" contextRef="ctxt_5" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">1,955,191</ix:nonFraction>)</td>   
            </tr>
<tr>
                <td class="pad3 b">Загальна сума збільшення (зменшення) інших забезпечень</td>
                <td class="td_cnt b"><ix:nonFraction name="ifrs-full:ChangesInOtherProvisions" contextRef="ctxt_4654" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">0</ix:nonFraction></td> 
                <td class="td_cnt b"><ix:nonFraction name="ifrs-full:ChangesInOtherProvisions" contextRef="ctxt_4657" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">0</ix:nonFraction></td> 
                <td class="td_cnt b"><ix:nonFraction name="ifrs-full:ChangesInOtherProvisions" contextRef="ctxt_4660" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">0</ix:nonFraction></td> 
                <td class="td_cnt b"><ix:nonFraction name="ifrs-full:ChangesInOtherProvisions" contextRef="ctxt_4663" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">0</ix:nonFraction></td> 
                <td class="td_cnt b"><ix:nonFraction name="ifrs-full:ChangesInOtherProvisions" contextRef="ctxt_4666" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">189,336</ix:nonFraction></td> 
                <td class="td_cnt b">(<ix:nonFraction name="ifrs-full:ChangesInOtherProvisions" contextRef="ctxt_4669" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3" sign = '-'>850,754</ix:nonFraction>)</td> 
                <td class="td_cnt b"><ix:nonFraction name="ifrs-full:ChangesInOtherProvisions" contextRef="ctxt_4672" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">0</ix:nonFraction></td> 
                <td class="td_cnt b"><ix:nonFraction name="ifrs-full:ChangesInOtherProvisions" contextRef="ctxt_4675" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">0</ix:nonFraction></td> 
                <td class="td_cnt b"><ix:nonFraction name="ifrs-full:ChangesInOtherProvisions" contextRef="ctxt_4678" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">0</ix:nonFraction></td>
                <td class="td_cnt b"><ix:nonFraction name="ifrs-full:ChangesInOtherProvisions" contextRef="ctxt_4681" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">0</ix:nonFraction></td>
                <td class="td_cnt b"><ix:nonFraction name="ifrs-full:ChangesInOtherProvisions" contextRef="ctxt_4684" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">0</ix:nonFraction></td>
                <td class="td_cnt b"><ix:nonFraction name="ifrs-full:ChangesInOtherProvisions" contextRef="ctxt_4687" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">0</ix:nonFraction></td>
                <td class="td_cnt b"><ix:nonFraction name="ifrs-full:ChangesInOtherProvisions" contextRef="ctxt_4690" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">0</ix:nonFraction></td>
                <td class="td_cnt b"><ix:nonFraction name="ifrs-full:ChangesInOtherProvisions" contextRef="ctxt_4693" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">0</ix:nonFraction></td>
                <td class="td_cnt b"><ix:nonFraction name="ifrs-full:ChangesInOtherProvisions" contextRef="ctxt_4696" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">0</ix:nonFraction></td>
                <td class="td_cnt b"><ix:nonFraction name="ifrs-full:ChangesInOtherProvisions" contextRef="ctxt_4699" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">0</ix:nonFraction></td>
                <td class="td_cnt b"><ix:nonFraction name="ifrs-full:ChangesInOtherProvisions" contextRef="ctxt_4702" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">0</ix:nonFraction></td>
                <td class="td_cnt b"><ix:nonFraction name="ifrs-full:ChangesInOtherProvisions" contextRef="ctxt_4705" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">0</ix:nonFraction></td>
                <td class="td_cnt b"><ix:nonFraction name="ifrs-full:ChangesInOtherProvisions" contextRef="ctxt_4708" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">12,791</ix:nonFraction></td>
                <td class="td_cnt b"><ix:nonFraction name="ifrs-full:ChangesInOtherProvisions" contextRef="ctxt_4711" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">13,225</ix:nonFraction></td>
                <td class="td_cnt b"><ix:nonFraction name="ifrs-full:ChangesInOtherProvisions" contextRef="ctxt_1" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">202,127</ix:nonFraction></td>   
                <td class="td_cnt b">(<ix:nonFraction name="ifrs-full:ChangesInOtherProvisions" contextRef="ctxt_5" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3" sign = '-'>837,529</ix:nonFraction>)</td>   
            </tr>
            <tr>
                <td class="pad2 b">Інше забезпечення на кінець періоду</td>
                <td class="td_cnt b"><ix:nonFraction name="ifrs-full:OtherProvisions" contextRef="ctxt_4655" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">0</ix:nonFraction></td> 
                <td class="td_cnt b"><ix:nonFraction name="ifrs-full:OtherProvisions" contextRef="ctxt_4658" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">0</ix:nonFraction></td> 
                <td class="td_cnt b"><ix:nonFraction name="ifrs-full:OtherProvisions" contextRef="ctxt_4661" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">0</ix:nonFraction></td> 
                <td class="td_cnt b"><ix:nonFraction name="ifrs-full:OtherProvisions" contextRef="ctxt_4664" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">0</ix:nonFraction></td> 
                <td class="td_cnt b"><ix:nonFraction name="ifrs-full:OtherProvisions" contextRef="ctxt_4667" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">1,350,107</ix:nonFraction></td> 
                <td class="td_cnt b"><ix:nonFraction name="ifrs-full:OtherProvisions" contextRef="ctxt_4670" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">1,160,771</ix:nonFraction></td> 
                <td class="td_cnt b"><ix:nonFraction name="ifrs-full:OtherProvisions" contextRef="ctxt_4673" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">0</ix:nonFraction></td> 
                <td class="td_cnt b"><ix:nonFraction name="ifrs-full:OtherProvisions" contextRef="ctxt_4676" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">0</ix:nonFraction></td> 
                <td class="td_cnt b"><ix:nonFraction name="ifrs-full:OtherProvisions" contextRef="ctxt_4679" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">0</ix:nonFraction></td>
                <td class="td_cnt b"><ix:nonFraction name="ifrs-full:OtherProvisions" contextRef="ctxt_4682" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">0</ix:nonFraction></td>
                <td class="td_cnt b"><ix:nonFraction name="ifrs-full:OtherProvisions" contextRef="ctxt_4685" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">0</ix:nonFraction></td>
                <td class="td_cnt b"><ix:nonFraction name="ifrs-full:OtherProvisions" contextRef="ctxt_4688" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">0</ix:nonFraction></td>
                <td class="td_cnt b"><ix:nonFraction name="ifrs-full:OtherProvisions" contextRef="ctxt_4691" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">0</ix:nonFraction></td>
                <td class="td_cnt b"><ix:nonFraction name="ifrs-full:OtherProvisions" contextRef="ctxt_4694" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">0</ix:nonFraction></td>
                <td class="td_cnt b"><ix:nonFraction name="ifrs-full:OtherProvisions" contextRef="ctxt_4697" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">0</ix:nonFraction></td>
                <td class="td_cnt b"><ix:nonFraction name="ifrs-full:OtherProvisions" contextRef="ctxt_4700" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">0</ix:nonFraction></td>
                <td class="td_cnt b"><ix:nonFraction name="ifrs-full:OtherProvisions" contextRef="ctxt_4703" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">0</ix:nonFraction></td>
                <td class="td_cnt b"><ix:nonFraction name="ifrs-full:OtherProvisions" contextRef="ctxt_4706" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">0</ix:nonFraction></td>
                <td class="td_cnt b"><ix:nonFraction name="ifrs-full:OtherProvisions" contextRef="ctxt_4709" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">27,713</ix:nonFraction></td>
                <td class="td_cnt b"><ix:nonFraction name="ifrs-full:OtherProvisions" contextRef="ctxt_4712" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">14,922</ix:nonFraction></td>
                <td class="td_cnt b"><ix:nonFraction name="ifrs-full:OtherProvisions" contextRef="ctxt_2" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">1,377,820</ix:nonFraction></td>   
                <td class="td_cnt b"><ix:nonFraction name="ifrs-full:OtherProvisions" contextRef="ctxt_3" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">1,175,693</ix:nonFraction></td>   
            </tr>
        </tbody>
    </table>
</div>
<div class="report_table">
    <table>
        <tr>
             <td class="pad0 b">Розкриття інформації про умовні зобов'язання</td>
        </tr>
        <tr>     
             <td class="pad0"><p><ix:nonNumeric name="ifrs-full:DisclosureOfContingentLiabilitiesExplanatory" contextRef="ctxt_1" escape="false"><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;">Станом на звітну дату Підприємство виступає відповідачем у значній кількості судових проваджень, які перебувають на розгляді судів першої інстанції та щодо яких станом на дату затвердження цієї фінансової звітності не прийнято рішень по суті спору. Зазначені судові справи переважно стосуються вимог контрагентів щодо стягнення штрафних санкцій, нарахованих у зв'язку із простроченням виконання Підприємством зобов'язань за договорами укладеними на ринку електричної енергії та пов'язаними з ними розрахунками.</span></p><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;">&#160;</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;">Серед позивачів у таких справах є АТ "НАЕК "Енергоатом", НЕК "Укренерго", виробники ВДЕ, інші контрагенти Підприємства.</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;">&#160;</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;">Станом на звітну дату керівництво Підприємства не має можливості здійснити наближену надійну оцінку обґрунтованого обсягу можливих вимог за зазначеними судовими справами, оскільки судові спори перебувають на початкових стадіях розгляду, фактичні обставини справ та правові позиції сторін ще не сформовані остаточно, значна частина вимог оскаржується Підприємством з підстав застосування норм спеціального законодавства енергетичної галузі, дії регуляторних обмежень, а також з урахуванням особливих умов функціонування ринку електричної енергії під час воєнного стану.</span></p><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;">&#160;</span></p></ix:nonNumeric></p></td>
        </tr>    
    </table>  
</div>
</div>
<div class="rep_cnt">
    <div class="rep_name_pnl">
        <a id="r832610"><span class="rep_name">[832610] Примітки - Оренда</span></a>
    </div>
<div class="report_table">
    <table>
        <tr>
            <td class="pad0 b">Розкриття інформації про оренду</td>
        </tr>
        <tr>            
            <td class="pad0"><p><ix:nonNumeric name="ifrs-full:DisclosureOfLeasesExplanatory" contextRef="ctxt_1" escape="false"><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">ДП "Гарантований покупець" орендує нежитлове приміщенням під розміщення офісу. На дату укладання договору оренди Підприємство оцінило орендне зобов'язання за теперішньою вартістю несплачених орендних платежів. Сума визначена шляхом дисконтування майбутніх платежів з використанням відсоткової ставки відповідно до статистичних даних НБУ. Застосована ставка дисконтування - 13,5 % річних.</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">&#160;</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">На дату початку оренди, орендні платежі, включені в оцінку орендного зобов'язання, складаються з фіксованого платежу.</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;">&#160;</span></p></ix:nonNumeric></p></td>
        </tr> 
    </table>  
</div>		
<div class="report_partition_name">	
    <table>	
		<tr>
            <td class="partition_name_h1">Розкриття інформації орендарем</td>
        </tr>
    </table>  
</div>	
<div class="report_partition_name">	
    <table>				
		<tr>
            <td class="partition_name_h2">Подання оренди для орендаря</td>
        </tr>	
    </table>  
</div>
<div class="report_table">
    <table>
        <tr>
            <td class="pad3 b">Опис статей звіту про фінансовий стан, які включають активи з права користування</td>
        </tr>
        <tr>            
            <td class="pad3"><p><ix:nonNumeric name="ifrs-full:DescriptionOfLineItemsInStatementOfFinancialPositionWhichIncludeRightofuseAssets" contextRef="ctxt_1" escape="false"><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Зміни активів з права користування представлено нижче:</span></p><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">&#160;</span></p><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">&#160;</span></p><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 2pt 0pt;"><span style="color:#000000;font-size:11pt;">Первісна вартість станом на 31.12.2023 &#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160; &#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160; &#160;4 645</span></p><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 2pt 0pt;"><span style="color:#000000;font-size:11pt;">Накопичена амортизація станом на 31.12.2023 &#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160; &#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160; (4 645)</span></p><div style="border-top:1pt #000000 solid;border-right:none;border-bottom:1pt #000000 solid;border-left:none;padding:0pt 0pt 0pt 0pt;"><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 2pt 0pt;"><span style="color:#000000;font-size:11pt;font-weight:bold;">Балансова вартість станом на 31.12.2023 &#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160; &#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160; &#160;</span><span style="color:#000000;font-size:11pt;">-</span></p></div><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 2pt 0pt;"><span style="color:#000000;font-size:11pt;">Збільшення за рахунок укладання нових договорів &#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160; &#160; 6 513</span></p><div style="border-top:none;border-right:none;border-bottom:1pt #000000 solid;border-left:none;padding:0pt 0pt 0pt 0pt;"><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 2pt 0pt;"><span style="color:#000000;font-size:11pt;">Нарахована амортизація &#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;(6&#160;513)</span></p></div><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 2pt 0pt;"><span style="color:#000000;font-size:11pt;">Первісна вартість станом на 31.12.2024 &#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160; &#160;&#160; 6 513</span></p><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 2pt 0pt;"><span style="color:#000000;font-size:11pt;">Накопичена амортизація станом на 31.12.2024 &#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;(6&#160;513)</span></p><div style="border-top:1pt #000000 solid;border-right:none;border-bottom:1pt #000000 solid;border-left:none;padding:0pt 0pt 0pt 0pt;"><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 2pt 0pt;"><span style="color:#000000;font-size:11pt;font-weight:bold;">Балансова вартість станом на 31.12.2024 &#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;</span><span style="color:#000000;font-size:11pt;">-</span></p></div><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 2pt 0pt;"><span style="color:#000000;font-size:11pt;">Збільшення за рахунок укладання нових договорів &#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;7 222</span></p><div style="border-top:none;border-right:none;border-bottom:1pt #000000 solid;border-left:none;padding:0pt 0pt 0pt 0pt;"><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 2pt 0pt;"><span style="color:#000000;font-size:11pt;">Нарахована амортизація &#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160; (7 222)</span></p></div><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 2pt 0pt;"><span style="color:#000000;font-size:11pt;">Первісна вартість станом на 31.12.2025 &#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160; 7 222</span></p><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 2pt 0pt;"><span style="color:#000000;font-size:11pt;">Накопичена амортизація станом на 31.12.2025 &#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160; &#160;(7 222)</span></p><div style="border-top:1pt #000000 solid;border-right:none;border-bottom:1pt #000000 solid;border-left:none;padding:0pt 0pt 0pt 0pt;"><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 2pt 0pt;"><span style="color:#000000;font-size:11pt;font-weight:bold;">Балансова вартість станом на 31.12.2025 &#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160; &#160;-</span></p></div><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">&#160;</span></p><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">&#160;</span></p></ix:nonNumeric></p></td>
        </tr>
    </table>  
</div>
<div class="report_table">
    <table>
        <tr>
            <td class="pad3 b">Опис статей звіту про фінансовий стан, які включають зобов'язання за орендою</td>
        </tr>
        <tr>            
            <td class="pad3"><p><ix:nonNumeric name="ifrs-full:DescriptionOfLineItemsInStatementOfFinancialPositionWhichIncludeLeaseLiabilities" contextRef="ctxt_1" escape="false"><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Зміни зобов'язання з оренди за звітний період представлено нижче:</span></p><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">&#160;</span></p><div style="border-top:1pt #000000 solid;border-right:none;border-bottom:1pt #000000 solid;border-left:none;padding:0pt 0pt 0pt 0pt;"><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 2pt 0pt;"><span style="color:#000000;font-size:11pt;font-weight:bold;">Балансова вартість станом на 31.12.2023 &#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160; -</span></p></div><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 2pt 0pt;"><span style="color:#000000;font-size:11pt;">Збільшення за рахунок укладання нових договорів &#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;6 513</span></p><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 2pt 0pt;"><span style="color:#000000;font-size:11pt;">Фінансові витрати &#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;541</span></p><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 2pt 0pt;"><span style="color:#000000;font-size:11pt;">Сплачено орендних платежів &#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;(7&#160;054)</span></p><div style="border-top:1pt #000000 solid;border-right:none;border-bottom:1pt #000000 solid;border-left:none;padding:0pt 0pt 0pt 0pt;"><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 2pt 0pt;"><span style="color:#000000;font-size:11pt;font-weight:bold;">Балансова вартість станом на 31.12.2024 &#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;-</span></p></div><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 2pt 0pt;"><span style="color:#000000;font-size:11pt;">Збільшення за рахунок укладання нових договорів &#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;7 222</span></p><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 2pt 0pt;"><span style="color:#000000;font-size:11pt;">Фінансові витрати &#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;539</span></p><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 2pt 0pt;"><span style="color:#000000;font-size:11pt;">Сплачено орендних платежів &#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;(7 761)</span></p><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;font-weight:bold;">Балансова вартість станом на 31.12.2025</span></p></ix:nonNumeric></p></td>
        </tr>    
    </table>  
</div>
<div class="report_table">
    <table>
        <thead class="t_thead">
            <tr>
<th colspan="10" class="scale"></th>
                <th colspan="10" class="scale"></th>
<th colspan="10" class="scale"></th>
<th colspan="10" class="scale"></th>
                <th class="scale">тис. грн</th>
            </tr>
			<tr class="thead th_lvl1">
                <th rowspan="8"></th>
<th colspan="10" class="no_r_brd no_l_brd"></th>                 
                <th colspan="10" class="no_r_brd no_l_brd"></th>
<th colspan="10" class="no_r_brd no_l_brd"></th>
<th colspan="10" rowspan="4" class="no_l_brd">Класи активів</th>
            </tr>
            <tr class="thead th_lvl2">
<th colspan="10" class="no_r_brd no_l_brd"></th>                 
                <th colspan="10" class="no_r_brd no_l_brd"></th>
<th colspan="10" rowspan="3" class="no_l_brd">Основні засоби</th>
</tr>
			<tr class="thead th_lvl3">
<th colspan="10" class="no_r_brd no_l_brd"></th>        		 								 												
                <th colspan="10" rowspan="2" class="no_l_brd">Земля та будівлі</th>
</tr>
			<tr class="thead th_lvl4">
<th colspan="10">Будівлі</th>
</tr>
            <tr class="thead th_lvl5">
<th colspan="8" class="no_r_brd"></th>                              
                <th colspan="2" rowspan="3" class="no_l_brd">Балансова вартість</th>
                <th colspan="8" class="no_r_brd"></th>                              
                <th colspan="2" rowspan="3" class="no_l_brd">Балансова вартість</th>
<th colspan="8" class="no_r_brd"></th>                              
                <th colspan="2" rowspan="3" class="no_l_brd">Балансова вартість</th>
<th colspan="8" class="no_r_brd"></th>                              
                <th colspan="2" rowspan="3" class="no_l_brd">Балансова вартість</th>
            </tr>
            <tr class="thead th_lvl6">
<th colspan="2" rowspan="2">Валова балансова вартість</th>      								 							 
                <th colspan="2" class="no_r_brd no_l_brd"></th>                                                          							 
                <th colspan="2" class="no_r_brd no_l_brd"></th>								                             							 
				<th colspan="2" rowspan="2" class="no_l_brd">Накопичена амортизація матеріальних активів, нематеріальних активів та зменшення корисності</th>
                <th colspan="2" rowspan="2">Валова балансова вартість</th>      															 
                <th colspan="2" class="no_r_brd no_l_brd"></th> 																					 
                <th colspan="2" class="no_r_brd no_l_brd"></th>																						 
				<th colspan="2" rowspan="2" class="no_l_brd">Накопичена амортизація матеріальних активів, нематеріальних активів та зменшення корисності</th>
<th colspan="2" rowspan="2">Валова балансова вартість</th>      															 
                <th colspan="2" class="no_r_brd no_l_brd"></th>																						 
                <th colspan="2" class="no_r_brd no_l_brd"></th>																						 
				<th colspan="2" rowspan="2" class="no_l_brd">Накопичена амортизація матеріальних активів, нематеріальних активів та зменшення корисності</th>
<th colspan="2" rowspan="2">Валова балансова вартість</th>      															                  
                <th colspan="2" class="no_r_brd no_l_brd"></th>																						      
                <th colspan="2" class="no_r_brd no_l_brd"></th>																						      
				<th colspan="2" rowspan="2" class="no_l_brd">Накопичена амортизація матеріальних активів, нематеріальних активів та зменшення корисності</th>
			</tr>
			<tr class="thead th_lvl7">
<th colspan="2">Накопичена амортизація матеріальних та нематеріальних активів</th> 
                <th colspan="2">Накопичене зменшення корисності</th>								
                <th colspan="2">Накопичена амортизація матеріальних та нематеріальних активів</th> 
                <th colspan="2">Накопичене зменшення корисності</th>
<th colspan="2">Накопичена амортизація матеріальних та нематеріальних активів</th> 
                <th colspan="2">Накопичене зменшення корисності</th>
<th colspan="2">Накопичена амортизація матеріальних та нематеріальних активів</th> 
                <th colspan="2">Накопичене зменшення корисності</th>								
            </tr>
            <tr class="thead th_lvl8">
<th>Поточний звітний період</th>     		
                <th>Порівняльний звітний період</th>   	
                <th>Поточний звітний період</th>     		
                <th>Порівняльний звітний період</th>   	
                <th>Поточний звітний період</th>     		
                <th>Порівняльний звітний період</th>   	
                <th>Поточний звітний період</th>     		
                <th>Порівняльний звітний період</th>   	
				<th>Поточний звітний період</th>     		
                <th>Порівняльний звітний період</th>   	
                <th>Поточний звітний період</th>  	  		
                <th>Порівняльний звітний період</th>   	
                <th>Поточний звітний період</th>     		
                <th>Порівняльний звітний період</th>   	
                <th>Поточний звітний період</th>     		
                <th>Порівняльний звітний період</th>   	
                <th>Поточний звітний період</th>     		
                <th>Порівняльний звітний період</th>   	
                <th>Поточний звітний період</th>     		
                <th>Порівняльний звітний період</th>
<th>Поточний звітний період</th>   			
                <th>Порівняльний звітний період</th> 		
                <th>Поточний звітний період</th>   			
                <th>Порівняльний звітний період</th> 		
                <th>Поточний звітний період</th>   			
                <th>Порівняльний звітний період</th> 		
                <th>Поточний звітний період</th>   			
                <th>Порівняльний звітний період</th> 		
                <th>Поточний звітний період</th>   			
                <th>Порівняльний звітний період</th>
<th>Поточний звітний період</th>   		
                <th>Порівняльний звітний період</th> 		
                <th>Поточний звітний період</th>   		
                <th>Порівняльний звітний період</th> 		
                <th>Поточний звітний період</th>   		
                <th>Порівняльний звітний період</th> 		
                <th>Поточний звітний період</th>   		
                <th>Порівняльний звітний період</th> 		
                <th>Поточний звітний період</th>   		
                <th>Порівняльний звітний період</th> 		
            </tr>
        </thead>
        <tbody>
            <tr>
                <td class="pad0 b">Розкриття кількісної інформації про активи з права користування</td>
            </tr>
            <tr>
                <td class="pad1 b">Узгодження змін в активах з права користування</td>
            </tr>
<tr>
                <td class="pad1 b">Зміни в активах з права користування</td>
            </tr>
<tr>
                <td class="pad2">Амортизація, активи з права користування</td>
<td class="td_cnt"></td> 
                <td class="td_cnt"></td> 
                <td class="td_cnt">(<ix:nonFraction name="ifrs-full:DepreciationRightofuseAssets" contextRef="ctxt_05554"  unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">7,222</ix:nonFraction>)</td> 
                <td class="td_cnt">(<ix:nonFraction name="ifrs-full:DepreciationRightofuseAssets" contextRef="ctxt_05555"  unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">6,513</ix:nonFraction>)</td> 
                <td class="td_cnt"></td> 
				<td class="td_cnt"></td> 
                <td class="td_cnt">(<ix:nonFraction name="ifrs-full:DepreciationRightofuseAssets" contextRef="ctxt_05558"  unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">7,222</ix:nonFraction>)</td> 
                <td class="td_cnt">(<ix:nonFraction name="ifrs-full:DepreciationRightofuseAssets" contextRef="ctxt_05559"  unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">6,513</ix:nonFraction>)</td> 
                <td class="td_cnt">(<ix:nonFraction name="ifrs-full:DepreciationRightofuseAssets" contextRef="ctxt_05560"  unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">7,222</ix:nonFraction>)</td>  
                <td class="td_cnt">(<ix:nonFraction name="ifrs-full:DepreciationRightofuseAssets" contextRef="ctxt_05561"  unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">6,513</ix:nonFraction>)</td>  
				<td class="td_cnt"></td> 
                <td class="td_cnt"></td> 
                <td class="td_cnt">(<ix:nonFraction name="ifrs-full:DepreciationRightofuseAssets" contextRef="ctxt_05564"  unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">7,222</ix:nonFraction>)</td> 
                <td class="td_cnt">(<ix:nonFraction name="ifrs-full:DepreciationRightofuseAssets" contextRef="ctxt_05565"  unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">6,513</ix:nonFraction>)</td> 
                <td class="td_cnt"></td> 
                <td class="td_cnt"></td> 
                <td class="td_cnt">(<ix:nonFraction name="ifrs-full:DepreciationRightofuseAssets" contextRef="ctxt_05568"  unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">7,222</ix:nonFraction>)</td> 
                <td class="td_cnt">(<ix:nonFraction name="ifrs-full:DepreciationRightofuseAssets" contextRef="ctxt_05569"  unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">6,513</ix:nonFraction>)</td> 
                <td class="td_cnt">(<ix:nonFraction name="ifrs-full:DepreciationRightofuseAssets" contextRef="ctxt_05570"  unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">7,222</ix:nonFraction>)</td>  
                <td class="td_cnt">(<ix:nonFraction name="ifrs-full:DepreciationRightofuseAssets" contextRef="ctxt_05571"  unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">6,513</ix:nonFraction>)</td>
<td class="td_cnt"></td>
                <td class="td_cnt"></td>
                <td class="td_cnt">(<ix:nonFraction name="ifrs-full:DepreciationRightofuseAssets" contextRef="ctxt_05754"  unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">7,222</ix:nonFraction>)</td>
                <td class="td_cnt">(<ix:nonFraction name="ifrs-full:DepreciationRightofuseAssets" contextRef="ctxt_05755"  unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">6,513</ix:nonFraction>)</td>
                <td class="td_cnt"></td>
                <td class="td_cnt"></td>
                <td class="td_cnt">(<ix:nonFraction name="ifrs-full:DepreciationRightofuseAssets" contextRef="ctxt_05758"  unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">7,222</ix:nonFraction>)</td>
                <td class="td_cnt">(<ix:nonFraction name="ifrs-full:DepreciationRightofuseAssets" contextRef="ctxt_05759"  unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">6,513</ix:nonFraction>)</td>
                <td class="td_cnt">(<ix:nonFraction name="ifrs-full:DepreciationRightofuseAssets" contextRef="ctxt_05760"  unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">7,222</ix:nonFraction>)</td> 
                <td class="td_cnt">(<ix:nonFraction name="ifrs-full:DepreciationRightofuseAssets" contextRef="ctxt_05761"  unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">6,513</ix:nonFraction>)</td>
<td class="td_cnt"></td>
                <td class="td_cnt"></td>
                <td class="td_cnt">(<ix:nonFraction name="ifrs-full:DepreciationRightofuseAssets" contextRef="ctxt_1115"   unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">7,222</ix:nonFraction>)</td>
                <td class="td_cnt">(<ix:nonFraction name="ifrs-full:DepreciationRightofuseAssets" contextRef="ctxt_1118"   unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">6,513</ix:nonFraction>)</td>
                <td class="td_cnt"></td>
                <td class="td_cnt"></td>
                <td class="td_cnt">(<ix:nonFraction name="ifrs-full:DepreciationRightofuseAssets" contextRef="ctxti_00292" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">7,222</ix:nonFraction>)</td>
                <td class="td_cnt">(<ix:nonFraction name="ifrs-full:DepreciationRightofuseAssets" contextRef="ctxti_00293" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">6,513</ix:nonFraction>)</td>
                <td class="td_cnt">(<ix:nonFraction name="ifrs-full:DepreciationRightofuseAssets" contextRef="ctxt_1"      unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">7,222</ix:nonFraction>)</td> 
                <td class="td_cnt">(<ix:nonFraction name="ifrs-full:DepreciationRightofuseAssets" contextRef="ctxt_5"      unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">6,513</ix:nonFraction>)</td> 
			</tr>
<tr>
                <td class="pad2 b">Збільшення (зменшення) через передавання та інші зміни, активи з права користування</td>
            </tr>
            <tr>
                <td class="pad3">Збільшення (зменшення) через передавання, активи з права користування</td>
<td class="td_cnt"><ix:nonFraction name="ifrs-full:IncreaseDecreaseThroughTransfersRightofuseAssets" contextRef="ctxt_05552"  unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">7,222</ix:nonFraction></td> 
                <td class="td_cnt"><ix:nonFraction name="ifrs-full:IncreaseDecreaseThroughTransfersRightofuseAssets" contextRef="ctxt_05553"  unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">6,513</ix:nonFraction></td> 
                <td class="td_cnt"></td> 
                <td class="td_cnt"></td> 
                <td class="td_cnt"></td> 
				<td class="td_cnt"></td> 
                <td class="td_cnt"></td> 
                <td class="td_cnt"></td> 
                <td class="td_cnt"><ix:nonFraction name="ifrs-full:IncreaseDecreaseThroughTransfersRightofuseAssets" contextRef="ctxt_05560"  unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">7,222</ix:nonFraction></td>  
                <td class="td_cnt"><ix:nonFraction name="ifrs-full:IncreaseDecreaseThroughTransfersRightofuseAssets" contextRef="ctxt_05561"  unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">6,513</ix:nonFraction></td>  
				<td class="td_cnt"><ix:nonFraction name="ifrs-full:IncreaseDecreaseThroughTransfersRightofuseAssets" contextRef="ctxt_05562"  unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">7,222</ix:nonFraction></td> 
                <td class="td_cnt"><ix:nonFraction name="ifrs-full:IncreaseDecreaseThroughTransfersRightofuseAssets" contextRef="ctxt_05563"  unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">6,513</ix:nonFraction></td> 
                <td class="td_cnt"></td> 
                <td class="td_cnt"></td> 
                <td class="td_cnt"></td> 
                <td class="td_cnt"></td> 
                <td class="td_cnt"></td> 
                <td class="td_cnt"></td> 
                <td class="td_cnt"><ix:nonFraction name="ifrs-full:IncreaseDecreaseThroughTransfersRightofuseAssets" contextRef="ctxt_05570"  unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">7,222</ix:nonFraction></td> 
                <td class="td_cnt"><ix:nonFraction name="ifrs-full:IncreaseDecreaseThroughTransfersRightofuseAssets" contextRef="ctxt_05571"  unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">6,513</ix:nonFraction></td>
<td class="td_cnt"><ix:nonFraction name="ifrs-full:IncreaseDecreaseThroughTransfersRightofuseAssets" contextRef="ctxt_05752"  unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">7,222</ix:nonFraction></td>
                <td class="td_cnt"><ix:nonFraction name="ifrs-full:IncreaseDecreaseThroughTransfersRightofuseAssets" contextRef="ctxt_05753"  unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">6,513</ix:nonFraction></td>
                <td class="td_cnt"></td>
                <td class="td_cnt"></td>
                <td class="td_cnt"></td>
                <td class="td_cnt"></td>
                <td class="td_cnt"></td>
                <td class="td_cnt"></td>
                <td class="td_cnt"><ix:nonFraction name="ifrs-full:IncreaseDecreaseThroughTransfersRightofuseAssets" contextRef="ctxt_05760"  unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">7,222</ix:nonFraction></td> 
                <td class="td_cnt"><ix:nonFraction name="ifrs-full:IncreaseDecreaseThroughTransfersRightofuseAssets" contextRef="ctxt_05761"  unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">6,513</ix:nonFraction></td>
<td class="td_cnt"><ix:nonFraction name="ifrs-full:IncreaseDecreaseThroughTransfersRightofuseAssets" contextRef="ctxt_571"    unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">7,222</ix:nonFraction></td>
                <td class="td_cnt"><ix:nonFraction name="ifrs-full:IncreaseDecreaseThroughTransfersRightofuseAssets" contextRef="ctxt_1112"   unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">6,513</ix:nonFraction></td>
                <td class="td_cnt"></td>
                <td class="td_cnt"></td>
                <td class="td_cnt"></td>
                <td class="td_cnt"></td>
                <td class="td_cnt"></td>
                <td class="td_cnt"></td>
                <td class="td_cnt"><ix:nonFraction name="ifrs-full:IncreaseDecreaseThroughTransfersRightofuseAssets" contextRef="ctxt_1"      unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">7,222</ix:nonFraction></td> 
                <td class="td_cnt"><ix:nonFraction name="ifrs-full:IncreaseDecreaseThroughTransfersRightofuseAssets" contextRef="ctxt_5"      unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">6,513</ix:nonFraction></td> 
			</tr>
            <tr>
                <td class="pad4">Збільшення (зменшення) через інші зміни, активи з права користування</td>
<td class="td_cnt">(<ix:nonFraction name="ifrs-full:IncreaseDecreaseThroughOtherChangesRightofuseAssets" contextRef="ctxt_05552"  unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3" sign = '-'>7,222</ix:nonFraction>)</td> 
                <td class="td_cnt">(<ix:nonFraction name="ifrs-full:IncreaseDecreaseThroughOtherChangesRightofuseAssets" contextRef="ctxt_05553"  unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3" sign = '-'>6,513</ix:nonFraction>)</td> 
                <td class="td_cnt"><ix:nonFraction name="ifrs-full:IncreaseDecreaseThroughOtherChangesRightofuseAssets" contextRef="ctxt_05554"  unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">7,222</ix:nonFraction></td> 
                <td class="td_cnt"><ix:nonFraction name="ifrs-full:IncreaseDecreaseThroughOtherChangesRightofuseAssets" contextRef="ctxt_05555"  unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">6,513</ix:nonFraction></td> 
                <td class="td_cnt"></td> 
				<td class="td_cnt"></td> 
                <td class="td_cnt"><ix:nonFraction name="ifrs-full:IncreaseDecreaseThroughOtherChangesRightofuseAssets" contextRef="ctxt_05558"  unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">7,222</ix:nonFraction></td> 
                <td class="td_cnt"><ix:nonFraction name="ifrs-full:IncreaseDecreaseThroughOtherChangesRightofuseAssets" contextRef="ctxt_05559"  unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">6,513</ix:nonFraction></td> 
                <td class="td_cnt"></td>  
                <td class="td_cnt"></td>  
				<td class="td_cnt">(<ix:nonFraction name="ifrs-full:IncreaseDecreaseThroughOtherChangesRightofuseAssets" contextRef="ctxt_05562"  unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3" sign = '-'>7,222</ix:nonFraction>)</td> 
                <td class="td_cnt">(<ix:nonFraction name="ifrs-full:IncreaseDecreaseThroughOtherChangesRightofuseAssets" contextRef="ctxt_05563"  unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3" sign = '-'>6,513</ix:nonFraction>)</td> 
                <td class="td_cnt"><ix:nonFraction name="ifrs-full:IncreaseDecreaseThroughOtherChangesRightofuseAssets" contextRef="ctxt_05564"  unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">7,222</ix:nonFraction></td> 
                <td class="td_cnt"><ix:nonFraction name="ifrs-full:IncreaseDecreaseThroughOtherChangesRightofuseAssets" contextRef="ctxt_05565"  unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">6,513</ix:nonFraction></td> 
                <td class="td_cnt"></td> 
                <td class="td_cnt"></td> 
                <td class="td_cnt"><ix:nonFraction name="ifrs-full:IncreaseDecreaseThroughOtherChangesRightofuseAssets" contextRef="ctxt_05568"  unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">7,222</ix:nonFraction></td> 
                <td class="td_cnt"><ix:nonFraction name="ifrs-full:IncreaseDecreaseThroughOtherChangesRightofuseAssets" contextRef="ctxt_05569"  unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">6,513</ix:nonFraction></td> 
                <td class="td_cnt"></td>  
                <td class="td_cnt"></td>
<td class="td_cnt">(<ix:nonFraction name="ifrs-full:IncreaseDecreaseThroughOtherChangesRightofuseAssets" contextRef="ctxt_05752"  unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3" sign = '-'>7,222</ix:nonFraction>)</td>
                <td class="td_cnt">(<ix:nonFraction name="ifrs-full:IncreaseDecreaseThroughOtherChangesRightofuseAssets" contextRef="ctxt_05753"  unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3" sign = '-'>6,513</ix:nonFraction>)</td>
                <td class="td_cnt"><ix:nonFraction name="ifrs-full:IncreaseDecreaseThroughOtherChangesRightofuseAssets" contextRef="ctxt_05754"  unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">7,222</ix:nonFraction></td>
                <td class="td_cnt"><ix:nonFraction name="ifrs-full:IncreaseDecreaseThroughOtherChangesRightofuseAssets" contextRef="ctxt_05755"  unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">6,513</ix:nonFraction></td>
                <td class="td_cnt"></td>
                <td class="td_cnt"></td>
                <td class="td_cnt"><ix:nonFraction name="ifrs-full:IncreaseDecreaseThroughOtherChangesRightofuseAssets" contextRef="ctxt_05758"  unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">7,222</ix:nonFraction></td>
                <td class="td_cnt"><ix:nonFraction name="ifrs-full:IncreaseDecreaseThroughOtherChangesRightofuseAssets" contextRef="ctxt_05759"  unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">6,513</ix:nonFraction></td>
                <td class="td_cnt"></td> 
                <td class="td_cnt"></td>
<td class="td_cnt">(<ix:nonFraction name="ifrs-full:IncreaseDecreaseThroughOtherChangesRightofuseAssets" contextRef="ctxt_571"    unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3" sign = '-'>7,222</ix:nonFraction>)</td>
                <td class="td_cnt">(<ix:nonFraction name="ifrs-full:IncreaseDecreaseThroughOtherChangesRightofuseAssets" contextRef="ctxt_1112"   unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3" sign = '-'>6,513</ix:nonFraction>)</td>
                <td class="td_cnt"><ix:nonFraction name="ifrs-full:IncreaseDecreaseThroughOtherChangesRightofuseAssets" contextRef="ctxt_1115"   unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">7,222</ix:nonFraction></td>
                <td class="td_cnt"><ix:nonFraction name="ifrs-full:IncreaseDecreaseThroughOtherChangesRightofuseAssets" contextRef="ctxt_1118"   unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">6,513</ix:nonFraction></td>
                <td class="td_cnt"></td>
                <td class="td_cnt"></td>
                <td class="td_cnt"><ix:nonFraction name="ifrs-full:IncreaseDecreaseThroughOtherChangesRightofuseAssets" contextRef="ctxti_00292" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">7,222</ix:nonFraction></td>
                <td class="td_cnt"><ix:nonFraction name="ifrs-full:IncreaseDecreaseThroughOtherChangesRightofuseAssets" contextRef="ctxti_00293" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">6,513</ix:nonFraction></td>
                <td class="td_cnt"></td> 
                <td class="td_cnt"></td> 
			</tr>
            <tr>
                <td class="pad4 b">Загальна сума збільшення (зменшення) через передавання та інші зміни, активи з права користування</td>
<td class="td_cnt b"></td> 
                <td class="td_cnt b"></td> 
                <td class="td_cnt b"><ix:nonFraction name="ifrs-full:IncreaseDecreaseThroughTransfersAndOtherChangesRightofuseAssets" contextRef="ctxt_05554"  unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">7,222</ix:nonFraction></td> 
                <td class="td_cnt b"><ix:nonFraction name="ifrs-full:IncreaseDecreaseThroughTransfersAndOtherChangesRightofuseAssets" contextRef="ctxt_05555"  unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">6,513</ix:nonFraction></td> 
                <td class="td_cnt b"></td> 
				<td class="td_cnt b"></td> 
                <td class="td_cnt b"><ix:nonFraction name="ifrs-full:IncreaseDecreaseThroughTransfersAndOtherChangesRightofuseAssets" contextRef="ctxt_05558"  unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">7,222</ix:nonFraction></td> 
                <td class="td_cnt b"><ix:nonFraction name="ifrs-full:IncreaseDecreaseThroughTransfersAndOtherChangesRightofuseAssets" contextRef="ctxt_05559"  unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">6,513</ix:nonFraction></td> 
                <td class="td_cnt b"><ix:nonFraction name="ifrs-full:IncreaseDecreaseThroughTransfersAndOtherChangesRightofuseAssets" contextRef="ctxt_05560"  unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">7,222</ix:nonFraction></td>  
                <td class="td_cnt b"><ix:nonFraction name="ifrs-full:IncreaseDecreaseThroughTransfersAndOtherChangesRightofuseAssets" contextRef="ctxt_05561"  unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">6,513</ix:nonFraction></td>  
				<td class="td_cnt b"></td> 
                <td class="td_cnt b"></td> 
                <td class="td_cnt b"><ix:nonFraction name="ifrs-full:IncreaseDecreaseThroughTransfersAndOtherChangesRightofuseAssets" contextRef="ctxt_05564"  unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">7,222</ix:nonFraction></td> 
                <td class="td_cnt b"><ix:nonFraction name="ifrs-full:IncreaseDecreaseThroughTransfersAndOtherChangesRightofuseAssets" contextRef="ctxt_05565"  unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">6,513</ix:nonFraction></td> 
                <td class="td_cnt b"></td> 
                <td class="td_cnt b"></td> 
                <td class="td_cnt b"><ix:nonFraction name="ifrs-full:IncreaseDecreaseThroughTransfersAndOtherChangesRightofuseAssets" contextRef="ctxt_05568"  unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">7,222</ix:nonFraction></td> 
                <td class="td_cnt b"><ix:nonFraction name="ifrs-full:IncreaseDecreaseThroughTransfersAndOtherChangesRightofuseAssets" contextRef="ctxt_05569"  unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">6,513</ix:nonFraction></td> 
                <td class="td_cnt b"><ix:nonFraction name="ifrs-full:IncreaseDecreaseThroughTransfersAndOtherChangesRightofuseAssets" contextRef="ctxt_05570"  unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">7,222</ix:nonFraction></td>  
                <td class="td_cnt b"><ix:nonFraction name="ifrs-full:IncreaseDecreaseThroughTransfersAndOtherChangesRightofuseAssets" contextRef="ctxt_05571"  unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">6,513</ix:nonFraction></td>
<td class="td_cnt b"></td>
                <td class="td_cnt b"></td>
                <td class="td_cnt b"><ix:nonFraction name="ifrs-full:IncreaseDecreaseThroughTransfersAndOtherChangesRightofuseAssets" contextRef="ctxt_05754"  unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">7,222</ix:nonFraction></td>
                <td class="td_cnt b"><ix:nonFraction name="ifrs-full:IncreaseDecreaseThroughTransfersAndOtherChangesRightofuseAssets" contextRef="ctxt_05755"  unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">6,513</ix:nonFraction></td>
                <td class="td_cnt b"></td>
                <td class="td_cnt b"></td>
                <td class="td_cnt b"><ix:nonFraction name="ifrs-full:IncreaseDecreaseThroughTransfersAndOtherChangesRightofuseAssets" contextRef="ctxt_05758"  unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">7,222</ix:nonFraction></td>
                <td class="td_cnt b"><ix:nonFraction name="ifrs-full:IncreaseDecreaseThroughTransfersAndOtherChangesRightofuseAssets" contextRef="ctxt_05759"  unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">6,513</ix:nonFraction></td>
                <td class="td_cnt b"><ix:nonFraction name="ifrs-full:IncreaseDecreaseThroughTransfersAndOtherChangesRightofuseAssets" contextRef="ctxt_05760"  unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">7,222</ix:nonFraction></td> 
                <td class="td_cnt b"><ix:nonFraction name="ifrs-full:IncreaseDecreaseThroughTransfersAndOtherChangesRightofuseAssets" contextRef="ctxt_05761"  unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">6,513</ix:nonFraction></td>
<td class="td_cnt b"></td>
                <td class="td_cnt b"></td>
                <td class="td_cnt b"><ix:nonFraction name="ifrs-full:IncreaseDecreaseThroughTransfersAndOtherChangesRightofuseAssets" contextRef="ctxt_1115"   unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">7,222</ix:nonFraction></td>
                <td class="td_cnt b"><ix:nonFraction name="ifrs-full:IncreaseDecreaseThroughTransfersAndOtherChangesRightofuseAssets" contextRef="ctxt_1118"   unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">6,513</ix:nonFraction></td>
                <td class="td_cnt b"></td>
                <td class="td_cnt b"></td>
                <td class="td_cnt b"><ix:nonFraction name="ifrs-full:IncreaseDecreaseThroughTransfersAndOtherChangesRightofuseAssets" contextRef="ctxti_00292" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">7,222</ix:nonFraction></td>
                <td class="td_cnt b"><ix:nonFraction name="ifrs-full:IncreaseDecreaseThroughTransfersAndOtherChangesRightofuseAssets" contextRef="ctxti_00293" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">6,513</ix:nonFraction></td>
                <td class="td_cnt b"><ix:nonFraction name="ifrs-full:IncreaseDecreaseThroughTransfersAndOtherChangesRightofuseAssets" contextRef="ctxt_1"      unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">7,222</ix:nonFraction></td> 
                <td class="td_cnt b"><ix:nonFraction name="ifrs-full:IncreaseDecreaseThroughTransfersAndOtherChangesRightofuseAssets" contextRef="ctxt_5"      unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">6,513</ix:nonFraction></td> 
			</tr>
</tbody>
    </table>
</div>
<div class="report_table">
    <table>
        <thead class="t_thead">
            <tr>
                <th colspan="3" class="scale">тис. грн</th>
            </tr>    
            <tr class="thead th_lvl1">
                <th></th>
                <th>Поточний звітний період</th>
                <th>Порівняльний звітний період</th>
            </tr>
        </thead>
        <tbody>
			<tr>
                <td class="pad0 b">Розкриття іншої кількісної інформації про оренду для орендаря</td>
            </tr>
            <tr>
                <td class="pad1">Процентні витрати за орендними зобов'язаннями</td>
                <td class="td_cnt"><ix:nonFraction name="ifrs-full:InterestExpenseOnLeaseLiabilities" contextRef="ctxt_1" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">539</ix:nonFraction></td>
                <td class="td_cnt"><ix:nonFraction name="ifrs-full:InterestExpenseOnLeaseLiabilities" contextRef="ctxt_5" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">541</ix:nonFraction></td>
            </tr>
</tbody>
    </table>
</div>
</div>
<div class="rep_cnt">
    <div class="rep_name_pnl">
        <a id="r835110"><span class="rep_name">[835110] Примітки - Податки на прибуток</span></a>
    </div>
<div class="report_table">
    <table>
        <tr>
            <td class="pad0 b">Розкриття інформації про податок на прибуток</td>
        </tr>
        <tr>
            <td class="pad0"><p><ix:nonNumeric name="ifrs-full:DisclosureOfIncomeTaxExplanatory" contextRef="ctxt_1" escape="false"><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;font-weight:bold;">Податок на прибуток</span></p><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;font-weight:bold;">&#160;</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Витрати з податку на прибуток, що відображаються у звіті про фінансові результати, складаються із сум поточного податку на прибуток, суми нарахування відстрочених податкових зобов'язань та суми нарахування відстрочених податкових активів.</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Поточний податок на прибуток визначається виходячи з оподатковуваного прибутку за рік, розрахованого за правилами податкового законодавства України.</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;">&#160;</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Прибутки Підприємства у звітному періоді 2025 року оподатковувалися за ставкою 18%, як і у минулих звітних періодах. Суми відстрочених податків визначаються із використанням ставок оподаткування, які були введені в дію або практично були введені в дію станом на звітну дату і які, як очікується, застосовуватимуться у періоді, коли будуть сторновані тимчасові різниці або зараховані перенесені податкові збитки. Відстрочені податкові зобов'язання виникають за різницями при нарахуванні амортизації необоротних активів в бухгалтерському та податковому обліку. Відстрочені податкові активи виникають за різницями при нарахуванні забезпечень на судові витрати та нарахуванні резерву очікуваних кредитних збитків на дебіторську заборгованість контрагентів в бухгалтерському та податковому обліку.</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Витрати/дохід з податку на прибуток складаються з таких компонентів:</span></p><p style="text-align:justify;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">&#160;</span></p><table border="0" cellspacing="0" cellpadding="0" style="border-collapse:collapse;"><tr><td valign="top" style="width:56%;padding:0pt 5.4pt 0pt 5.4pt;border-top:none;border-right:none;border-bottom:1pt #000000 solid;border-left:none;"><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">&#160;</span></p></td><td valign="top" style="width:22%;padding:0pt 5.4pt 0pt 5.4pt;border-top:none;border-right:none;border-bottom:1pt #000000 solid;border-left:none;"><p style="text-align:right;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;font-weight:bold;">2025</span></p></td><td valign="top" style="width:21%;padding:0pt 5.4pt 0pt 5.4pt;border-top:none;border-right:none;border-bottom:1pt #000000 solid;border-left:none;"><p style="text-align:right;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;font-weight:bold;">2024</span></p></td></tr><tr><td valign="top" style="width:56%;padding:0pt 5.4pt 0pt 5.4pt;border-top:1pt #000000 solid;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Поточний податок на прибуток</span></p></td><td valign="top" style="width:22%;padding:0pt 5.4pt 0pt 5.4pt;border-top:1pt #000000 solid;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:right;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">(107&#160;263)</span></p></td><td valign="top" style="width:21%;padding:0pt 5.4pt 0pt 5.4pt;border-top:1pt #000000 solid;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:right;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">(185 055)</span></p></td></tr><tr style="height:16.9pt;"><td valign="top" style="width:56%;padding:0pt 5.4pt 0pt 5.4pt;border-top:none;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Зміна відстрочених податкових зобов'язань</span></p></td><td valign="top" style="width:22%;padding:0pt 5.4pt 0pt 5.4pt;border-top:none;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:right;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">2&#160;109</span></p></td><td valign="top" style="width:21%;padding:0pt 5.4pt 0pt 5.4pt;border-top:none;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:right;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">229</span></p></td></tr><tr style="height:16.85pt;"><td valign="top" style="width:56%;padding:0pt 5.4pt 0pt 5.4pt;border-top:none;border-right:none;border-bottom:1pt #000000 solid;border-left:none;"><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Зміна відстрочених податкових активів</span></p></td><td valign="top" style="width:22%;padding:0pt 5.4pt 0pt 5.4pt;border-top:none;border-right:none;border-bottom:1pt #000000 solid;border-left:none;"><p style="text-align:right;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">82 000</span></p></td><td valign="top" style="width:21%;padding:0pt 5.4pt 0pt 5.4pt;border-top:none;border-right:none;border-bottom:1pt #000000 solid;border-left:none;"><p style="text-align:right;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">(152 950)</span></p></td></tr><tr><td valign="top" style="width:56%;padding:0pt 5.4pt 0pt 5.4pt;border-top:1pt #000000 solid;border-right:none;border-bottom:1pt #000000 solid;border-left:none;"><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;font-weight:bold;">Всього витрат з податку на прибуток</span></p></td><td valign="top" style="width:22%;padding:0pt 5.4pt 0pt 5.4pt;border-top:1pt #000000 solid;border-right:none;border-bottom:1pt #000000 solid;border-left:none;"><p style="text-align:right;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;font-weight:bold;">(23 154)</span></p></td><td valign="top" style="width:21%;padding:0pt 5.4pt 0pt 5.4pt;border-top:1pt #000000 solid;border-right:none;border-bottom:1pt #000000 solid;border-left:none;"><p style="text-align:right;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;font-weight:bold;">(337 776)</span></p></td></tr></table><h3 style="text-align:justify;text-indent:0pt;margin:6pt 0pt 6pt 0pt;page-break-after:avoid;page-break-inside:avoid;"><span style="color:#000000;font-size:13.5pt;font-weight:bold;">&#160;</span></h3><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Дебіторська заборгованість з податку на прибуток, станом на 31 грудня 2025 року, становить 85&#160;781 тис. грн (на 31 грудня 2024 року 150 895 тис. грн).</span></p><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">&#160;</span></p><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Підприємство не визнало 13 905 тис. грн відстрочених податкових активів щодо суми податкових збитків за 2022 рік у розмірі 77&#160;251 тис. грн через невизначеність щодо ймовірності та періоду майбутнього оподаткованого прибутку. У 2023 році 50%, у 2024 році 25% і у 2025 році 25% цих збитків були зараховані у зменшення оподаткованого прибутку Підприємства.</span></p><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">&#160;</span></p><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Нижче наведена звірка між витратами з податку на прибуток та прибутком за даними бухгалтерського обліку, помноженим на ставку податку на прибуток.</span></p><table border="0" cellspacing="0" cellpadding="0" style="border-collapse:collapse;"><tr><td valign="top" style="width:59%;padding:0pt 5.4pt 0pt 5.4pt;border-top:none;border-right:none;border-bottom:1pt #000000 solid;border-left:none;"><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;">&#160;</span></p></td><td valign="top" style="width:21%;padding:0pt 5.4pt 0pt 5.4pt;border-top:none;border-right:none;border-bottom:1pt #000000 solid;border-left:none;"><p style="text-align:right;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;font-weight:bold;">2025</span></p></td><td valign="top" style="width:18%;padding:0pt 5.4pt 0pt 5.4pt;border-top:none;border-right:none;border-bottom:1pt #000000 solid;border-left:none;"><p style="text-align:right;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;font-weight:bold;">&#160;2024</span></p></td></tr><tr><td valign="top" style="width:59%;padding:0pt 5.4pt 0pt 5.4pt;border-top:1pt #000000 solid;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Фінансовий результат до оподаткування</span></p></td><td valign="top" style="width:21%;padding:0pt 5.4pt 0pt 5.4pt;border-top:1pt #000000 solid;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:right;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">147 367</span></p></td><td valign="top" style="width:18%;padding:0pt 5.4pt 0pt 5.4pt;border-top:1pt #000000 solid;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:right;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">1&#160;895&#160;433</span></p></td></tr><tr><td valign="top" style="width:59%;padding:0pt 5.4pt 0pt 5.4pt;border-top:none;border-right:none;border-bottom:1pt #000000 solid;border-left:none;"><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Ставка податку на прибуток</span></p></td><td valign="top" style="width:21%;padding:0pt 5.4pt 0pt 5.4pt;border-top:none;border-right:none;border-bottom:1pt #000000 solid;border-left:none;"><p style="text-align:right;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">18%</span></p></td><td valign="top" style="width:18%;padding:0pt 5.4pt 0pt 5.4pt;border-top:none;border-right:none;border-bottom:1pt #000000 solid;border-left:none;"><p style="text-align:right;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">18%</span></p></td></tr><tr><td valign="top" style="width:59%;padding:0pt 5.4pt 0pt 5.4pt;border-top:1pt #000000 solid;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;font-weight:bold;">Очікувані витрати (доходи) з податку на прибуток</span></p></td><td valign="top" style="width:21%;padding:0pt 5.4pt 0pt 5.4pt;border-top:1pt #000000 solid;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:right;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;font-weight:bold;">(26 526)</span></p></td><td valign="top" style="width:18%;padding:0pt 5.4pt 0pt 5.4pt;border-top:1pt #000000 solid;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:right;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;font-weight:bold;">(341&#160;178)</span></p></td></tr><tr><td valign="top" style="width:59%;padding:0pt 5.4pt 0pt 5.4pt;border-top:none;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Невизнані відстрочені податки з суми податкових збитків</span></p></td><td valign="top" style="width:21%;padding:0pt 5.4pt 0pt 5.4pt;border-top:none;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:right;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">3&#160;476</span></p></td><td valign="top" style="width:18%;padding:0pt 5.4pt 0pt 5.4pt;border-top:none;border-right:none;border-bottom:none;border-left:none;"><p style="text-align:right;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">3&#160;476</span></p></td></tr><tr><td valign="top" style="width:59%;padding:0pt 5.4pt 0pt 5.4pt;border-top:none;border-right:none;border-bottom:1pt #000000 solid;border-left:none;"><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">Інше</span></p></td><td valign="top" style="width:21%;padding:0pt 5.4pt 0pt 5.4pt;border-top:none;border-right:none;border-bottom:1pt #000000 solid;border-left:none;"><p style="text-align:right;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">(104)</span></p></td><td valign="top" style="width:18%;padding:0pt 5.4pt 0pt 5.4pt;border-top:none;border-right:none;border-bottom:1pt #000000 solid;border-left:none;"><p style="text-align:right;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;">(74)</span></p></td></tr><tr><td valign="top" style="width:59%;padding:0pt 5.4pt 0pt 5.4pt;border-top:1pt #000000 solid;border-right:none;border-bottom:1pt #000000 solid;border-left:none;"><p style="text-align:left;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;font-weight:bold;">Всього витрати (доходи) з податку на прибуток</span></p></td><td valign="top" style="width:21%;padding:0pt 5.4pt 0pt 5.4pt;border-top:1pt #000000 solid;border-right:none;border-bottom:1pt #000000 solid;border-left:none;"><p style="text-align:right;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;font-weight:bold;">(23 154)</span></p></td><td valign="top" style="width:18%;padding:0pt 5.4pt 0pt 5.4pt;border-top:1pt #000000 solid;border-right:none;border-bottom:1pt #000000 solid;border-left:none;"><p style="text-align:right;text-indent:0pt;margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-size:11pt;font-weight:bold;">(337&#160;776)</span></p></td></tr></table><h3 style="text-align:justify;text-indent:0pt;margin:6pt 0pt 6pt 0pt;page-break-after:avoid;page-break-inside:avoid;"><span style="color:#000000;font-size:13.5pt;font-weight:bold;">&#160;</span></h3></ix:nonNumeric></p></td>
        </tr>    
    </table>  
</div>
<div class="report_table">
    <table>
        <thead class="t_thead">
            <tr>
                <th colspan="3" class="scale">тис. грн</th>
            </tr>    
            <tr class="thead th_lvl1">
                <th></th>
                <th>Поточний звітний період</th>
                <th>Порівняльний звітний період</th>
            </tr>
        </thead>
        <tbody>
            <tr>
                <td class="pad1 b">Значні компоненти витрат на сплату податку (доходу від повернення податку)</td>
            </tr>
            <tr>
                <td class="pad2 b">Поточні витрати на сплату податку (доходи від повернення податку) та коригування щодо поточного податку попередніх періодів</td>
            </tr>
            <tr>
                <td class="pad3">Поточні витрати на сплату податку (доходи від повернення податку)</td>
                <td class="td_cnt"><ix:nonFraction name="ifrs-full:CurrentTaxExpenseIncome" contextRef="ctxt_1" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">23,154</ix:nonFraction></td>
                <td class="td_cnt"><ix:nonFraction name="ifrs-full:CurrentTaxExpenseIncome" contextRef="ctxt_5" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">337,776</ix:nonFraction></td>
            </tr>
<tr>
                <td class="pad3 b">Загальна сума поточних витрат на сплату податку (доходів від повернення податку) та коригувань поточного податку за попередні періоди</td>
                <td class="td_cnt"><ix:nonFraction name="ifrs-full:CurrentTaxExpenseIncomeAndAdjustmentsForCurrentTaxOfPriorPeriods" contextRef="ctxt_1" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">23,154</ix:nonFraction></td>
                <td class="td_cnt"><ix:nonFraction name="ifrs-full:CurrentTaxExpenseIncomeAndAdjustmentsForCurrentTaxOfPriorPeriods" contextRef="ctxt_5" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">337,776</ix:nonFraction></td>
            </tr>
<tr>
                <td class="pad2 b">Загальна сума витрат на сплату податку (доходів від повернення податку)</td>
                <td class="td_cnt"><ix:nonFraction name="ifrs-full:IncomeTaxExpenseContinuingOperations" contextRef="ctxt_1" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">23,154</ix:nonFraction></td>
                <td class="td_cnt"><ix:nonFraction name="ifrs-full:IncomeTaxExpenseContinuingOperations" contextRef="ctxt_5" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">337,776</ix:nonFraction></td>
            </tr>
            <tr>
                <td class="pad1 b">Поточний та відстрочений податок, пов'язаний із статтями, що відображається безпосередньо на рахунках власного капіталу</td>
            </tr>
<tr>
                <td class="pad2">Відстрочений податок, пов'язаний із статтями, що відображаються безпосередньо за кредитом (дебетом) власного капіталу</td>
                <td class="td_cnt">(<ix:nonFraction name="ifrs-full:DeferredTaxRelatingToItemsChargedOrCreditedDirectlyToEquity" contextRef="ctxt_1" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3" sign = '-'>84,109</ix:nonFraction>)</td>
                <td class="td_cnt"><ix:nonFraction name="ifrs-full:DeferredTaxRelatingToItemsChargedOrCreditedDirectlyToEquity" contextRef="ctxt_5" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">152,721</ix:nonFraction></td>
            </tr>
            <tr>
                <td class="pad2 b">Сумарний поточний та відстрочений податок, пов'язаний із статтями, що відображаються безпосередньо за кредитом (дебетом) власного капіталу</td>
                <td class="td_cnt">(<ix:nonFraction name="ifrs-full:CurrentAndDeferredTaxRelatingToItemsChargedOrCreditedDirectlyToEquity" contextRef="ctxt_1" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3" sign = '-'>84,109</ix:nonFraction>)</td>
                <td class="td_cnt"><ix:nonFraction name="ifrs-full:CurrentAndDeferredTaxRelatingToItemsChargedOrCreditedDirectlyToEquity" contextRef="ctxt_5" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">152,721</ix:nonFraction></td>
            </tr>
            <tr>
                <td class="pad1 b">Податок на прибуток, що відноситься до компонентів іншого сукупного доходу</td>
            </tr>
<tr>
                <td class="pad2 b">Податок на прибуток, що відноситься до компонентів іншого сукупного доходу, які не будуть перекласифіковані у прибуток або збиток</td>
            </tr>
<tr>
                <td class="pad3">Податок на прибуток, що відноситься до змін у дооцінці основних засобів, активів за наданим правом використання та нематеріальних активів, у складі іншого сукупного доходу</td>
                <td class="td_cnt"></td>
                <td class="td_cnt"><ix:nonFraction name="ifrs-full:IncomeTaxRelatingToChangesInRevaluationSurplusOfOtherComprehensiveIncome" contextRef="ctxt_5" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">8,229</ix:nonFraction></td>
            </tr>
<tr>
                <td class="pad2 b">Сумарний податок на прибуток, що відноситься до компонентів іншого сукупного доходу</td>
                <td class="td_cnt"></td>
                <td class="td_cnt"><ix:nonFraction name="ifrs-full:IncomeTaxRelatingToComponentsOfOtherComprehensiveIncome" contextRef="ctxt_5" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">8,229</ix:nonFraction></td>
            </tr>
</tbody>
    </table>
</div>
<div class="report_table">
    <table>
        <thead class="t_thead">
            <tr>
                <th colspan="8" class="scale">тис. грн</th>
            </tr>    
            <tr class="thead th_lvl1">
                <th rowspan="3">Поточний звітний період</th>
                <th colspan="6" class="no_r_brd"></th>
                <th rowspan="3" class="no_l_brd">Тимчасові різниці, невикористані податкові збитки та невикористані податкові вигоди</th>
            </tr>
            <tr class="thead th_lvl2">
                <th colspan="3" class="no_r_brd"></th>
                <th rowspan="2" class="no_l_brd">Тимчасові різниці</th>
                <th rowspan="2">Невикористані податкові збитки</th>
                <th rowspan="2">Невикористані податкові вигоди</th>
            </tr>
            <tr class="thead th_lvl3">
                <th>Резерв під кредитні збитки</th>
                <th>Нереалізовані прибутки (збитки) від курсових різниць</th>
                <th>Інші тимчасові різниці</th>
            </tr>            
        </thead>
        <tbody>
            <tr>
                <td class="pad0 b">Розкриття інформації про тимчасові різниці, невикористані податкові збитки та невикористані податкові вигоди</td>
            </tr>
            <tr>
                <td class="pad1 b">Відстрочені податкові активи та зобов'язання</td>
            </tr>
            <tr>
                <td class="pad2">Відстрочені податкові активи</td>
                <td class="td_cnt"></td>
                <td class="td_cnt"></td>
                <td class="td_cnt">(<ix:nonFraction name="ifrs-full:DeferredTaxAssets" contextRef="ctxt_5471" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">297,164</ix:nonFraction>)</td>
                <td class="td_cnt">(<ix:nonFraction name="ifrs-full:DeferredTaxAssets" contextRef="ctxt_5474" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">297,164</ix:nonFraction>)</td>
                <td class="td_cnt"></td>
                <td class="td_cnt"></td>
                <td class="td_cnt">(<ix:nonFraction name="ifrs-full:DeferredTaxAssets" contextRef="ctxt_2" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">297,164</ix:nonFraction>)</td>
            </tr>
<tr>
                <td class="pad2 b">Чисте відстрочене податкове зобов'язання (актив)</td>
                <td class="td_cnt b"></td>
                <td class="td_cnt b"></td>
                <td class="td_cnt b">(<ix:nonFraction name="ifrs-full:DeferredTaxLiabilityAsset" contextRef="ctxt_5471" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3" sign = '-'>297,164</ix:nonFraction>)</td>
                <td class="td_cnt b">(<ix:nonFraction name="ifrs-full:DeferredTaxLiabilityAsset" contextRef="ctxt_5474" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3" sign = '-'>297,164</ix:nonFraction>)</td>
                <td class="td_cnt b"></td>
                <td class="td_cnt b"></td>
                <td class="td_cnt b">(<ix:nonFraction name="ifrs-full:DeferredTaxLiabilityAsset" contextRef="ctxt_2" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3" sign = '-'>297,164</ix:nonFraction>)</td>
            </tr>
            <tr>
                <td class="pad1 b">Чисті відстрочені податкові активи та зобов'язання</td>
            </tr>
            <tr>
                <td class="pad2">Чисті відстрочені податкові активи</td>
                <td class="td_cnt"></td>
                <td class="td_cnt"></td>
                <td class="td_cnt"><ix:nonFraction name="ifrs-full:NetDeferredTaxAssets" contextRef="ctxt_5471" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">221,816</ix:nonFraction></td>
                <td class="td_cnt"><ix:nonFraction name="ifrs-full:NetDeferredTaxAssets" contextRef="ctxt_5474" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">221,816</ix:nonFraction></td>
                <td class="td_cnt"></td>
                <td class="td_cnt"></td>
                <td class="td_cnt"><ix:nonFraction name="ifrs-full:NetDeferredTaxAssets" contextRef="ctxt_2" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">221,816</ix:nonFraction></td>
            </tr>
            <tr>
                <td class="pad2">Чисті відстрочені податкові зобов'язання</td>
                <td class="td_cnt"></td>
                <td class="td_cnt"></td>
                <td class="td_cnt"><ix:nonFraction name="ifrs-full:NetDeferredTaxLiabilities" contextRef="ctxt_5471" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">8,761</ix:nonFraction></td>
                <td class="td_cnt"><ix:nonFraction name="ifrs-full:NetDeferredTaxLiabilities" contextRef="ctxt_5474" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">8,761</ix:nonFraction></td>
                <td class="td_cnt"></td>
                <td class="td_cnt"></td>
                <td class="td_cnt"><ix:nonFraction name="ifrs-full:NetDeferredTaxLiabilities" contextRef="ctxt_2" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">8,761</ix:nonFraction></td>
            </tr>
<tr>
                <td class="pad1 b">Узгодження змін у відстроченому податковому зобов'язанні (активі)</td>
            </tr>
            <tr>
                <td class="pad2">Відстрочене податкове зобов'язання (актив) на початок періоду</td>
                <td class="td_cnt"></td>
                <td class="td_cnt"></td>
                <td class="td_cnt">(<ix:nonFraction name="ifrs-full:DeferredTaxLiabilityAsset" contextRef="ctxt_5473" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3" sign = '-'>213,055</ix:nonFraction>)</td>
                <td class="td_cnt">(<ix:nonFraction name="ifrs-full:DeferredTaxLiabilityAsset" contextRef="ctxt_5476" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3" sign = '-'>213,055</ix:nonFraction>)</td>
                <td class="td_cnt"></td>
                <td class="td_cnt"></td>
                <td class="td_cnt">(<ix:nonFraction name="ifrs-full:DeferredTaxLiabilityAsset" contextRef="ctxt_8" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3" sign = '-'>213,055</ix:nonFraction>)</td>
            </tr>
            <tr>
                <td class="pad2 b">Зміни у відстроченому податковому зобов'язанні (активі)</td>
            </tr>
<tr>
                <td class="pad3">Відстрочений податок, пов'язаний із статтями, що відображаються безпосередньо за кредитом (дебетом) власного капіталу</td>
                <td class="td_cnt"></td>
                <td class="td_cnt"></td>
                <td class="td_cnt">(<ix:nonFraction name="ifrs-full:DeferredTaxRelatingToItemsChargedOrCreditedDirectlyToEquity" contextRef="ctxt_5472" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3" sign = '-'>84,109</ix:nonFraction>)</td>
                <td class="td_cnt">(<ix:nonFraction name="ifrs-full:DeferredTaxRelatingToItemsChargedOrCreditedDirectlyToEquity" contextRef="ctxt_5475" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3" sign = '-'>84,109</ix:nonFraction>)</td>
                <td class="td_cnt"></td>
                <td class="td_cnt"></td>
                <td class="td_cnt">(<ix:nonFraction name="ifrs-full:DeferredTaxRelatingToItemsChargedOrCreditedDirectlyToEquity" contextRef="ctxt_1" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3" sign = '-'>84,109</ix:nonFraction>)</td>
            </tr>
<tr>
                <td class="pad3 b">Загальна сума збільшення (зменшення) відстроченого податкового зобов'язання (активу)</td>
                <td class="td_cnt b"></td>
                <td class="td_cnt b"></td>
                <td class="td_cnt b">(<ix:nonFraction name="ifrs-full:IncreaseDecreaseInDeferredTaxLiabilityAsset" contextRef="ctxt_5472" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3" sign = '-'>84,109</ix:nonFraction>)</td>
                <td class="td_cnt b">(<ix:nonFraction name="ifrs-full:IncreaseDecreaseInDeferredTaxLiabilityAsset" contextRef="ctxt_5475" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3" sign = '-'>84,109</ix:nonFraction>)</td>
                <td class="td_cnt b"></td>
                <td class="td_cnt b"></td>
                <td class="td_cnt b">(<ix:nonFraction name="ifrs-full:IncreaseDecreaseInDeferredTaxLiabilityAsset" contextRef="ctxt_1" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3" sign = '-'>84,109</ix:nonFraction>)</td>
            </tr>
            <tr>
                <td class="pad2 b">Відстрочене податкове зобов'язання (актив) на кінець періоду</td>
                <td class="td_cnt b"></td>
                <td class="td_cnt b"></td>
                <td class="td_cnt b">(<ix:nonFraction name="ifrs-full:DeferredTaxLiabilityAsset" contextRef="ctxt_5471" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3" sign = '-'>297,164</ix:nonFraction>)</td>
                <td class="td_cnt b">(<ix:nonFraction name="ifrs-full:DeferredTaxLiabilityAsset" contextRef="ctxt_5474" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3" sign = '-'>297,164</ix:nonFraction>)</td>
                <td class="td_cnt b"></td>
                <td class="td_cnt b"></td>
                <td class="td_cnt b">(<ix:nonFraction name="ifrs-full:DeferredTaxLiabilityAsset" contextRef="ctxt_2" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3" sign = '-'>297,164</ix:nonFraction>)</td>
            </tr>         
        </tbody>
    </table>
</div>
<div class="report_table">
    <table>
        <thead class="t_thead">
            <tr>
                <th colspan="8" class="scale">тис. грн</th>
            </tr>    
            <tr class="thead th_lvl1">
                <th rowspan="3">Порівняльний звітний період</th>
                <th colspan="6" class="no_r_brd"></th>
                <th rowspan="3" class="no_l_brd">Тимчасові різниці, невикористані податкові збитки та невикористані податкові вигоди</th>
            </tr>
            <tr class="thead th_lvl2">
                <th colspan="3" class="no_r_brd"></th>
                <th rowspan="2" class="no_l_brd">Тимчасові різниці</th>
                <th rowspan="2">Невикористані податкові збитки</th>
                <th rowspan="2">Невикористані податкові вигоди</th>
            </tr>
            <tr class="thead th_lvl3">
                <th>Резерв під кредитні збитки</th>
                <th>Нереалізовані прибутки (збитки) від курсових різниць</th>
                <th>Інші тимчасові різниці</th>
            </tr>            
        </thead>
        <tbody>
            <tr>
                <td class="pad0 b">Розкриття інформації про тимчасові різниці, невикористані податкові збитки та невикористані податкові вигоди</td>
            </tr>
            <tr>
                <td class="pad1 b">Відстрочені податкові активи та зобов'язання</td>
            </tr>
            <tr>
                <td class="pad2">Відстрочені податкові активи</td>
                <td class="td_cnt"></td>
                <td class="td_cnt"></td>
                <td class="td_cnt">(<ix:nonFraction name="ifrs-full:DeferredTaxAssets" contextRef="ctxt_5489" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">213,055</ix:nonFraction>)</td>
                <td class="td_cnt">(<ix:nonFraction name="ifrs-full:DeferredTaxAssets" contextRef="ctxt_5492" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">213,055</ix:nonFraction>)</td>
                <td class="td_cnt"></td>
                <td class="td_cnt"></td>
                <td class="td_cnt">(<ix:nonFraction name="ifrs-full:DeferredTaxAssets" contextRef="ctxt_3" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">213,055</ix:nonFraction>)</td>
            </tr>
<tr>
                <td class="pad2 b">Чисте відстрочене податкове зобов'язання (актив)</td>
                <td class="td_cnt b"></td>
                <td class="td_cnt b"></td>
                <td class="td_cnt b">(<ix:nonFraction name="ifrs-full:DeferredTaxLiabilityAsset" contextRef="ctxt_5489" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3" sign = '-'>213,055</ix:nonFraction>)</td>
                <td class="td_cnt b">(<ix:nonFraction name="ifrs-full:DeferredTaxLiabilityAsset" contextRef="ctxt_5492" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3" sign = '-'>213,055</ix:nonFraction>)</td>
                <td class="td_cnt b"></td>
                <td class="td_cnt b"></td>
                <td class="td_cnt b">(<ix:nonFraction name="ifrs-full:DeferredTaxLiabilityAsset" contextRef="ctxt_3" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3" sign = '-'>213,055</ix:nonFraction>)</td>
            </tr>
            <tr>
                <td class="pad1 b">Чисті відстрочені податкові активи та зобов'язання</td>
            </tr>
            <tr>
                <td class="pad2">Чисті відстрочені податкові активи</td>
                <td class="td_cnt"></td>
                <td class="td_cnt"></td>
                <td class="td_cnt"><ix:nonFraction name="ifrs-full:NetDeferredTaxAssets" contextRef="ctxt_5489" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">152,950</ix:nonFraction></td>
                <td class="td_cnt"><ix:nonFraction name="ifrs-full:NetDeferredTaxAssets" contextRef="ctxt_5492" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">152,950</ix:nonFraction></td>
                <td class="td_cnt"></td>
                <td class="td_cnt"></td>
                <td class="td_cnt"><ix:nonFraction name="ifrs-full:NetDeferredTaxAssets" contextRef="ctxt_3" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">152,950</ix:nonFraction></td>
            </tr>
            <tr>
                <td class="pad2">Чисті відстрочені податкові зобов'язання</td>
                <td class="td_cnt"></td>
                <td class="td_cnt"></td>
                <td class="td_cnt"><ix:nonFraction name="ifrs-full:NetDeferredTaxLiabilities" contextRef="ctxt_5489" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">229</ix:nonFraction></td>
                <td class="td_cnt"><ix:nonFraction name="ifrs-full:NetDeferredTaxLiabilities" contextRef="ctxt_5492" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">229</ix:nonFraction></td>
                <td class="td_cnt"></td>
                <td class="td_cnt"></td>
                <td class="td_cnt"><ix:nonFraction name="ifrs-full:NetDeferredTaxLiabilities" contextRef="ctxt_3" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">229</ix:nonFraction></td>
            </tr>
            <tr>
                <td class="pad1 b">Відстрочені витрати на сплату податку (доходи від повернення податку)</td>
            </tr>
            <tr>
                <td class="pad2">Відстрочені витрати на сплату податку (доходи від повернення податку)</td>
                <td class="td_cnt"></td>
                <td class="td_cnt"></td>
                <td class="td_cnt"><ix:nonFraction name="ifrs-full:DeferredTaxExpenseIncome" contextRef="ctxt_5490" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">152,721</ix:nonFraction></td>
                <td class="td_cnt"><ix:nonFraction name="ifrs-full:DeferredTaxExpenseIncome" contextRef="ctxt_5493" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">152,721</ix:nonFraction></td>
                <td class="td_cnt"></td>
                <td class="td_cnt"></td>
                <td class="td_cnt"><ix:nonFraction name="ifrs-full:DeferredTaxExpenseIncome" contextRef="ctxt_5" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">152,721</ix:nonFraction></td>
            </tr>
<tr>
                <td class="pad1 b">Узгодження змін у відстроченому податковому зобов'язанні (активі)</td>
            </tr>
            <tr>
                <td class="pad2">Відстрочене податкове зобов'язання (актив) на початок періоду</td>
                <td class="td_cnt"></td>
                <td class="td_cnt"></td>
                <td class="td_cnt">(<ix:nonFraction name="ifrs-full:DeferredTaxLiabilityAsset" contextRef="ctxt_5491" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3" sign = '-'>374,005</ix:nonFraction>)</td>
                <td class="td_cnt">(<ix:nonFraction name="ifrs-full:DeferredTaxLiabilityAsset" contextRef="ctxt_5494" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3" sign = '-'>374,005</ix:nonFraction>)</td>
                <td class="td_cnt"></td>
                <td class="td_cnt"></td>
                <td class="td_cnt">(<ix:nonFraction name="ifrs-full:DeferredTaxLiabilityAsset" contextRef="ctxt_9" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3" sign = '-'>374,005</ix:nonFraction>)</td>
            </tr>
            <tr>
                <td class="pad2 b">Зміни у відстроченому податковому зобов'язанні (активі)</td>
            </tr>
<tr>
                <td class="pad3">Відстрочений податок, пов'язаний із статтями, що відображаються безпосередньо за кредитом (дебетом) власного капіталу</td>
                <td class="td_cnt"></td>
                <td class="td_cnt"></td>
                <td class="td_cnt"><ix:nonFraction name="ifrs-full:DeferredTaxRelatingToItemsChargedOrCreditedDirectlyToEquity" contextRef="ctxt_5490" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">152,721</ix:nonFraction></td>
                <td class="td_cnt"><ix:nonFraction name="ifrs-full:DeferredTaxRelatingToItemsChargedOrCreditedDirectlyToEquity" contextRef="ctxt_5493" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">152,721</ix:nonFraction></td>
                <td class="td_cnt"></td>
                <td class="td_cnt"></td>
                <td class="td_cnt"><ix:nonFraction name="ifrs-full:DeferredTaxRelatingToItemsChargedOrCreditedDirectlyToEquity" contextRef="ctxt_5" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">152,721</ix:nonFraction></td>
            </tr>
            <tr>
                <td class="pad3">Податок на прибуток, що відноситься до компонентів іншого сукупного доходу</td>
                <td class="td_cnt"></td>
                <td class="td_cnt"></td>
                <td class="td_cnt"><ix:nonFraction name="ifrs-full:IncomeTaxRelatingToComponentsOfOtherComprehensiveIncome" contextRef="ctxt_5490" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">8,229</ix:nonFraction></td>
                <td class="td_cnt"><ix:nonFraction name="ifrs-full:IncomeTaxRelatingToComponentsOfOtherComprehensiveIncome" contextRef="ctxt_5493" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">8,229</ix:nonFraction></td>
                <td class="td_cnt"></td>
                <td class="td_cnt"></td>
                <td class="td_cnt"><ix:nonFraction name="ifrs-full:IncomeTaxRelatingToComponentsOfOtherComprehensiveIncome" contextRef="ctxt_5" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">8,229</ix:nonFraction></td>
            </tr>
<tr>
                <td class="pad3 b">Загальна сума збільшення (зменшення) відстроченого податкового зобов'язання (активу)</td>
                <td class="td_cnt b"></td>
                <td class="td_cnt b"></td>
                <td class="td_cnt b"><ix:nonFraction name="ifrs-full:IncreaseDecreaseInDeferredTaxLiabilityAsset" contextRef="ctxt_5490" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">160,950</ix:nonFraction></td>
                <td class="td_cnt b"><ix:nonFraction name="ifrs-full:IncreaseDecreaseInDeferredTaxLiabilityAsset" contextRef="ctxt_5493" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">160,950</ix:nonFraction></td>
                <td class="td_cnt b"></td>
                <td class="td_cnt b"></td>
                <td class="td_cnt b"><ix:nonFraction name="ifrs-full:IncreaseDecreaseInDeferredTaxLiabilityAsset" contextRef="ctxt_5" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">160,950</ix:nonFraction></td>
            </tr>
            <tr>
                <td class="pad2 b">Відстрочене податкове зобов'язання (актив) на кінець періоду</td>
                <td class="td_cnt b"></td>
                <td class="td_cnt b"></td>
                <td class="td_cnt b">(<ix:nonFraction name="ifrs-full:DeferredTaxLiabilityAsset" contextRef="ctxt_5489" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3" sign = '-'>213,055</ix:nonFraction>)</td>
                <td class="td_cnt b">(<ix:nonFraction name="ifrs-full:DeferredTaxLiabilityAsset" contextRef="ctxt_5492" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3" sign = '-'>213,055</ix:nonFraction>)</td>
                <td class="td_cnt b"></td>
                <td class="td_cnt b"></td>
                <td class="td_cnt b">(<ix:nonFraction name="ifrs-full:DeferredTaxLiabilityAsset" contextRef="ctxt_3" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3" sign = '-'>213,055</ix:nonFraction>)</td>
            </tr>         
        </tbody>
    </table>
</div>
<div class="report_table">
    <table>
        <thead class="t_thead">
            <tr>
                <th colspan="3" class="scale">тис. грн</th>
            </tr>
            <tr class="thead th_lvl1">
                <th></th>
                <th>Поточний звітний період</th>
                <th>Порівняльний звітний період</th>
            </tr>
        </thead>
        <tbody>
<tr>
                <td class="pad0 b">Узгодження облікового прибутку, помноженого на застосовані ставки оподаткування</td>
            </tr>
<tr>
                <td class="pad1">Витрати на сплату податку (доходи від повернення податку) за застосованою ставкою оподаткування</td>
                <td class="td_cnt"><ix:nonFraction name="ifrs-full:TaxExpenseIncomeAtApplicableTaxRate" contextRef="ctxt_1" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">23,154</ix:nonFraction></td>
                <td class="td_cnt"><ix:nonFraction name="ifrs-full:TaxExpenseIncomeAtApplicableTaxRate" contextRef="ctxt_5" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">337,776</ix:nonFraction></td>
            </tr>
<tr>
                <td class="pad1 b">Загальна сума витрат на сплату податку (доходів від повернення податку)</td>
                <td class="td_cnt b"><ix:nonFraction name="ifrs-full:IncomeTaxExpenseContinuingOperations" contextRef="ctxt_1" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">23,154</ix:nonFraction></td>
                <td class="td_cnt b"><ix:nonFraction name="ifrs-full:IncomeTaxExpenseContinuingOperations" contextRef="ctxt_5" unitRef="UAH" decimals="-3" format="ixt:numdotdecimal" scale="3">337,776</ix:nonFraction></td>
            </tr>
</tbody>
    </table>
</div>
</div>
<div style="display:none">
     <ix:header>
         <ix:references>
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                             <xbrldi:explicitMember dimension="ifrs-full:ClassesOfPropertyPlantAndEquipmentAxis">ifrs-full:VehiclesMember</xbrldi:explicitMember>
                             <xbrldi:explicitMember dimension="ifrs-full:CarryingAmountAccumulatedDepreciationAmortisationAndImpairmentAndGrossCarryingAmountAxis">ifrs-full:AccumulatedDepreciationAndAmortisationMember</xbrldi:explicitMember>
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<xbrli:context id="ctxt_866">
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                    <xbrli:endDate>2025-12-31</xbrli:endDate>
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                      <xbrli:scenario>
                             <xbrldi:explicitMember dimension="ifrs-full:ClassesOfPropertyPlantAndEquipmentAxis">ifrs-full:VehiclesMember</xbrldi:explicitMember>
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               <xbrli:context id="ctxt_867">
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                      <xbrli:scenario>
                             <xbrldi:explicitMember dimension="ifrs-full:ClassesOfPropertyPlantAndEquipmentAxis">ifrs-full:VehiclesMember</xbrldi:explicitMember>
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               <xbrli:context id="ctxt_868">
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                    <xbrli:identifier scheme="https://www.minfin.gov.ua">43068454</xbrli:identifier>
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                      <xbrli:period>
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                      <xbrli:scenario>
                             <xbrldi:explicitMember dimension="ifrs-full:ClassesOfPropertyPlantAndEquipmentAxis">ifrs-full:VehiclesMember</xbrldi:explicitMember>
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               <xbrli:context id="ctxt_869">
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                    <xbrli:identifier scheme="https://www.minfin.gov.ua">43068454</xbrli:identifier>
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                      <xbrli:scenario>
                             <xbrldi:explicitMember dimension="ifrs-full:ClassesOfPropertyPlantAndEquipmentAxis">ifrs-full:VehiclesMember</xbrldi:explicitMember>
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               <xbrli:context id="ctxt_870">
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                    <xbrli:identifier scheme="https://www.minfin.gov.ua">43068454</xbrli:identifier>
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                      <xbrli:period>
                    <xbrli:instant>2023-12-31</xbrli:instant>
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                      <xbrli:scenario>
                             <xbrldi:explicitMember dimension="ifrs-full:ClassesOfPropertyPlantAndEquipmentAxis">ifrs-full:VehiclesMember</xbrldi:explicitMember>
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               <xbrli:context id="ctxt_871">
                      <xbrli:entity>
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                    <xbrli:instant>2024-12-31</xbrli:instant>
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                      <xbrli:scenario>
                             <xbrldi:explicitMember dimension="ifrs-full:ClassesOfPropertyPlantAndEquipmentAxis">ifrs-full:VehiclesMember</xbrldi:explicitMember>
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<xbrli:context id="ctxt_1088">
                      <xbrli:entity>
                    <xbrli:identifier scheme="https://www.minfin.gov.ua">43068454</xbrli:identifier>
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                      <xbrli:scenario>
                             <xbrldi:explicitMember dimension="ifrs-full:ClassesOfPropertyPlantAndEquipmentAxis">ifrs-full:OtherPropertyPlantAndEquipmentMember</xbrldi:explicitMember>
                             <xbrldi:explicitMember dimension="ifrs-full:CarryingAmountAccumulatedDepreciationAmortisationAndImpairmentAndGrossCarryingAmountAxis">ifrs-full:GrossCarryingAmountMember</xbrldi:explicitMember>
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               <xbrli:context id="ctxt_1089">
                      <xbrli:entity>
                    <xbrli:identifier scheme="https://www.minfin.gov.ua">43068454</xbrli:identifier>
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                      <xbrli:scenario>
                             <xbrldi:explicitMember dimension="ifrs-full:ClassesOfPropertyPlantAndEquipmentAxis">ifrs-full:OtherPropertyPlantAndEquipmentMember</xbrldi:explicitMember>
                             <xbrldi:explicitMember dimension="ifrs-full:CarryingAmountAccumulatedDepreciationAmortisationAndImpairmentAndGrossCarryingAmountAxis">ifrs-full:GrossCarryingAmountMember</xbrldi:explicitMember>
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               <xbrli:context id="ctxt_1090">
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                    <xbrli:identifier scheme="https://www.minfin.gov.ua">43068454</xbrli:identifier>
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                      <xbrli:period>
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                      <xbrli:scenario>
                             <xbrldi:explicitMember dimension="ifrs-full:ClassesOfPropertyPlantAndEquipmentAxis">ifrs-full:OtherPropertyPlantAndEquipmentMember</xbrldi:explicitMember>
                             <xbrldi:explicitMember dimension="ifrs-full:CarryingAmountAccumulatedDepreciationAmortisationAndImpairmentAndGrossCarryingAmountAxis">ifrs-full:GrossCarryingAmountMember</xbrldi:explicitMember>
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               <xbrli:context id="ctxt_1091">
                      <xbrli:entity>
                    <xbrli:identifier scheme="https://www.minfin.gov.ua">43068454</xbrli:identifier>
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                      <xbrli:scenario>
                             <xbrldi:explicitMember dimension="ifrs-full:ClassesOfPropertyPlantAndEquipmentAxis">ifrs-full:OtherPropertyPlantAndEquipmentMember</xbrldi:explicitMember>
                             <xbrldi:explicitMember dimension="ifrs-full:CarryingAmountAccumulatedDepreciationAmortisationAndImpairmentAndGrossCarryingAmountAxis">ifrs-full:GrossCarryingAmountMember</xbrldi:explicitMember>
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               <xbrli:context id="ctxt_1092">
                      <xbrli:entity>
                    <xbrli:identifier scheme="https://www.minfin.gov.ua">43068454</xbrli:identifier>
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                      <xbrli:period>
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                      <xbrli:scenario>
                             <xbrldi:explicitMember dimension="ifrs-full:ClassesOfPropertyPlantAndEquipmentAxis">ifrs-full:OtherPropertyPlantAndEquipmentMember</xbrldi:explicitMember>
                             <xbrldi:explicitMember dimension="ifrs-full:CarryingAmountAccumulatedDepreciationAmortisationAndImpairmentAndGrossCarryingAmountAxis">ifrs-full:GrossCarryingAmountMember</xbrldi:explicitMember>
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               <xbrli:context id="ctxt_1093">
                      <xbrli:entity>
                    <xbrli:identifier scheme="https://www.minfin.gov.ua">43068454</xbrli:identifier>
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                      <xbrli:period>
                    <xbrli:instant>2024-12-31</xbrli:instant>
                </xbrli:period>
                      <xbrli:scenario>
                             <xbrldi:explicitMember dimension="ifrs-full:ClassesOfPropertyPlantAndEquipmentAxis">ifrs-full:OtherPropertyPlantAndEquipmentMember</xbrldi:explicitMember>
                             <xbrldi:explicitMember dimension="ifrs-full:CarryingAmountAccumulatedDepreciationAmortisationAndImpairmentAndGrossCarryingAmountAxis">ifrs-full:GrossCarryingAmountMember</xbrldi:explicitMember>
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               <xbrli:context id="ctxt_1094">
                      <xbrli:entity>
                    <xbrli:identifier scheme="https://www.minfin.gov.ua">43068454</xbrli:identifier>
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                      <xbrli:scenario>
                             <xbrldi:explicitMember dimension="ifrs-full:ClassesOfPropertyPlantAndEquipmentAxis">ifrs-full:OtherPropertyPlantAndEquipmentMember</xbrldi:explicitMember>
                             <xbrldi:explicitMember dimension="ifrs-full:CarryingAmountAccumulatedDepreciationAmortisationAndImpairmentAndGrossCarryingAmountAxis">ifrs-full:AccumulatedDepreciationAndAmortisationMember</xbrldi:explicitMember>
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<xbrli:context id="ctxt_1096">
                      <xbrli:entity>
                    <xbrli:identifier scheme="https://www.minfin.gov.ua">43068454</xbrli:identifier>
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                      <xbrli:period>
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                      <xbrli:scenario>
                             <xbrldi:explicitMember dimension="ifrs-full:ClassesOfPropertyPlantAndEquipmentAxis">ifrs-full:OtherPropertyPlantAndEquipmentMember</xbrldi:explicitMember>
                             <xbrldi:explicitMember dimension="ifrs-full:CarryingAmountAccumulatedDepreciationAmortisationAndImpairmentAndGrossCarryingAmountAxis">ifrs-full:AccumulatedDepreciationAndAmortisationMember</xbrldi:explicitMember>
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               <xbrli:context id="ctxt_1097">
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                    <xbrli:identifier scheme="https://www.minfin.gov.ua">43068454</xbrli:identifier>
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                      <xbrli:scenario>
                             <xbrldi:explicitMember dimension="ifrs-full:ClassesOfPropertyPlantAndEquipmentAxis">ifrs-full:OtherPropertyPlantAndEquipmentMember</xbrldi:explicitMember>
                             <xbrldi:explicitMember dimension="ifrs-full:CarryingAmountAccumulatedDepreciationAmortisationAndImpairmentAndGrossCarryingAmountAxis">ifrs-full:AccumulatedDepreciationAndAmortisationMember</xbrldi:explicitMember>
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               <xbrli:context id="ctxt_1098">
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                    <xbrli:identifier scheme="https://www.minfin.gov.ua">43068454</xbrli:identifier>
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                      <xbrli:period>
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                      <xbrli:scenario>
                             <xbrldi:explicitMember dimension="ifrs-full:ClassesOfPropertyPlantAndEquipmentAxis">ifrs-full:OtherPropertyPlantAndEquipmentMember</xbrldi:explicitMember>
                             <xbrldi:explicitMember dimension="ifrs-full:CarryingAmountAccumulatedDepreciationAmortisationAndImpairmentAndGrossCarryingAmountAxis">ifrs-full:AccumulatedDepreciationAndAmortisationMember</xbrldi:explicitMember>
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                    <xbrli:identifier scheme="https://www.minfin.gov.ua">43068454</xbrli:identifier>
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                      <xbrli:period>
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                      <xbrli:scenario>
                             <xbrldi:explicitMember dimension="ifrs-full:ClassesOfPropertyPlantAndEquipmentAxis">ifrs-full:OtherPropertyPlantAndEquipmentMember</xbrldi:explicitMember>
                             <xbrldi:explicitMember dimension="ifrs-full:CarryingAmountAccumulatedDepreciationAmortisationAndImpairmentAndGrossCarryingAmountAxis">ifrs-full:AccumulatedDepreciationAndAmortisationMember</xbrldi:explicitMember>
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<xbrli:context id="ctxt_1106">
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                    <xbrli:identifier scheme="https://www.minfin.gov.ua">43068454</xbrli:identifier>
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                      <xbrli:scenario>
                             <xbrldi:explicitMember dimension="ifrs-full:ClassesOfPropertyPlantAndEquipmentAxis">ifrs-full:OtherPropertyPlantAndEquipmentMember</xbrldi:explicitMember>
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                    <xbrli:identifier scheme="https://www.minfin.gov.ua">43068454</xbrli:identifier>
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                      <xbrli:scenario>
                             <xbrldi:explicitMember dimension="ifrs-full:ClassesOfPropertyPlantAndEquipmentAxis">ifrs-full:OtherPropertyPlantAndEquipmentMember</xbrldi:explicitMember>
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                      <xbrli:entity>
                    <xbrli:identifier scheme="https://www.minfin.gov.ua">43068454</xbrli:identifier>
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                      <xbrli:scenario>
                             <xbrldi:explicitMember dimension="ifrs-full:ClassesOfPropertyPlantAndEquipmentAxis">ifrs-full:OtherPropertyPlantAndEquipmentMember</xbrldi:explicitMember>
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                      <xbrli:entity>
                    <xbrli:identifier scheme="https://www.minfin.gov.ua">43068454</xbrli:identifier>
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                             <xbrldi:explicitMember dimension="ifrs-full:ClassesOfPropertyPlantAndEquipmentAxis">ifrs-full:OtherPropertyPlantAndEquipmentMember</xbrldi:explicitMember>
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                    <xbrli:identifier scheme="https://www.minfin.gov.ua">43068454</xbrli:identifier>
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                      <xbrli:scenario>
                             <xbrldi:explicitMember dimension="ifrs-full:ClassesOfPropertyPlantAndEquipmentAxis">ifrs-full:OtherPropertyPlantAndEquipmentMember</xbrldi:explicitMember>
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                    <xbrli:identifier scheme="https://www.minfin.gov.ua">43068454</xbrli:identifier>
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                      <xbrli:scenario>
                             <xbrldi:explicitMember dimension="ifrs-full:ClassesOfPropertyPlantAndEquipmentAxis">ifrs-full:OtherPropertyPlantAndEquipmentMember</xbrldi:explicitMember>
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               <xbrli:context id="ctxt_1112">
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                    <xbrli:identifier scheme="https://www.minfin.gov.ua">43068454</xbrli:identifier>
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                             <xbrldi:explicitMember dimension="ifrs-full:CarryingAmountAccumulatedDepreciationAmortisationAndImpairmentAndGrossCarryingAmountAxis">ifrs-full:GrossCarryingAmountMember</xbrldi:explicitMember>
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                    <xbrli:identifier scheme="https://www.minfin.gov.ua">43068454</xbrli:identifier>
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                      <xbrli:scenario>
                             <xbrldi:explicitMember dimension="ifrs-full:CarryingAmountAccumulatedDepreciationAmortisationAndImpairmentAndGrossCarryingAmountAxis">ifrs-full:GrossCarryingAmountMember</xbrldi:explicitMember>
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               <xbrli:context id="ctxt_1114">
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                    <xbrli:identifier scheme="https://www.minfin.gov.ua">43068454</xbrli:identifier>
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                      <xbrli:scenario>
                             <xbrldi:explicitMember dimension="ifrs-full:CarryingAmountAccumulatedDepreciationAmortisationAndImpairmentAndGrossCarryingAmountAxis">ifrs-full:GrossCarryingAmountMember</xbrldi:explicitMember>
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                    <xbrli:identifier scheme="https://www.minfin.gov.ua">43068454</xbrli:identifier>
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                      <xbrli:scenario>
                             <xbrldi:explicitMember dimension="ifrs-full:CarryingAmountAccumulatedDepreciationAmortisationAndImpairmentAndGrossCarryingAmountAxis">ifrs-full:AccumulatedDepreciationAndAmortisationMember</xbrldi:explicitMember>
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<xbrli:context id="ctxt_1117">
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                    <xbrli:identifier scheme="https://www.minfin.gov.ua">43068454</xbrli:identifier>
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                      <xbrli:scenario>
                             <xbrldi:explicitMember dimension="ifrs-full:CarryingAmountAccumulatedDepreciationAmortisationAndImpairmentAndGrossCarryingAmountAxis">ifrs-full:AccumulatedDepreciationAndAmortisationMember</xbrldi:explicitMember>
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                    <xbrli:identifier scheme="https://www.minfin.gov.ua">43068454</xbrli:identifier>
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                             <xbrldi:explicitMember dimension="ifrs-full:CarryingAmountAccumulatedDepreciationAmortisationAndImpairmentAndGrossCarryingAmountAxis">ifrs-full:AccumulatedDepreciationAndAmortisationMember</xbrldi:explicitMember>
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                    <xbrli:identifier scheme="https://www.minfin.gov.ua">43068454</xbrli:identifier>
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                             <xbrldi:explicitMember dimension="ifrs-full:CarryingAmountAccumulatedDepreciationAmortisationAndImpairmentAndGrossCarryingAmountAxis">ifrs-full:AccumulatedDepreciationAndAmortisationMember</xbrldi:explicitMember>
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                             <xbrldi:explicitMember dimension="ifrs-full:CarryingAmountAccumulatedDepreciationAmortisationAndImpairmentAndGrossCarryingAmountAxis">ifrs-full:AccumulatedDepreciationAndAmortisationMember</xbrldi:explicitMember>
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                             <xbrldi:explicitMember dimension="ifrs-full:ClassesOfIntangibleAssetsOtherThanGoodwillAxis">ifrs-full:ComputerSoftwareMember</xbrldi:explicitMember>
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                      <xbrli:scenario>
                             <xbrldi:explicitMember dimension="ifrs-full:ClassesOfIntangibleAssetsOtherThanGoodwillAxis">ifrs-full:ComputerSoftwareMember</xbrldi:explicitMember>
                             <xbrldi:explicitMember dimension="ifrs-full:CarryingAmountAccumulatedDepreciationAmortisationAndImpairmentAndGrossCarryingAmountAxis">ifrs-full:GrossCarryingAmountMember</xbrldi:explicitMember>
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                      <xbrli:scenario>
                             <xbrldi:explicitMember dimension="ifrs-full:ClassesOfIntangibleAssetsOtherThanGoodwillAxis">ifrs-full:ComputerSoftwareMember</xbrldi:explicitMember>
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               </xbrli:context>
<xbrli:context id="ctxti_0734">
                      <xbrli:entity>
                    <xbrli:identifier scheme="https://www.minfin.gov.ua">43068454</xbrli:identifier>
                </xbrli:entity>
                      <xbrli:period>
                    <xbrli:startDate>2024-01-01</xbrli:startDate>
                    <xbrli:endDate>2024-12-31</xbrli:endDate>
                </xbrli:period>
                      <xbrli:scenario>
                             <xbrldi:explicitMember dimension="ifrs-full:ComponentsOfEquityAxis">ifrs-full:RevaluationSurplusMember</xbrldi:explicitMember>
                      </xbrli:scenario>
               </xbrli:context>
<xbrli:context id="ctxti_0744">
                      <xbrli:entity>
                    <xbrli:identifier scheme="https://www.minfin.gov.ua">43068454</xbrli:identifier>
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                      <xbrli:period>
                    <xbrli:startDate>2024-01-01</xbrli:startDate>
                    <xbrli:endDate>2024-12-31</xbrli:endDate>
                </xbrli:period>
                      <xbrli:scenario>
                             <xbrldi:explicitMember dimension="ifrs-full:ComponentsOfEquityAxis">ifrs-full:AccumulatedOtherComprehensiveIncomeMember</xbrldi:explicitMember>
                      </xbrli:scenario>
               </xbrli:context>
<xbrli:context id="ctxti_0753">
                      <xbrli:entity>
                    <xbrli:identifier scheme="https://www.minfin.gov.ua">43068454</xbrli:identifier>
                </xbrli:entity>
                      <xbrli:period>
                    <xbrli:instant>2024-12-31</xbrli:instant>
                </xbrli:period>
                      <xbrli:scenario>
                             <xbrldi:explicitMember dimension="ifrs-full:ComponentsOfEquityAxis">ifrs-full:RevaluationSurplusMember</xbrldi:explicitMember>
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<xbrli:context id="ctxti_0763">
                      <xbrli:entity>
                    <xbrli:identifier scheme="https://www.minfin.gov.ua">43068454</xbrli:identifier>
                </xbrli:entity>
                      <xbrli:period>
                    <xbrli:instant>2024-12-31</xbrli:instant>
                </xbrli:period>
                      <xbrli:scenario>
                             <xbrldi:explicitMember dimension="ifrs-full:ComponentsOfEquityAxis">ifrs-full:AccumulatedOtherComprehensiveIncomeMember</xbrldi:explicitMember>
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<xbrli:context id="ctxt_9193">
                      <xbrli:entity>
                    <xbrli:identifier scheme="https://www.minfin.gov.ua">43068454</xbrli:identifier>
                </xbrli:entity>
                      <xbrli:period>
                    <xbrli:startDate>2025-01-01</xbrli:startDate>
                    <xbrli:endDate>2025-12-31</xbrli:endDate>
                </xbrli:period>
                      <xbrli:scenario>
                             <xbrldi:explicitMember dimension="ifrs-full:AttributionOfExpensesByNatureToTheirFunctionAxis">ifrs-full:SellingGeneralAndAdministrativeExpenseMember</xbrldi:explicitMember>
                      </xbrli:scenario>				
               </xbrli:context>
			   <xbrli:context id="ctxt_9194">
                      <xbrli:entity>
                    <xbrli:identifier scheme="https://www.minfin.gov.ua">43068454</xbrli:identifier>
                </xbrli:entity>
                      <xbrli:period>
                    <xbrli:startDate>2024-01-01</xbrli:startDate>
                    <xbrli:endDate>2024-12-31</xbrli:endDate>
                </xbrli:period>
                      <xbrli:scenario>
                             <xbrldi:explicitMember dimension="ifrs-full:AttributionOfExpensesByNatureToTheirFunctionAxis">ifrs-full:SellingGeneralAndAdministrativeExpenseMember</xbrldi:explicitMember>
                      </xbrli:scenario>					
               </xbrli:context>
<xbrli:context id="ctxt_9217">
                      <xbrli:entity>
                    <xbrli:identifier scheme="https://www.minfin.gov.ua">43068454</xbrli:identifier>
                </xbrli:entity>
                      <xbrli:period>
                    <xbrli:instant>2024-12-31</xbrli:instant>
                </xbrli:period>
                      <xbrli:scenario>
                             <xbrldi:explicitMember dimension="ifrs-full:ClassesOfPropertyPlantAndEquipmentAxis">ifrs-full:LandAndBuildingsMember</xbrldi:explicitMember>
                             <xbrldi:explicitMember dimension="ifrs-full:CarryingAmountAccumulatedDepreciationAmortisationAndImpairmentAndGrossCarryingAmountAxis">ifrs-full:GrossCarryingAmountMember</xbrldi:explicitMember>
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               </xbrli:context>
			   <xbrli:context id="ctxt_9218">
                      <xbrli:entity>
                    <xbrli:identifier scheme="https://www.minfin.gov.ua">43068454</xbrli:identifier>
                </xbrli:entity>
                      <xbrli:period>
                    <xbrli:instant>2023-12-31</xbrli:instant>
                </xbrli:period>
                      <xbrli:scenario>
                             <xbrldi:explicitMember dimension="ifrs-full:ClassesOfPropertyPlantAndEquipmentAxis">ifrs-full:LandAndBuildingsMember</xbrldi:explicitMember>
                             <xbrldi:explicitMember dimension="ifrs-full:CarryingAmountAccumulatedDepreciationAmortisationAndImpairmentAndGrossCarryingAmountAxis">ifrs-full:GrossCarryingAmountMember</xbrldi:explicitMember>
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<xbrli:context id="ctxt_9220">
                      <xbrli:entity>
                    <xbrli:identifier scheme="https://www.minfin.gov.ua">43068454</xbrli:identifier>
                </xbrli:entity>
                      <xbrli:period>
                    <xbrli:instant>2023-12-31</xbrli:instant>
                </xbrli:period>
                      <xbrli:scenario>
                             <xbrldi:explicitMember dimension="ifrs-full:ClassesOfPropertyPlantAndEquipmentAxis">ifrs-full:LandAndBuildingsMember</xbrldi:explicitMember>
                             <xbrldi:explicitMember dimension="ifrs-full:CarryingAmountAccumulatedDepreciationAmortisationAndImpairmentAndGrossCarryingAmountAxis">ifrs-full:AccumulatedDepreciationAndAmortisationMember</xbrldi:explicitMember>
                      </xbrli:scenario>
               </xbrli:context>
<xbrli:context id="ctxt_9223">
                      <xbrli:entity>
                    <xbrli:identifier scheme="https://www.minfin.gov.ua">43068454</xbrli:identifier>
                </xbrli:entity>
                      <xbrli:period>
                    <xbrli:instant>2024-12-31</xbrli:instant>
                </xbrli:period>
                      <xbrli:scenario>
                             <xbrldi:explicitMember dimension="ifrs-full:ClassesOfPropertyPlantAndEquipmentAxis">ifrs-full:LandAndBuildingsMember</xbrldi:explicitMember>
                      </xbrli:scenario>
               </xbrli:context>
			   <xbrli:context id="ctxt_9224">
                      <xbrli:entity>
                    <xbrli:identifier scheme="https://www.minfin.gov.ua">43068454</xbrli:identifier>
                </xbrli:entity>
                      <xbrli:period>
                    <xbrli:instant>2023-12-31</xbrli:instant>
                </xbrli:period>
                      <xbrli:scenario>
                             <xbrldi:explicitMember dimension="ifrs-full:ClassesOfPropertyPlantAndEquipmentAxis">ifrs-full:LandAndBuildingsMember</xbrldi:explicitMember>
                      </xbrli:scenario>
               </xbrli:context>
<xbrli:context id="ctxt_9209">
                      <xbrli:entity>
                    <xbrli:identifier scheme="https://www.minfin.gov.ua">43068454</xbrli:identifier>
                </xbrli:entity>
                      <xbrli:period>
                    <xbrli:instant>2025-12-31</xbrli:instant>
                </xbrli:period>
                      <xbrli:scenario>
                             <xbrldi:explicitMember dimension="ifrs-full:ClassesOfPropertyPlantAndEquipmentAxis">ifrs-full:LandAndBuildingsMember</xbrldi:explicitMember>
                             <xbrldi:explicitMember dimension="ifrs-full:CarryingAmountAccumulatedDepreciationAmortisationAndImpairmentAndGrossCarryingAmountAxis">ifrs-full:GrossCarryingAmountMember</xbrldi:explicitMember>
                      </xbrli:scenario>
               </xbrli:context>
			   <xbrli:context id="ctxt_9210">
                      <xbrli:entity>
                    <xbrli:identifier scheme="https://www.minfin.gov.ua">43068454</xbrli:identifier>
                </xbrli:entity>
                      <xbrli:period>
                    <xbrli:instant>2024-12-31</xbrli:instant>
                </xbrli:period>
                      <xbrli:scenario>
                             <xbrldi:explicitMember dimension="ifrs-full:ClassesOfPropertyPlantAndEquipmentAxis">ifrs-full:LandAndBuildingsMember</xbrldi:explicitMember>
                             <xbrldi:explicitMember dimension="ifrs-full:CarryingAmountAccumulatedDepreciationAmortisationAndImpairmentAndGrossCarryingAmountAxis">ifrs-full:GrossCarryingAmountMember</xbrldi:explicitMember>
                      </xbrli:scenario>
               </xbrli:context>
			   <xbrli:context id="ctxt_9211">
                      <xbrli:entity>
                    <xbrli:identifier scheme="https://www.minfin.gov.ua">43068454</xbrli:identifier>
                </xbrli:entity>
                      <xbrli:period>
                    <xbrli:instant>2025-12-31</xbrli:instant>
                </xbrli:period>
                      <xbrli:scenario>
                             <xbrldi:explicitMember dimension="ifrs-full:ClassesOfPropertyPlantAndEquipmentAxis">ifrs-full:LandAndBuildingsMember</xbrldi:explicitMember>
                             <xbrldi:explicitMember dimension="ifrs-full:CarryingAmountAccumulatedDepreciationAmortisationAndImpairmentAndGrossCarryingAmountAxis">ifrs-full:AccumulatedDepreciationAndAmortisationMember</xbrldi:explicitMember>
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			   <xbrli:context id="ctxt_9212">
                      <xbrli:entity>
                    <xbrli:identifier scheme="https://www.minfin.gov.ua">43068454</xbrli:identifier>
                </xbrli:entity>
                      <xbrli:period>
                    <xbrli:instant>2024-12-31</xbrli:instant>
                </xbrli:period>
                      <xbrli:scenario>
                             <xbrldi:explicitMember dimension="ifrs-full:ClassesOfPropertyPlantAndEquipmentAxis">ifrs-full:LandAndBuildingsMember</xbrldi:explicitMember>
                             <xbrldi:explicitMember dimension="ifrs-full:CarryingAmountAccumulatedDepreciationAmortisationAndImpairmentAndGrossCarryingAmountAxis">ifrs-full:AccumulatedDepreciationAndAmortisationMember</xbrldi:explicitMember>
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               </xbrli:context>
<xbrli:context id="ctxt_9215">
                      <xbrli:entity>
                    <xbrli:identifier scheme="https://www.minfin.gov.ua">43068454</xbrli:identifier>
                </xbrli:entity>
                      <xbrli:period>
                    <xbrli:instant>2025-12-31</xbrli:instant>
                </xbrli:period>
                      <xbrli:scenario>
                             <xbrldi:explicitMember dimension="ifrs-full:ClassesOfPropertyPlantAndEquipmentAxis">ifrs-full:LandAndBuildingsMember</xbrldi:explicitMember>
                      </xbrli:scenario>
               </xbrli:context>
			   <xbrli:context id="ctxt_9216">
                      <xbrli:entity>
                    <xbrli:identifier scheme="https://www.minfin.gov.ua">43068454</xbrli:identifier>
                </xbrli:entity>
                      <xbrli:period>
                    <xbrli:instant>2024-12-31</xbrli:instant>
                </xbrli:period>
                      <xbrli:scenario>
                             <xbrldi:explicitMember dimension="ifrs-full:ClassesOfPropertyPlantAndEquipmentAxis">ifrs-full:LandAndBuildingsMember</xbrldi:explicitMember>
                      </xbrli:scenario>
               </xbrli:context>
<xbrli:context id="ctxt_9202">
                      <xbrli:entity>
                    <xbrli:identifier scheme="https://www.minfin.gov.ua">43068454</xbrli:identifier>
                </xbrli:entity>
                      <xbrli:period>
                    <xbrli:startDate>2024-01-01</xbrli:startDate>
                    <xbrli:endDate>2024-12-31</xbrli:endDate>
                </xbrli:period>
                      <xbrli:scenario>
                             <xbrldi:explicitMember dimension="ifrs-full:ClassesOfPropertyPlantAndEquipmentAxis">ifrs-full:LandAndBuildingsMember</xbrldi:explicitMember>
                             <xbrldi:explicitMember dimension="ifrs-full:CarryingAmountAccumulatedDepreciationAmortisationAndImpairmentAndGrossCarryingAmountAxis">ifrs-full:GrossCarryingAmountMember</xbrldi:explicitMember>
                      </xbrli:scenario>
               </xbrli:context>
			   <xbrli:context id="ctxt_9203">
                      <xbrli:entity>
                    <xbrli:identifier scheme="https://www.minfin.gov.ua">43068454</xbrli:identifier>
                </xbrli:entity>
                      <xbrli:period>
                    <xbrli:startDate>2025-01-01</xbrli:startDate>
                    <xbrli:endDate>2025-12-31</xbrli:endDate>
                </xbrli:period>
                      <xbrli:scenario>
                             <xbrldi:explicitMember dimension="ifrs-full:ClassesOfPropertyPlantAndEquipmentAxis">ifrs-full:LandAndBuildingsMember</xbrldi:explicitMember>
                             <xbrldi:explicitMember dimension="ifrs-full:CarryingAmountAccumulatedDepreciationAmortisationAndImpairmentAndGrossCarryingAmountAxis">ifrs-full:AccumulatedDepreciationAndAmortisationMember</xbrldi:explicitMember>
                      </xbrli:scenario>
               </xbrli:context>
			   <xbrli:context id="ctxt_9204">
                      <xbrli:entity>
                    <xbrli:identifier scheme="https://www.minfin.gov.ua">43068454</xbrli:identifier>
                </xbrli:entity>
                      <xbrli:period>
                    <xbrli:startDate>2024-01-01</xbrli:startDate>
                    <xbrli:endDate>2024-12-31</xbrli:endDate>
                </xbrli:period>
                      <xbrli:scenario>
                             <xbrldi:explicitMember dimension="ifrs-full:ClassesOfPropertyPlantAndEquipmentAxis">ifrs-full:LandAndBuildingsMember</xbrldi:explicitMember>
                             <xbrldi:explicitMember dimension="ifrs-full:CarryingAmountAccumulatedDepreciationAmortisationAndImpairmentAndGrossCarryingAmountAxis">ifrs-full:AccumulatedDepreciationAndAmortisationMember</xbrldi:explicitMember>
                      </xbrli:scenario>
               </xbrli:context>
<xbrli:context id="ctxt_9207">
                      <xbrli:entity>
                    <xbrli:identifier scheme="https://www.minfin.gov.ua">43068454</xbrli:identifier>
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                      <xbrli:period>
                    <xbrli:startDate>2025-01-01</xbrli:startDate>
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                </xbrli:period>
                      <xbrli:scenario>
                             <xbrldi:explicitMember dimension="ifrs-full:ClassesOfPropertyPlantAndEquipmentAxis">ifrs-full:LandAndBuildingsMember</xbrldi:explicitMember>
                      </xbrli:scenario>
               </xbrli:context>
			   <xbrli:context id="ctxt_9208">
                      <xbrli:entity>
                    <xbrli:identifier scheme="https://www.minfin.gov.ua">43068454</xbrli:identifier>
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                      <xbrli:period>
                    <xbrli:startDate>2024-01-01</xbrli:startDate>
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                </xbrli:period>
                      <xbrli:scenario>
                             <xbrldi:explicitMember dimension="ifrs-full:ClassesOfPropertyPlantAndEquipmentAxis">ifrs-full:LandAndBuildingsMember</xbrldi:explicitMember>
                      </xbrli:scenario>
               </xbrli:context>
<xbrli:context id="ctxt_9241">
                      <xbrli:entity>
                    <xbrli:identifier scheme="https://www.minfin.gov.ua">43068454</xbrli:identifier>
                </xbrli:entity>
                      <xbrli:period>
                    <xbrli:instant>2024-12-31</xbrli:instant>
                </xbrli:period>
                      <xbrli:scenario>
                             <xbrldi:explicitMember dimension="ifrs-full:ClassesOfPropertyPlantAndEquipmentAxis">ifrs-full:MotorVehiclesMember</xbrldi:explicitMember>
                             <xbrldi:explicitMember dimension="ifrs-full:CarryingAmountAccumulatedDepreciationAmortisationAndImpairmentAndGrossCarryingAmountAxis">ifrs-full:GrossCarryingAmountMember</xbrldi:explicitMember>
                      </xbrli:scenario>
               </xbrli:context>
			   <xbrli:context id="ctxt_9242">
                      <xbrli:entity>
                    <xbrli:identifier scheme="https://www.minfin.gov.ua">43068454</xbrli:identifier>
                </xbrli:entity>
                      <xbrli:period>
                    <xbrli:instant>2023-12-31</xbrli:instant>
                </xbrli:period>
                      <xbrli:scenario>
                             <xbrldi:explicitMember dimension="ifrs-full:ClassesOfPropertyPlantAndEquipmentAxis">ifrs-full:MotorVehiclesMember</xbrldi:explicitMember>
                             <xbrldi:explicitMember dimension="ifrs-full:CarryingAmountAccumulatedDepreciationAmortisationAndImpairmentAndGrossCarryingAmountAxis">ifrs-full:GrossCarryingAmountMember</xbrldi:explicitMember>
                      </xbrli:scenario>
               </xbrli:context>
<xbrli:context id="ctxt_9244">
                      <xbrli:entity>
                    <xbrli:identifier scheme="https://www.minfin.gov.ua">43068454</xbrli:identifier>
                </xbrli:entity>
                      <xbrli:period>
                    <xbrli:instant>2023-12-31</xbrli:instant>
                </xbrli:period>
                      <xbrli:scenario>
                             <xbrldi:explicitMember dimension="ifrs-full:ClassesOfPropertyPlantAndEquipmentAxis">ifrs-full:MotorVehiclesMember</xbrldi:explicitMember>
                             <xbrldi:explicitMember dimension="ifrs-full:CarryingAmountAccumulatedDepreciationAmortisationAndImpairmentAndGrossCarryingAmountAxis">ifrs-full:AccumulatedDepreciationAndAmortisationMember</xbrldi:explicitMember>
                      </xbrli:scenario>
               </xbrli:context>
<xbrli:context id="ctxt_9247">
                      <xbrli:entity>
                    <xbrli:identifier scheme="https://www.minfin.gov.ua">43068454</xbrli:identifier>
                </xbrli:entity>
                      <xbrli:period>
                    <xbrli:instant>2024-12-31</xbrli:instant>
                </xbrli:period>
                      <xbrli:scenario>
                             <xbrldi:explicitMember dimension="ifrs-full:ClassesOfPropertyPlantAndEquipmentAxis">ifrs-full:MotorVehiclesMember</xbrldi:explicitMember>
                      </xbrli:scenario>
               </xbrli:context>
			   <xbrli:context id="ctxt_9248">
                      <xbrli:entity>
                    <xbrli:identifier scheme="https://www.minfin.gov.ua">43068454</xbrli:identifier>
                </xbrli:entity>
                      <xbrli:period>
                    <xbrli:instant>2023-12-31</xbrli:instant>
                </xbrli:period>
                      <xbrli:scenario>
                             <xbrldi:explicitMember dimension="ifrs-full:ClassesOfPropertyPlantAndEquipmentAxis">ifrs-full:MotorVehiclesMember</xbrldi:explicitMember>
                      </xbrli:scenario>
               </xbrli:context>
<xbrli:context id="ctxt_9266">
                      <xbrli:entity>
                    <xbrli:identifier scheme="https://www.minfin.gov.ua">43068454</xbrli:identifier>
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                      <xbrli:scenario>
                             <xbrldi:explicitMember dimension="ifrs-full:ClassesOfPropertyPlantAndEquipmentAxis">ifrs-full:MotorVehiclesMember</xbrldi:explicitMember>
                             <xbrldi:explicitMember dimension="ifrs-full:CarryingAmountAccumulatedDepreciationAmortisationAndImpairmentAndGrossCarryingAmountAxis">ifrs-full:GrossCarryingAmountMember</xbrldi:explicitMember>
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			   <xbrli:context id="ctxt_9267">
                      <xbrli:entity>
                    <xbrli:identifier scheme="https://www.minfin.gov.ua">43068454</xbrli:identifier>
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                    <xbrli:startDate>2025-01-01</xbrli:startDate>
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                      <xbrli:scenario>
                             <xbrldi:explicitMember dimension="ifrs-full:ClassesOfPropertyPlantAndEquipmentAxis">ifrs-full:MotorVehiclesMember</xbrldi:explicitMember>
                             <xbrldi:explicitMember dimension="ifrs-full:CarryingAmountAccumulatedDepreciationAmortisationAndImpairmentAndGrossCarryingAmountAxis">ifrs-full:AccumulatedDepreciationAndAmortisationMember</xbrldi:explicitMember>
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			   <xbrli:context id="ctxt_9268">
                      <xbrli:entity>
                    <xbrli:identifier scheme="https://www.minfin.gov.ua">43068454</xbrli:identifier>
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                </xbrli:period>
                      <xbrli:scenario>
                             <xbrldi:explicitMember dimension="ifrs-full:ClassesOfPropertyPlantAndEquipmentAxis">ifrs-full:MotorVehiclesMember</xbrldi:explicitMember>
                             <xbrldi:explicitMember dimension="ifrs-full:CarryingAmountAccumulatedDepreciationAmortisationAndImpairmentAndGrossCarryingAmountAxis">ifrs-full:AccumulatedDepreciationAndAmortisationMember</xbrldi:explicitMember>
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               </xbrli:context>
<xbrli:context id="ctxt_9271">
                      <xbrli:entity>
                    <xbrli:identifier scheme="https://www.minfin.gov.ua">43068454</xbrli:identifier>
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                </xbrli:period>
                      <xbrli:scenario>
                             <xbrldi:explicitMember dimension="ifrs-full:ClassesOfPropertyPlantAndEquipmentAxis">ifrs-full:MotorVehiclesMember</xbrldi:explicitMember>
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			   <xbrli:context id="ctxt_9272">
                      <xbrli:entity>
                    <xbrli:identifier scheme="https://www.minfin.gov.ua">43068454</xbrli:identifier>
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                      <xbrli:scenario>
                             <xbrldi:explicitMember dimension="ifrs-full:ClassesOfPropertyPlantAndEquipmentAxis">ifrs-full:MotorVehiclesMember</xbrldi:explicitMember>
                      </xbrli:scenario>
               </xbrli:context>
<xbrli:context id="ctxt_9289">
                      <xbrli:entity>
                    <xbrli:identifier scheme="https://www.minfin.gov.ua">43068454</xbrli:identifier>
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                      <xbrli:period>
                    <xbrli:instant>2025-12-31</xbrli:instant>
                </xbrli:period>
                      <xbrli:scenario>
                             <xbrldi:explicitMember dimension="ifrs-full:ClassesOfPropertyPlantAndEquipmentAxis">ifrs-full:MotorVehiclesMember</xbrldi:explicitMember>
                             <xbrldi:explicitMember dimension="ifrs-full:CarryingAmountAccumulatedDepreciationAmortisationAndImpairmentAndGrossCarryingAmountAxis">ifrs-full:GrossCarryingAmountMember</xbrldi:explicitMember>
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			   <xbrli:context id="ctxt_9290">
                      <xbrli:entity>
                    <xbrli:identifier scheme="https://www.minfin.gov.ua">43068454</xbrli:identifier>
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                    <xbrli:instant>2024-12-31</xbrli:instant>
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                             <xbrldi:explicitMember dimension="ifrs-full:ClassesOfPropertyPlantAndEquipmentAxis">ifrs-full:MotorVehiclesMember</xbrldi:explicitMember>
                             <xbrldi:explicitMember dimension="ifrs-full:CarryingAmountAccumulatedDepreciationAmortisationAndImpairmentAndGrossCarryingAmountAxis">ifrs-full:GrossCarryingAmountMember</xbrldi:explicitMember>
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			   <xbrli:context id="ctxt_9291">
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                      <xbrli:scenario>
                             <xbrldi:explicitMember dimension="ifrs-full:ClassesOfPropertyPlantAndEquipmentAxis">ifrs-full:MotorVehiclesMember</xbrldi:explicitMember>
                             <xbrldi:explicitMember dimension="ifrs-full:CarryingAmountAccumulatedDepreciationAmortisationAndImpairmentAndGrossCarryingAmountAxis">ifrs-full:AccumulatedDepreciationAndAmortisationMember</xbrldi:explicitMember>
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                      <xbrli:scenario>
                             <xbrldi:explicitMember dimension="ifrs-full:ClassesOfPropertyPlantAndEquipmentAxis">ifrs-full:MotorVehiclesMember</xbrldi:explicitMember>
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			   <xbrli:context id="ctxt_9296">
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                    <xbrli:identifier scheme="https://www.minfin.gov.ua">43068454</xbrli:identifier>
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                      <xbrli:scenario>
                             <xbrldi:explicitMember dimension="ifrs-full:ClassesOfPropertyPlantAndEquipmentAxis">ifrs-full:MotorVehiclesMember</xbrldi:explicitMember>
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                      <xbrli:scenario>
                             <xbrldi:explicitMember dimension="ifrs-full:ClassesOfPropertyPlantAndEquipmentAxis">ifrs-full:OfficeEquipmentMember</xbrldi:explicitMember>
                             <xbrldi:explicitMember dimension="ifrs-full:CarryingAmountAccumulatedDepreciationAmortisationAndImpairmentAndGrossCarryingAmountAxis">ifrs-full:GrossCarryingAmountMember</xbrldi:explicitMember>
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			   <xbrli:context id="ctxt_9298">
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                    <xbrli:identifier scheme="https://www.minfin.gov.ua">43068454</xbrli:identifier>
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                      <xbrli:scenario>
                             <xbrldi:explicitMember dimension="ifrs-full:ClassesOfPropertyPlantAndEquipmentAxis">ifrs-full:OfficeEquipmentMember</xbrldi:explicitMember>
                             <xbrldi:explicitMember dimension="ifrs-full:CarryingAmountAccumulatedDepreciationAmortisationAndImpairmentAndGrossCarryingAmountAxis">ifrs-full:GrossCarryingAmountMember</xbrldi:explicitMember>
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<xbrli:context id="ctxt_9300">
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                             <xbrldi:explicitMember dimension="ifrs-full:ClassesOfPropertyPlantAndEquipmentAxis">ifrs-full:OfficeEquipmentMember</xbrldi:explicitMember>
                             <xbrldi:explicitMember dimension="ifrs-full:CarryingAmountAccumulatedDepreciationAmortisationAndImpairmentAndGrossCarryingAmountAxis">ifrs-full:AccumulatedDepreciationAndAmortisationMember</xbrldi:explicitMember>
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<xbrli:context id="ctxt_9303">
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                             <xbrldi:explicitMember dimension="ifrs-full:ClassesOfPropertyPlantAndEquipmentAxis">ifrs-full:OfficeEquipmentMember</xbrldi:explicitMember>
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			   <xbrli:context id="ctxt_9304">
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                    <xbrli:identifier scheme="https://www.minfin.gov.ua">43068454</xbrli:identifier>
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                             <xbrldi:explicitMember dimension="ifrs-full:ClassesOfPropertyPlantAndEquipmentAxis">ifrs-full:OfficeEquipmentMember</xbrldi:explicitMember>
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                    <xbrli:identifier scheme="https://www.minfin.gov.ua">43068454</xbrli:identifier>
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                             <xbrldi:explicitMember dimension="ifrs-full:ClassesOfPropertyPlantAndEquipmentAxis">ifrs-full:OfficeEquipmentMember</xbrldi:explicitMember>
                             <xbrldi:explicitMember dimension="ifrs-full:CarryingAmountAccumulatedDepreciationAmortisationAndImpairmentAndGrossCarryingAmountAxis">ifrs-full:GrossCarryingAmountMember</xbrldi:explicitMember>
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			   <xbrli:context id="ctxt_9306">
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                    <xbrli:identifier scheme="https://www.minfin.gov.ua">43068454</xbrli:identifier>
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                      <xbrli:scenario>
                             <xbrldi:explicitMember dimension="ifrs-full:ClassesOfPropertyPlantAndEquipmentAxis">ifrs-full:OfficeEquipmentMember</xbrldi:explicitMember>
                             <xbrldi:explicitMember dimension="ifrs-full:CarryingAmountAccumulatedDepreciationAmortisationAndImpairmentAndGrossCarryingAmountAxis">ifrs-full:GrossCarryingAmountMember</xbrldi:explicitMember>
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			   <xbrli:context id="ctxt_9307">
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                    <xbrli:identifier scheme="https://www.minfin.gov.ua">43068454</xbrli:identifier>
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                      <xbrli:scenario>
                             <xbrldi:explicitMember dimension="ifrs-full:ClassesOfPropertyPlantAndEquipmentAxis">ifrs-full:OfficeEquipmentMember</xbrldi:explicitMember>
                             <xbrldi:explicitMember dimension="ifrs-full:CarryingAmountAccumulatedDepreciationAmortisationAndImpairmentAndGrossCarryingAmountAxis">ifrs-full:AccumulatedDepreciationAndAmortisationMember</xbrldi:explicitMember>
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			   <xbrli:context id="ctxt_9308">
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                    <xbrli:identifier scheme="https://www.minfin.gov.ua">43068454</xbrli:identifier>
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                      <xbrli:scenario>
                             <xbrldi:explicitMember dimension="ifrs-full:ClassesOfPropertyPlantAndEquipmentAxis">ifrs-full:OfficeEquipmentMember</xbrldi:explicitMember>
                             <xbrldi:explicitMember dimension="ifrs-full:CarryingAmountAccumulatedDepreciationAmortisationAndImpairmentAndGrossCarryingAmountAxis">ifrs-full:AccumulatedDepreciationAndAmortisationMember</xbrldi:explicitMember>
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<xbrli:context id="ctxt_9311">
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                    <xbrli:identifier scheme="https://www.minfin.gov.ua">43068454</xbrli:identifier>
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                      <xbrli:scenario>
                             <xbrldi:explicitMember dimension="ifrs-full:ClassesOfPropertyPlantAndEquipmentAxis">ifrs-full:OfficeEquipmentMember</xbrldi:explicitMember>
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			   <xbrli:context id="ctxt_9312">
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                    <xbrli:identifier scheme="https://www.minfin.gov.ua">43068454</xbrli:identifier>
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                             <xbrldi:explicitMember dimension="ifrs-full:ClassesOfPropertyPlantAndEquipmentAxis">ifrs-full:OfficeEquipmentMember</xbrldi:explicitMember>
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<xbrli:context id="ctxt_9313">
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                    <xbrli:identifier scheme="https://www.minfin.gov.ua">43068454</xbrli:identifier>
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                      <xbrli:scenario>
                             <xbrldi:explicitMember dimension="ifrs-full:ClassesOfPropertyPlantAndEquipmentAxis">ifrs-full:OfficeEquipmentMember</xbrldi:explicitMember>
                             <xbrldi:explicitMember dimension="ifrs-full:CarryingAmountAccumulatedDepreciationAmortisationAndImpairmentAndGrossCarryingAmountAxis">ifrs-full:GrossCarryingAmountMember</xbrldi:explicitMember>
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			   <xbrli:context id="ctxt_9314">
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                    <xbrli:identifier scheme="https://www.minfin.gov.ua">43068454</xbrli:identifier>
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                             <xbrldi:explicitMember dimension="ifrs-full:ClassesOfPropertyPlantAndEquipmentAxis">ifrs-full:OfficeEquipmentMember</xbrldi:explicitMember>
                             <xbrldi:explicitMember dimension="ifrs-full:CarryingAmountAccumulatedDepreciationAmortisationAndImpairmentAndGrossCarryingAmountAxis">ifrs-full:GrossCarryingAmountMember</xbrldi:explicitMember>
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			   <xbrli:context id="ctxt_9315">
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                    <xbrli:identifier scheme="https://www.minfin.gov.ua">43068454</xbrli:identifier>
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                             <xbrldi:explicitMember dimension="ifrs-full:ClassesOfPropertyPlantAndEquipmentAxis">ifrs-full:OfficeEquipmentMember</xbrldi:explicitMember>
                             <xbrldi:explicitMember dimension="ifrs-full:CarryingAmountAccumulatedDepreciationAmortisationAndImpairmentAndGrossCarryingAmountAxis">ifrs-full:AccumulatedDepreciationAndAmortisationMember</xbrldi:explicitMember>
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<xbrli:context id="ctxt_9319">
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                    <xbrli:identifier scheme="https://www.minfin.gov.ua">43068454</xbrli:identifier>
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                             <xbrldi:explicitMember dimension="ifrs-full:ClassesOfPropertyPlantAndEquipmentAxis">ifrs-full:OfficeEquipmentMember</xbrldi:explicitMember>
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			   <xbrli:context id="ctxt_9320">
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                    <xbrli:identifier scheme="https://www.minfin.gov.ua">43068454</xbrli:identifier>
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                             <xbrldi:explicitMember dimension="ifrs-full:ClassesOfPropertyPlantAndEquipmentAxis">ifrs-full:OfficeEquipmentMember</xbrldi:explicitMember>
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<xbrli:context id="ctxti_00213">
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                             <xbrldi:explicitMember dimension="ifrs-full:ClassesOfPropertyPlantAndEquipmentAxis">ifrs-full:LandAndBuildingsMember</xbrldi:explicitMember>
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<xbrli:context id="ctxti_00223">
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<xbrli:context id="ctxti_00229">
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                             <xbrldi:explicitMember dimension="ifrs-full:ClassesOfPropertyPlantAndEquipmentAxis">ifrs-full:LandAndBuildingsMember</xbrldi:explicitMember>
                             <xbrldi:explicitMember dimension="ifrs-full:CarryingAmountAccumulatedDepreciationAmortisationAndImpairmentAndGrossCarryingAmountAxis">ifrs-full:AccumulatedDepreciationAmortisationAndImpairmentMember</xbrldi:explicitMember>
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                    <xbrli:endDate>2024-12-31</xbrli:endDate>
                </xbrli:period>
                      <xbrli:scenario>
                             <xbrldi:explicitMember dimension="ifrs-full:ClassesOfAssetsAxis">ifrs-full:BuildingsMember</xbrldi:explicitMember>
                      </xbrli:scenario>
               </xbrli:context>
<xbrli:context id="ctxt_05562">
                      <xbrli:entity>
                    <xbrli:identifier scheme="https://www.minfin.gov.ua">43068454</xbrli:identifier>
                </xbrli:entity>
                      <xbrli:period>
                    <xbrli:startDate>2025-01-01</xbrli:startDate>
                    <xbrli:endDate>2025-12-31</xbrli:endDate>
                </xbrli:period>
                      <xbrli:scenario>
                             <xbrldi:explicitMember dimension="ifrs-full:ClassesOfAssetsAxis">ifrs-full:LandAndBuildingsMember</xbrldi:explicitMember>
                             <xbrldi:explicitMember dimension="ifrs-full:CarryingAmountAccumulatedDepreciationAmortisationAndImpairmentAndGrossCarryingAmountAxis">ifrs-full:GrossCarryingAmountMember</xbrldi:explicitMember>
                      </xbrli:scenario>
               </xbrli:context>	
               <xbrli:context id="ctxt_05563">
                      <xbrli:entity>
                    <xbrli:identifier scheme="https://www.minfin.gov.ua">43068454</xbrli:identifier>
                </xbrli:entity>
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                    <xbrli:startDate>2024-01-01</xbrli:startDate>
                    <xbrli:endDate>2024-12-31</xbrli:endDate>
                </xbrli:period>
                      <xbrli:scenario>
                             <xbrldi:explicitMember dimension="ifrs-full:ClassesOfAssetsAxis">ifrs-full:LandAndBuildingsMember</xbrldi:explicitMember>
                             <xbrldi:explicitMember dimension="ifrs-full:CarryingAmountAccumulatedDepreciationAmortisationAndImpairmentAndGrossCarryingAmountAxis">ifrs-full:GrossCarryingAmountMember</xbrldi:explicitMember>
                      </xbrli:scenario>
               </xbrli:context>               
               <xbrli:context id="ctxt_05564">
                      <xbrli:entity>
                    <xbrli:identifier scheme="https://www.minfin.gov.ua">43068454</xbrli:identifier>
                </xbrli:entity>
                      <xbrli:period>
                    <xbrli:startDate>2025-01-01</xbrli:startDate>
                    <xbrli:endDate>2025-12-31</xbrli:endDate>
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                      <xbrli:scenario>
                             <xbrldi:explicitMember dimension="ifrs-full:ClassesOfAssetsAxis">ifrs-full:LandAndBuildingsMember</xbrldi:explicitMember>
                             <xbrldi:explicitMember dimension="ifrs-full:CarryingAmountAccumulatedDepreciationAmortisationAndImpairmentAndGrossCarryingAmountAxis">ifrs-full:AccumulatedDepreciationAndAmortisationMember</xbrldi:explicitMember>
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               </xbrli:context>               
               <xbrli:context id="ctxt_05565">
                      <xbrli:entity>
                    <xbrli:identifier scheme="https://www.minfin.gov.ua">43068454</xbrli:identifier>
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                      <xbrli:period>
                    <xbrli:startDate>2024-01-01</xbrli:startDate>
                    <xbrli:endDate>2024-12-31</xbrli:endDate>
                </xbrli:period>
                      <xbrli:scenario>
                             <xbrldi:explicitMember dimension="ifrs-full:ClassesOfAssetsAxis">ifrs-full:LandAndBuildingsMember</xbrldi:explicitMember>
                             <xbrldi:explicitMember dimension="ifrs-full:CarryingAmountAccumulatedDepreciationAmortisationAndImpairmentAndGrossCarryingAmountAxis">ifrs-full:AccumulatedDepreciationAndAmortisationMember</xbrldi:explicitMember>
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<xbrli:context id="ctxt_05568">
                      <xbrli:entity>
                    <xbrli:identifier scheme="https://www.minfin.gov.ua">43068454</xbrli:identifier>
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                      <xbrli:period>
                    <xbrli:startDate>2025-01-01</xbrli:startDate>
                    <xbrli:endDate>2025-12-31</xbrli:endDate>
                </xbrli:period>
                      <xbrli:scenario>
                             <xbrldi:explicitMember dimension="ifrs-full:ClassesOfAssetsAxis">ifrs-full:LandAndBuildingsMember</xbrldi:explicitMember>
                             <xbrldi:explicitMember dimension="ifrs-full:CarryingAmountAccumulatedDepreciationAmortisationAndImpairmentAndGrossCarryingAmountAxis">ifrs-full:AccumulatedDepreciationAmortisationAndImpairmentMember</xbrldi:explicitMember>
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               </xbrli:context>
			   <xbrli:context id="ctxt_05569">
                      <xbrli:entity>
                    <xbrli:identifier scheme="https://www.minfin.gov.ua">43068454</xbrli:identifier>
                </xbrli:entity>
                      <xbrli:period>
                    <xbrli:startDate>2024-01-01</xbrli:startDate>
                    <xbrli:endDate>2024-12-31</xbrli:endDate>
                </xbrli:period>
                      <xbrli:scenario>
                             <xbrldi:explicitMember dimension="ifrs-full:ClassesOfAssetsAxis">ifrs-full:LandAndBuildingsMember</xbrldi:explicitMember>
                             <xbrldi:explicitMember dimension="ifrs-full:CarryingAmountAccumulatedDepreciationAmortisationAndImpairmentAndGrossCarryingAmountAxis">ifrs-full:AccumulatedDepreciationAmortisationAndImpairmentMember</xbrldi:explicitMember>
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               </xbrli:context>
               <xbrli:context id="ctxt_05570">
                      <xbrli:entity>
                    <xbrli:identifier scheme="https://www.minfin.gov.ua">43068454</xbrli:identifier>
                </xbrli:entity>
                      <xbrli:period>
                    <xbrli:startDate>2025-01-01</xbrli:startDate>
                    <xbrli:endDate>2025-12-31</xbrli:endDate>
                </xbrli:period>
                      <xbrli:scenario>
                             <xbrldi:explicitMember dimension="ifrs-full:ClassesOfAssetsAxis">ifrs-full:LandAndBuildingsMember</xbrldi:explicitMember>
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               </xbrli:context>               
               <xbrli:context id="ctxt_05571">
                      <xbrli:entity>
                    <xbrli:identifier scheme="https://www.minfin.gov.ua">43068454</xbrli:identifier>
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                      <xbrli:period>
                    <xbrli:startDate>2024-01-01</xbrli:startDate>
                    <xbrli:endDate>2024-12-31</xbrli:endDate>
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                      <xbrli:scenario>
                             <xbrldi:explicitMember dimension="ifrs-full:ClassesOfAssetsAxis">ifrs-full:LandAndBuildingsMember</xbrldi:explicitMember>
                      </xbrli:scenario>
               </xbrli:context>
<xbrli:context id="ctxt_05752">
                      <xbrli:entity>
                    <xbrli:identifier scheme="https://www.minfin.gov.ua">43068454</xbrli:identifier>
                </xbrli:entity>
                      <xbrli:period>
                    <xbrli:startDate>2025-01-01</xbrli:startDate>
                    <xbrli:endDate>2025-12-31</xbrli:endDate>
                </xbrli:period>
                      <xbrli:scenario>
                             <xbrldi:explicitMember dimension="ifrs-full:ClassesOfAssetsAxis">ifrs-full:IntangibleAssetsOtherThanGoodwillMember</xbrldi:explicitMember>
                             <xbrldi:explicitMember dimension="ifrs-full:CarryingAmountAccumulatedDepreciationAmortisationAndImpairmentAndGrossCarryingAmountAxis">ifrs-full:GrossCarryingAmountMember</xbrldi:explicitMember>
                      </xbrli:scenario>
               </xbrli:context>	
               <xbrli:context id="ctxt_05753">
                      <xbrli:entity>
                    <xbrli:identifier scheme="https://www.minfin.gov.ua">43068454</xbrli:identifier>
                </xbrli:entity>
                      <xbrli:period>
                    <xbrli:startDate>2024-01-01</xbrli:startDate>
                    <xbrli:endDate>2024-12-31</xbrli:endDate>
                </xbrli:period>
                      <xbrli:scenario>
                             <xbrldi:explicitMember dimension="ifrs-full:ClassesOfAssetsAxis">ifrs-full:IntangibleAssetsOtherThanGoodwillMember</xbrldi:explicitMember>
                             <xbrldi:explicitMember dimension="ifrs-full:CarryingAmountAccumulatedDepreciationAmortisationAndImpairmentAndGrossCarryingAmountAxis">ifrs-full:GrossCarryingAmountMember</xbrldi:explicitMember>
                      </xbrli:scenario>
               </xbrli:context>               
               <xbrli:context id="ctxt_05754">
                      <xbrli:entity>
                    <xbrli:identifier scheme="https://www.minfin.gov.ua">43068454</xbrli:identifier>
                </xbrli:entity>
                      <xbrli:period>
                    <xbrli:startDate>2025-01-01</xbrli:startDate>
                    <xbrli:endDate>2025-12-31</xbrli:endDate>
                </xbrli:period>
                      <xbrli:scenario>
                             <xbrldi:explicitMember dimension="ifrs-full:ClassesOfAssetsAxis">ifrs-full:IntangibleAssetsOtherThanGoodwillMember</xbrldi:explicitMember>
                             <xbrldi:explicitMember dimension="ifrs-full:CarryingAmountAccumulatedDepreciationAmortisationAndImpairmentAndGrossCarryingAmountAxis">ifrs-full:AccumulatedDepreciationAndAmortisationMember</xbrldi:explicitMember>
                      </xbrli:scenario>
               </xbrli:context>               
               <xbrli:context id="ctxt_05755">
                      <xbrli:entity>
                    <xbrli:identifier scheme="https://www.minfin.gov.ua">43068454</xbrli:identifier>
                </xbrli:entity>
                      <xbrli:period>
                    <xbrli:startDate>2024-01-01</xbrli:startDate>
                    <xbrli:endDate>2024-12-31</xbrli:endDate>
                </xbrli:period>
                      <xbrli:scenario>
                             <xbrldi:explicitMember dimension="ifrs-full:ClassesOfAssetsAxis">ifrs-full:IntangibleAssetsOtherThanGoodwillMember</xbrldi:explicitMember>
                             <xbrldi:explicitMember dimension="ifrs-full:CarryingAmountAccumulatedDepreciationAmortisationAndImpairmentAndGrossCarryingAmountAxis">ifrs-full:AccumulatedDepreciationAndAmortisationMember</xbrldi:explicitMember>
                      </xbrli:scenario>
               </xbrli:context>
<xbrli:context id="ctxt_05758">
                      <xbrli:entity>
                    <xbrli:identifier scheme="https://www.minfin.gov.ua">43068454</xbrli:identifier>
                </xbrli:entity>
                      <xbrli:period>
                    <xbrli:startDate>2025-01-01</xbrli:startDate>
                    <xbrli:endDate>2025-12-31</xbrli:endDate>
                </xbrli:period>
                      <xbrli:scenario>
                             <xbrldi:explicitMember dimension="ifrs-full:ClassesOfAssetsAxis">ifrs-full:IntangibleAssetsOtherThanGoodwillMember</xbrldi:explicitMember>
                             <xbrldi:explicitMember dimension="ifrs-full:CarryingAmountAccumulatedDepreciationAmortisationAndImpairmentAndGrossCarryingAmountAxis">ifrs-full:AccumulatedDepreciationAmortisationAndImpairmentMember</xbrldi:explicitMember>
                      </xbrli:scenario>
               </xbrli:context>
			   <xbrli:context id="ctxt_05759">
                      <xbrli:entity>
                    <xbrli:identifier scheme="https://www.minfin.gov.ua">43068454</xbrli:identifier>
                </xbrli:entity>
                      <xbrli:period>
                    <xbrli:startDate>2024-01-01</xbrli:startDate>
                    <xbrli:endDate>2024-12-31</xbrli:endDate>
                </xbrli:period>
                      <xbrli:scenario>
                             <xbrldi:explicitMember dimension="ifrs-full:ClassesOfAssetsAxis">ifrs-full:IntangibleAssetsOtherThanGoodwillMember</xbrldi:explicitMember>
                             <xbrldi:explicitMember dimension="ifrs-full:CarryingAmountAccumulatedDepreciationAmortisationAndImpairmentAndGrossCarryingAmountAxis">ifrs-full:AccumulatedDepreciationAmortisationAndImpairmentMember</xbrldi:explicitMember>
                      </xbrli:scenario>
               </xbrli:context>
               <xbrli:context id="ctxt_05760">
                      <xbrli:entity>
                    <xbrli:identifier scheme="https://www.minfin.gov.ua">43068454</xbrli:identifier>
                </xbrli:entity>
                      <xbrli:period>
                    <xbrli:startDate>2025-01-01</xbrli:startDate>
                    <xbrli:endDate>2025-12-31</xbrli:endDate>
                </xbrli:period>
                      <xbrli:scenario>
                             <xbrldi:explicitMember dimension="ifrs-full:ClassesOfAssetsAxis">ifrs-full:IntangibleAssetsOtherThanGoodwillMember</xbrldi:explicitMember>
                      </xbrli:scenario>
               </xbrli:context>               
               <xbrli:context id="ctxt_05761">
                      <xbrli:entity>
                    <xbrli:identifier scheme="https://www.minfin.gov.ua">43068454</xbrli:identifier>
                </xbrli:entity>
                      <xbrli:period>
                    <xbrli:startDate>2024-01-01</xbrli:startDate>
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                </xbrli:period>
                      <xbrli:scenario>
                             <xbrldi:explicitMember dimension="ifrs-full:ClassesOfAssetsAxis">ifrs-full:IntangibleAssetsOtherThanGoodwillMember</xbrldi:explicitMember>
                      </xbrli:scenario>
               </xbrli:context>
<xbrli:context id="ctxt_06103">
                      <xbrli:entity>
                    <xbrli:identifier scheme="https://www.minfin.gov.ua">43068454</xbrli:identifier>
                </xbrli:entity>
                      <xbrli:period>
                    <xbrli:instant>2024-12-31</xbrli:instant>
                </xbrli:period>
                      <xbrli:scenario>							 	
                             <xbrldi:explicitMember dimension="ifrs-full:PropertyPlantAndEquipmentIncludingRightofuseAssetsAxis">ifrs-full:PropertyPlantAndEquipmentMember</xbrldi:explicitMember>
                             <xbrldi:explicitMember dimension="ifrs-full:ClassesOfPropertyPlantAndEquipmentAxis">ifrs-full:BuildingsMember</xbrldi:explicitMember>
							 <xbrldi:explicitMember dimension="ifrs-full:CarryingAmountAccumulatedDepreciationAmortisationAndImpairmentAndGrossCarryingAmountAxis">ifrs-full:GrossCarryingAmountMember</xbrldi:explicitMember>
                      </xbrli:scenario>
               </xbrli:context>
               <xbrli:context id="ctxt_06104">
                      <xbrli:entity>
                    <xbrli:identifier scheme="https://www.minfin.gov.ua">43068454</xbrli:identifier>
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                      <xbrli:period>
                    <xbrli:instant>2025-12-31</xbrli:instant>
                </xbrli:period>
                      <xbrli:scenario>
                             <xbrldi:explicitMember dimension="ifrs-full:PropertyPlantAndEquipmentIncludingRightofuseAssetsAxis">ifrs-full:PropertyPlantAndEquipmentMember</xbrldi:explicitMember>
                             <xbrldi:explicitMember dimension="ifrs-full:ClassesOfPropertyPlantAndEquipmentAxis">ifrs-full:BuildingsMember</xbrldi:explicitMember>
                             <xbrldi:explicitMember dimension="ifrs-full:CarryingAmountAccumulatedDepreciationAmortisationAndImpairmentAndGrossCarryingAmountAxis">ifrs-full:GrossCarryingAmountMember</xbrldi:explicitMember>
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               </xbrli:context>
               <xbrli:context id="ctxt_06105">
                      <xbrli:entity>
                    <xbrli:identifier scheme="https://www.minfin.gov.ua">43068454</xbrli:identifier>
                </xbrli:entity>
                      <xbrli:period>
                    <xbrli:startDate>2024-01-01</xbrli:startDate>
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                </xbrli:period>
                      <xbrli:scenario>
                             <xbrldi:explicitMember dimension="ifrs-full:PropertyPlantAndEquipmentIncludingRightofuseAssetsAxis">ifrs-full:PropertyPlantAndEquipmentMember</xbrldi:explicitMember>
                             <xbrldi:explicitMember dimension="ifrs-full:ClassesOfPropertyPlantAndEquipmentAxis">ifrs-full:BuildingsMember</xbrldi:explicitMember>
                             <xbrldi:explicitMember dimension="ifrs-full:CarryingAmountAccumulatedDepreciationAmortisationAndImpairmentAndGrossCarryingAmountAxis">ifrs-full:GrossCarryingAmountMember</xbrldi:explicitMember>
                      </xbrli:scenario>
               </xbrli:context>
               <xbrli:context id="ctxt_06106">
                      <xbrli:entity>
                    <xbrli:identifier scheme="https://www.minfin.gov.ua">43068454</xbrli:identifier>
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                      <xbrli:period>
                    <xbrli:instant>2023-12-31</xbrli:instant>
                </xbrli:period>
                      <xbrli:scenario>
                             <xbrldi:explicitMember dimension="ifrs-full:PropertyPlantAndEquipmentIncludingRightofuseAssetsAxis">ifrs-full:PropertyPlantAndEquipmentMember</xbrldi:explicitMember>
                             <xbrldi:explicitMember dimension="ifrs-full:ClassesOfPropertyPlantAndEquipmentAxis">ifrs-full:BuildingsMember</xbrldi:explicitMember>
                             <xbrldi:explicitMember dimension="ifrs-full:CarryingAmountAccumulatedDepreciationAmortisationAndImpairmentAndGrossCarryingAmountAxis">ifrs-full:GrossCarryingAmountMember</xbrldi:explicitMember>
                      </xbrli:scenario>
               </xbrli:context>
               <xbrli:context id="ctxt_06107">
                      <xbrli:entity>
                    <xbrli:identifier scheme="https://www.minfin.gov.ua">43068454</xbrli:identifier>
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                      <xbrli:period>
                    <xbrli:instant>2024-12-31</xbrli:instant>
                </xbrli:period>
                      <xbrli:scenario>
                             <xbrldi:explicitMember dimension="ifrs-full:PropertyPlantAndEquipmentIncludingRightofuseAssetsAxis">ifrs-full:PropertyPlantAndEquipmentMember</xbrldi:explicitMember>
                             <xbrldi:explicitMember dimension="ifrs-full:ClassesOfPropertyPlantAndEquipmentAxis">ifrs-full:BuildingsMember</xbrldi:explicitMember>
                             <xbrldi:explicitMember dimension="ifrs-full:CarryingAmountAccumulatedDepreciationAmortisationAndImpairmentAndGrossCarryingAmountAxis">ifrs-full:GrossCarryingAmountMember</xbrldi:explicitMember>
                      </xbrli:scenario>
               </xbrli:context>
               <xbrli:context id="ctxt_06108">
                      <xbrli:entity>
                    <xbrli:identifier scheme="https://www.minfin.gov.ua">43068454</xbrli:identifier>
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                    <xbrli:startDate>2025-01-01</xbrli:startDate>
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                </xbrli:period>
                      <xbrli:scenario>
                             <xbrldi:explicitMember dimension="ifrs-full:PropertyPlantAndEquipmentIncludingRightofuseAssetsAxis">ifrs-full:PropertyPlantAndEquipmentMember</xbrldi:explicitMember>
                             <xbrldi:explicitMember dimension="ifrs-full:ClassesOfPropertyPlantAndEquipmentAxis">ifrs-full:BuildingsMember</xbrldi:explicitMember>
                             <xbrldi:explicitMember dimension="ifrs-full:CarryingAmountAccumulatedDepreciationAmortisationAndImpairmentAndGrossCarryingAmountAxis">ifrs-full:AccumulatedDepreciationAndAmortisationMember</xbrldi:explicitMember>
                      </xbrli:scenario>
               </xbrli:context>
<xbrli:context id="ctxt_06110">
                      <xbrli:entity>
                    <xbrli:identifier scheme="https://www.minfin.gov.ua">43068454</xbrli:identifier>
                </xbrli:entity>
                      <xbrli:period>
                    <xbrli:instant>2025-12-31</xbrli:instant>
                </xbrli:period>
                      <xbrli:scenario>
                             <xbrldi:explicitMember dimension="ifrs-full:PropertyPlantAndEquipmentIncludingRightofuseAssetsAxis">ifrs-full:PropertyPlantAndEquipmentMember</xbrldi:explicitMember>
                             <xbrldi:explicitMember dimension="ifrs-full:ClassesOfPropertyPlantAndEquipmentAxis">ifrs-full:BuildingsMember</xbrldi:explicitMember>
                             <xbrldi:explicitMember dimension="ifrs-full:CarryingAmountAccumulatedDepreciationAmortisationAndImpairmentAndGrossCarryingAmountAxis">ifrs-full:AccumulatedDepreciationAndAmortisationMember</xbrldi:explicitMember>
                      </xbrli:scenario>
               </xbrli:context>
               <xbrli:context id="ctxt_06111">
                      <xbrli:entity>
                    <xbrli:identifier scheme="https://www.minfin.gov.ua">43068454</xbrli:identifier>
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                      <xbrli:period>
                    <xbrli:startDate>2024-01-01</xbrli:startDate>
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                      <xbrli:scenario>
                             <xbrldi:explicitMember dimension="ifrs-full:PropertyPlantAndEquipmentIncludingRightofuseAssetsAxis">ifrs-full:PropertyPlantAndEquipmentMember</xbrldi:explicitMember>
                             <xbrldi:explicitMember dimension="ifrs-full:ClassesOfPropertyPlantAndEquipmentAxis">ifrs-full:BuildingsMember</xbrldi:explicitMember>
                             <xbrldi:explicitMember dimension="ifrs-full:CarryingAmountAccumulatedDepreciationAmortisationAndImpairmentAndGrossCarryingAmountAxis">ifrs-full:AccumulatedDepreciationAndAmortisationMember</xbrldi:explicitMember>
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               </xbrli:context>
               <xbrli:context id="ctxt_06112">
                      <xbrli:entity>
                    <xbrli:identifier scheme="https://www.minfin.gov.ua">43068454</xbrli:identifier>
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                      <xbrli:period>
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                </xbrli:period>
                      <xbrli:scenario>
                             <xbrldi:explicitMember dimension="ifrs-full:PropertyPlantAndEquipmentIncludingRightofuseAssetsAxis">ifrs-full:PropertyPlantAndEquipmentMember</xbrldi:explicitMember>
                             <xbrldi:explicitMember dimension="ifrs-full:ClassesOfPropertyPlantAndEquipmentAxis">ifrs-full:BuildingsMember</xbrldi:explicitMember>
                             <xbrldi:explicitMember dimension="ifrs-full:CarryingAmountAccumulatedDepreciationAmortisationAndImpairmentAndGrossCarryingAmountAxis">ifrs-full:AccumulatedDepreciationAndAmortisationMember</xbrldi:explicitMember>
                      </xbrli:scenario>
               </xbrli:context>
               <xbrli:context id="ctxt_06113">
                      <xbrli:entity>
                    <xbrli:identifier scheme="https://www.minfin.gov.ua">43068454</xbrli:identifier>
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                      <xbrli:period>
                    <xbrli:instant>2024-12-31</xbrli:instant>
                </xbrli:period>
                      <xbrli:scenario>
                             <xbrldi:explicitMember dimension="ifrs-full:PropertyPlantAndEquipmentIncludingRightofuseAssetsAxis">ifrs-full:PropertyPlantAndEquipmentMember</xbrldi:explicitMember>
                             <xbrldi:explicitMember dimension="ifrs-full:ClassesOfPropertyPlantAndEquipmentAxis">ifrs-full:BuildingsMember</xbrldi:explicitMember>
                             <xbrldi:explicitMember dimension="ifrs-full:CarryingAmountAccumulatedDepreciationAmortisationAndImpairmentAndGrossCarryingAmountAxis">ifrs-full:AccumulatedDepreciationAndAmortisationMember</xbrldi:explicitMember>
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               </xbrli:context>
<xbrli:context id="ctxt_06120">
                      <xbrli:entity>
                    <xbrli:identifier scheme="https://www.minfin.gov.ua">43068454</xbrli:identifier>
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                      <xbrli:scenario>
                             <xbrldi:explicitMember dimension="ifrs-full:PropertyPlantAndEquipmentIncludingRightofuseAssetsAxis">ifrs-full:PropertyPlantAndEquipmentMember</xbrldi:explicitMember>
                             <xbrldi:explicitMember dimension="ifrs-full:ClassesOfPropertyPlantAndEquipmentAxis">ifrs-full:BuildingsMember</xbrldi:explicitMember>
                             <xbrldi:explicitMember dimension="ifrs-full:CarryingAmountAccumulatedDepreciationAmortisationAndImpairmentAndGrossCarryingAmountAxis">ifrs-full:AccumulatedDepreciationAmortisationAndImpairmentMember</xbrldi:explicitMember>
					  </xbrli:scenario>
               </xbrli:context>
<xbrli:context id="ctxt_06122">
                      <xbrli:entity>
                    <xbrli:identifier scheme="https://www.minfin.gov.ua">43068454</xbrli:identifier>
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                </xbrli:period>
                      <xbrli:scenario>
                             <xbrldi:explicitMember dimension="ifrs-full:PropertyPlantAndEquipmentIncludingRightofuseAssetsAxis">ifrs-full:PropertyPlantAndEquipmentMember</xbrldi:explicitMember>
                             <xbrldi:explicitMember dimension="ifrs-full:ClassesOfPropertyPlantAndEquipmentAxis">ifrs-full:BuildingsMember</xbrldi:explicitMember>
                             <xbrldi:explicitMember dimension="ifrs-full:CarryingAmountAccumulatedDepreciationAmortisationAndImpairmentAndGrossCarryingAmountAxis">ifrs-full:AccumulatedDepreciationAmortisationAndImpairmentMember</xbrldi:explicitMember>
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               </xbrli:context>					   
			   <xbrli:context id="ctxt_06123">
                      <xbrli:entity>
                    <xbrli:identifier scheme="https://www.minfin.gov.ua">43068454</xbrli:identifier>
                </xbrli:entity>
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                      <xbrli:scenario>
                             <xbrldi:explicitMember dimension="ifrs-full:PropertyPlantAndEquipmentIncludingRightofuseAssetsAxis">ifrs-full:PropertyPlantAndEquipmentMember</xbrldi:explicitMember>
                             <xbrldi:explicitMember dimension="ifrs-full:ClassesOfPropertyPlantAndEquipmentAxis">ifrs-full:BuildingsMember</xbrldi:explicitMember>
                             <xbrldi:explicitMember dimension="ifrs-full:CarryingAmountAccumulatedDepreciationAmortisationAndImpairmentAndGrossCarryingAmountAxis">ifrs-full:AccumulatedDepreciationAmortisationAndImpairmentMember</xbrldi:explicitMember>
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               </xbrli:context>			   
			   <xbrli:context id="ctxt_06124">
                      <xbrli:entity>
                    <xbrli:identifier scheme="https://www.minfin.gov.ua">43068454</xbrli:identifier>
                </xbrli:entity>
                      <xbrli:period>
                    <xbrli:instant>2023-12-31</xbrli:instant>
                </xbrli:period>
                      <xbrli:scenario>
                             <xbrldi:explicitMember dimension="ifrs-full:PropertyPlantAndEquipmentIncludingRightofuseAssetsAxis">ifrs-full:PropertyPlantAndEquipmentMember</xbrldi:explicitMember>
                             <xbrldi:explicitMember dimension="ifrs-full:ClassesOfPropertyPlantAndEquipmentAxis">ifrs-full:BuildingsMember</xbrldi:explicitMember>
                             <xbrldi:explicitMember dimension="ifrs-full:CarryingAmountAccumulatedDepreciationAmortisationAndImpairmentAndGrossCarryingAmountAxis">ifrs-full:AccumulatedDepreciationAmortisationAndImpairmentMember</xbrldi:explicitMember>
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               </xbrli:context>		
			   <xbrli:context id="ctxt_06125">
                      <xbrli:entity>
                    <xbrli:identifier scheme="https://www.minfin.gov.ua">43068454</xbrli:identifier>
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                      <xbrli:period>
                    <xbrli:instant>2024-12-31</xbrli:instant>
                </xbrli:period>
                      <xbrli:scenario>
                             <xbrldi:explicitMember dimension="ifrs-full:PropertyPlantAndEquipmentIncludingRightofuseAssetsAxis">ifrs-full:PropertyPlantAndEquipmentMember</xbrldi:explicitMember>
                             <xbrldi:explicitMember dimension="ifrs-full:ClassesOfPropertyPlantAndEquipmentAxis">ifrs-full:BuildingsMember</xbrldi:explicitMember>
                             <xbrldi:explicitMember dimension="ifrs-full:CarryingAmountAccumulatedDepreciationAmortisationAndImpairmentAndGrossCarryingAmountAxis">ifrs-full:AccumulatedDepreciationAmortisationAndImpairmentMember</xbrldi:explicitMember>
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               </xbrli:context>				   
               <xbrli:context id="ctxt_06126">
                      <xbrli:entity>
                    <xbrli:identifier scheme="https://www.minfin.gov.ua">43068454</xbrli:identifier>
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                      <xbrli:period>
                    <xbrli:startDate>2025-01-01</xbrli:startDate>
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                </xbrli:period>
                      <xbrli:scenario>
                             <xbrldi:explicitMember dimension="ifrs-full:PropertyPlantAndEquipmentIncludingRightofuseAssetsAxis">ifrs-full:PropertyPlantAndEquipmentMember</xbrldi:explicitMember>
                             <xbrldi:explicitMember dimension="ifrs-full:ClassesOfPropertyPlantAndEquipmentAxis">ifrs-full:BuildingsMember</xbrldi:explicitMember>
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               <xbrli:context id="ctxt_06127">
                      <xbrli:entity>
                    <xbrli:identifier scheme="https://www.minfin.gov.ua">43068454</xbrli:identifier>
                </xbrli:entity>
                      <xbrli:period>
                    <xbrli:instant>2024-12-31</xbrli:instant>
                </xbrli:period>
                      <xbrli:scenario>
                             <xbrldi:explicitMember dimension="ifrs-full:PropertyPlantAndEquipmentIncludingRightofuseAssetsAxis">ifrs-full:PropertyPlantAndEquipmentMember</xbrldi:explicitMember>
                             <xbrldi:explicitMember dimension="ifrs-full:ClassesOfPropertyPlantAndEquipmentAxis">ifrs-full:BuildingsMember</xbrldi:explicitMember>
                      </xbrli:scenario>
               </xbrli:context>
               <xbrli:context id="ctxt_06128">
                      <xbrli:entity>
                    <xbrli:identifier scheme="https://www.minfin.gov.ua">43068454</xbrli:identifier>
                </xbrli:entity>
                      <xbrli:period>
                    <xbrli:instant>2025-12-31</xbrli:instant>
                </xbrli:period>
                      <xbrli:scenario>
                             <xbrldi:explicitMember dimension="ifrs-full:PropertyPlantAndEquipmentIncludingRightofuseAssetsAxis">ifrs-full:PropertyPlantAndEquipmentMember</xbrldi:explicitMember>
                             <xbrldi:explicitMember dimension="ifrs-full:ClassesOfPropertyPlantAndEquipmentAxis">ifrs-full:BuildingsMember</xbrldi:explicitMember>
                      </xbrli:scenario>
               </xbrli:context>
               <xbrli:context id="ctxt_06129">
                      <xbrli:entity>
                    <xbrli:identifier scheme="https://www.minfin.gov.ua">43068454</xbrli:identifier>
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                      <xbrli:period>
                    <xbrli:startDate>2024-01-01</xbrli:startDate>
                    <xbrli:endDate>2024-12-31</xbrli:endDate>
                </xbrli:period>
                      <xbrli:scenario>
                             <xbrldi:explicitMember dimension="ifrs-full:PropertyPlantAndEquipmentIncludingRightofuseAssetsAxis">ifrs-full:PropertyPlantAndEquipmentMember</xbrldi:explicitMember>
                             <xbrldi:explicitMember dimension="ifrs-full:ClassesOfPropertyPlantAndEquipmentAxis">ifrs-full:BuildingsMember</xbrldi:explicitMember>
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               </xbrli:context>
               <xbrli:context id="ctxt_06130">
                      <xbrli:entity>
                    <xbrli:identifier scheme="https://www.minfin.gov.ua">43068454</xbrli:identifier>
                </xbrli:entity>
                      <xbrli:period>
                    <xbrli:instant>2023-12-31</xbrli:instant>
                </xbrli:period>
                      <xbrli:scenario>
                             <xbrldi:explicitMember dimension="ifrs-full:PropertyPlantAndEquipmentIncludingRightofuseAssetsAxis">ifrs-full:PropertyPlantAndEquipmentMember</xbrldi:explicitMember>
                             <xbrldi:explicitMember dimension="ifrs-full:ClassesOfPropertyPlantAndEquipmentAxis">ifrs-full:BuildingsMember</xbrldi:explicitMember>
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               <xbrli:context id="ctxt_06131">
                      <xbrli:entity>
                    <xbrli:identifier scheme="https://www.minfin.gov.ua">43068454</xbrli:identifier>
                </xbrli:entity>
                      <xbrli:period>
                    <xbrli:instant>2024-12-31</xbrli:instant>
                </xbrli:period>
                      <xbrli:scenario>
                             <xbrldi:explicitMember dimension="ifrs-full:PropertyPlantAndEquipmentIncludingRightofuseAssetsAxis">ifrs-full:PropertyPlantAndEquipmentMember</xbrldi:explicitMember>
                             <xbrldi:explicitMember dimension="ifrs-full:ClassesOfPropertyPlantAndEquipmentAxis">ifrs-full:BuildingsMember</xbrldi:explicitMember>
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               </xbrli:context>
<xbrli:context id="ctxt_06133">
                      <xbrli:entity>
                    <xbrli:identifier scheme="https://www.minfin.gov.ua">43068454</xbrli:identifier>
                </xbrli:entity>
                      <xbrli:period>
                    <xbrli:instant>2024-12-31</xbrli:instant>
                </xbrli:period>
                      <xbrli:scenario>							 	
                             <xbrldi:explicitMember dimension="ifrs-full:PropertyPlantAndEquipmentIncludingRightofuseAssetsAxis">ifrs-full:PropertyPlantAndEquipmentMember</xbrldi:explicitMember>
                             <xbrldi:explicitMember dimension="ifrs-full:ClassesOfPropertyPlantAndEquipmentAxis">ifrs-full:LandAndBuildingsMember</xbrldi:explicitMember>
							 <xbrldi:explicitMember dimension="ifrs-full:CarryingAmountAccumulatedDepreciationAmortisationAndImpairmentAndGrossCarryingAmountAxis">ifrs-full:GrossCarryingAmountMember</xbrldi:explicitMember>
                      </xbrli:scenario>
               </xbrli:context>
               <xbrli:context id="ctxt_06134">
                      <xbrli:entity>
                    <xbrli:identifier scheme="https://www.minfin.gov.ua">43068454</xbrli:identifier>
                </xbrli:entity>
                      <xbrli:period>
                    <xbrli:instant>2025-12-31</xbrli:instant>
                </xbrli:period>
                      <xbrli:scenario>
                             <xbrldi:explicitMember dimension="ifrs-full:PropertyPlantAndEquipmentIncludingRightofuseAssetsAxis">ifrs-full:PropertyPlantAndEquipmentMember</xbrldi:explicitMember>
                             <xbrldi:explicitMember dimension="ifrs-full:ClassesOfPropertyPlantAndEquipmentAxis">ifrs-full:LandAndBuildingsMember</xbrldi:explicitMember>
                             <xbrldi:explicitMember dimension="ifrs-full:CarryingAmountAccumulatedDepreciationAmortisationAndImpairmentAndGrossCarryingAmountAxis">ifrs-full:GrossCarryingAmountMember</xbrldi:explicitMember>
                      </xbrli:scenario>
               </xbrli:context>
               <xbrli:context id="ctxt_06135">
                      <xbrli:entity>
                    <xbrli:identifier scheme="https://www.minfin.gov.ua">43068454</xbrli:identifier>
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                      <xbrli:period>
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                      <xbrli:scenario>
                             <xbrldi:explicitMember dimension="ifrs-full:PropertyPlantAndEquipmentIncludingRightofuseAssetsAxis">ifrs-full:PropertyPlantAndEquipmentMember</xbrldi:explicitMember>
                             <xbrldi:explicitMember dimension="ifrs-full:ClassesOfPropertyPlantAndEquipmentAxis">ifrs-full:LandAndBuildingsMember</xbrldi:explicitMember>
                             <xbrldi:explicitMember dimension="ifrs-full:CarryingAmountAccumulatedDepreciationAmortisationAndImpairmentAndGrossCarryingAmountAxis">ifrs-full:GrossCarryingAmountMember</xbrldi:explicitMember>
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               <xbrli:context id="ctxt_06136">
                      <xbrli:entity>
                    <xbrli:identifier scheme="https://www.minfin.gov.ua">43068454</xbrli:identifier>
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                      <xbrli:period>
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                </xbrli:period>
                      <xbrli:scenario>
                             <xbrldi:explicitMember dimension="ifrs-full:PropertyPlantAndEquipmentIncludingRightofuseAssetsAxis">ifrs-full:PropertyPlantAndEquipmentMember</xbrldi:explicitMember>
                             <xbrldi:explicitMember dimension="ifrs-full:ClassesOfPropertyPlantAndEquipmentAxis">ifrs-full:LandAndBuildingsMember</xbrldi:explicitMember>
                             <xbrldi:explicitMember dimension="ifrs-full:CarryingAmountAccumulatedDepreciationAmortisationAndImpairmentAndGrossCarryingAmountAxis">ifrs-full:GrossCarryingAmountMember</xbrldi:explicitMember>
                      </xbrli:scenario>
               </xbrli:context>
               <xbrli:context id="ctxt_06137">
                      <xbrli:entity>
                    <xbrli:identifier scheme="https://www.minfin.gov.ua">43068454</xbrli:identifier>
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                      <xbrli:period>
                    <xbrli:instant>2024-12-31</xbrli:instant>
                </xbrli:period>
                      <xbrli:scenario>
                             <xbrldi:explicitMember dimension="ifrs-full:PropertyPlantAndEquipmentIncludingRightofuseAssetsAxis">ifrs-full:PropertyPlantAndEquipmentMember</xbrldi:explicitMember>
                             <xbrldi:explicitMember dimension="ifrs-full:ClassesOfPropertyPlantAndEquipmentAxis">ifrs-full:LandAndBuildingsMember</xbrldi:explicitMember>
                             <xbrldi:explicitMember dimension="ifrs-full:CarryingAmountAccumulatedDepreciationAmortisationAndImpairmentAndGrossCarryingAmountAxis">ifrs-full:GrossCarryingAmountMember</xbrldi:explicitMember>
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               </xbrli:context>
               <xbrli:context id="ctxt_06138">
                      <xbrli:entity>
                    <xbrli:identifier scheme="https://www.minfin.gov.ua">43068454</xbrli:identifier>
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                      <xbrli:period>
                    <xbrli:startDate>2025-01-01</xbrli:startDate>
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                      <xbrli:scenario>
                             <xbrldi:explicitMember dimension="ifrs-full:PropertyPlantAndEquipmentIncludingRightofuseAssetsAxis">ifrs-full:PropertyPlantAndEquipmentMember</xbrldi:explicitMember>
                             <xbrldi:explicitMember dimension="ifrs-full:ClassesOfPropertyPlantAndEquipmentAxis">ifrs-full:LandAndBuildingsMember</xbrldi:explicitMember>
                             <xbrldi:explicitMember dimension="ifrs-full:CarryingAmountAccumulatedDepreciationAmortisationAndImpairmentAndGrossCarryingAmountAxis">ifrs-full:AccumulatedDepreciationAndAmortisationMember</xbrldi:explicitMember>
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               </xbrli:context>
<xbrli:context id="ctxt_06140">
                      <xbrli:entity>
                    <xbrli:identifier scheme="https://www.minfin.gov.ua">43068454</xbrli:identifier>
                </xbrli:entity>
                      <xbrli:period>
                    <xbrli:instant>2025-12-31</xbrli:instant>
                </xbrli:period>
                      <xbrli:scenario>
                             <xbrldi:explicitMember dimension="ifrs-full:PropertyPlantAndEquipmentIncludingRightofuseAssetsAxis">ifrs-full:PropertyPlantAndEquipmentMember</xbrldi:explicitMember>
                             <xbrldi:explicitMember dimension="ifrs-full:ClassesOfPropertyPlantAndEquipmentAxis">ifrs-full:LandAndBuildingsMember</xbrldi:explicitMember>
                             <xbrldi:explicitMember dimension="ifrs-full:CarryingAmountAccumulatedDepreciationAmortisationAndImpairmentAndGrossCarryingAmountAxis">ifrs-full:AccumulatedDepreciationAndAmortisationMember</xbrldi:explicitMember>
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               </xbrli:context>
               <xbrli:context id="ctxt_06141">
                      <xbrli:entity>
                    <xbrli:identifier scheme="https://www.minfin.gov.ua">43068454</xbrli:identifier>
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                      <xbrli:scenario>
                             <xbrldi:explicitMember dimension="ifrs-full:PropertyPlantAndEquipmentIncludingRightofuseAssetsAxis">ifrs-full:PropertyPlantAndEquipmentMember</xbrldi:explicitMember>
                             <xbrldi:explicitMember dimension="ifrs-full:ClassesOfPropertyPlantAndEquipmentAxis">ifrs-full:LandAndBuildingsMember</xbrldi:explicitMember>
                             <xbrldi:explicitMember dimension="ifrs-full:CarryingAmountAccumulatedDepreciationAmortisationAndImpairmentAndGrossCarryingAmountAxis">ifrs-full:AccumulatedDepreciationAndAmortisationMember</xbrldi:explicitMember>
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               </xbrli:context>
               <xbrli:context id="ctxt_06142">
                      <xbrli:entity>
                    <xbrli:identifier scheme="https://www.minfin.gov.ua">43068454</xbrli:identifier>
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                      <xbrli:period>
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                </xbrli:period>
                      <xbrli:scenario>
                             <xbrldi:explicitMember dimension="ifrs-full:PropertyPlantAndEquipmentIncludingRightofuseAssetsAxis">ifrs-full:PropertyPlantAndEquipmentMember</xbrldi:explicitMember>
                             <xbrldi:explicitMember dimension="ifrs-full:ClassesOfPropertyPlantAndEquipmentAxis">ifrs-full:LandAndBuildingsMember</xbrldi:explicitMember>
                             <xbrldi:explicitMember dimension="ifrs-full:CarryingAmountAccumulatedDepreciationAmortisationAndImpairmentAndGrossCarryingAmountAxis">ifrs-full:AccumulatedDepreciationAndAmortisationMember</xbrldi:explicitMember>
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               </xbrli:context>
               <xbrli:context id="ctxt_06143">
                      <xbrli:entity>
                    <xbrli:identifier scheme="https://www.minfin.gov.ua">43068454</xbrli:identifier>
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                </xbrli:period>
                      <xbrli:scenario>
                             <xbrldi:explicitMember dimension="ifrs-full:PropertyPlantAndEquipmentIncludingRightofuseAssetsAxis">ifrs-full:PropertyPlantAndEquipmentMember</xbrldi:explicitMember>
                             <xbrldi:explicitMember dimension="ifrs-full:ClassesOfPropertyPlantAndEquipmentAxis">ifrs-full:LandAndBuildingsMember</xbrldi:explicitMember>
                             <xbrldi:explicitMember dimension="ifrs-full:CarryingAmountAccumulatedDepreciationAmortisationAndImpairmentAndGrossCarryingAmountAxis">ifrs-full:AccumulatedDepreciationAndAmortisationMember</xbrldi:explicitMember>
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               </xbrli:context>
<xbrli:context id="ctxt_06150">
                      <xbrli:entity>
                    <xbrli:identifier scheme="https://www.minfin.gov.ua">43068454</xbrli:identifier>
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                      <xbrli:scenario>
                             <xbrldi:explicitMember dimension="ifrs-full:PropertyPlantAndEquipmentIncludingRightofuseAssetsAxis">ifrs-full:PropertyPlantAndEquipmentMember</xbrldi:explicitMember>
                             <xbrldi:explicitMember dimension="ifrs-full:ClassesOfPropertyPlantAndEquipmentAxis">ifrs-full:LandAndBuildingsMember</xbrldi:explicitMember>
                             <xbrldi:explicitMember dimension="ifrs-full:CarryingAmountAccumulatedDepreciationAmortisationAndImpairmentAndGrossCarryingAmountAxis">ifrs-full:AccumulatedDepreciationAmortisationAndImpairmentMember</xbrldi:explicitMember>
					  </xbrli:scenario>
               </xbrli:context>
<xbrli:context id="ctxt_06152">
                      <xbrli:entity>
                    <xbrli:identifier scheme="https://www.minfin.gov.ua">43068454</xbrli:identifier>
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                </xbrli:period>
                      <xbrli:scenario>
                             <xbrldi:explicitMember dimension="ifrs-full:PropertyPlantAndEquipmentIncludingRightofuseAssetsAxis">ifrs-full:PropertyPlantAndEquipmentMember</xbrldi:explicitMember>
                             <xbrldi:explicitMember dimension="ifrs-full:ClassesOfPropertyPlantAndEquipmentAxis">ifrs-full:LandAndBuildingsMember</xbrldi:explicitMember>
                             <xbrldi:explicitMember dimension="ifrs-full:CarryingAmountAccumulatedDepreciationAmortisationAndImpairmentAndGrossCarryingAmountAxis">ifrs-full:AccumulatedDepreciationAmortisationAndImpairmentMember</xbrldi:explicitMember>
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               </xbrli:context>					   
			   <xbrli:context id="ctxt_06153">
                      <xbrli:entity>
                    <xbrli:identifier scheme="https://www.minfin.gov.ua">43068454</xbrli:identifier>
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                      <xbrli:scenario>
                             <xbrldi:explicitMember dimension="ifrs-full:PropertyPlantAndEquipmentIncludingRightofuseAssetsAxis">ifrs-full:PropertyPlantAndEquipmentMember</xbrldi:explicitMember>
                             <xbrldi:explicitMember dimension="ifrs-full:ClassesOfPropertyPlantAndEquipmentAxis">ifrs-full:LandAndBuildingsMember</xbrldi:explicitMember>
                             <xbrldi:explicitMember dimension="ifrs-full:CarryingAmountAccumulatedDepreciationAmortisationAndImpairmentAndGrossCarryingAmountAxis">ifrs-full:AccumulatedDepreciationAmortisationAndImpairmentMember</xbrldi:explicitMember>
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               </xbrli:context>			   
			   <xbrli:context id="ctxt_06154">
                      <xbrli:entity>
                    <xbrli:identifier scheme="https://www.minfin.gov.ua">43068454</xbrli:identifier>
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                      <xbrli:scenario>
                             <xbrldi:explicitMember dimension="ifrs-full:PropertyPlantAndEquipmentIncludingRightofuseAssetsAxis">ifrs-full:PropertyPlantAndEquipmentMember</xbrldi:explicitMember>
                             <xbrldi:explicitMember dimension="ifrs-full:ClassesOfPropertyPlantAndEquipmentAxis">ifrs-full:LandAndBuildingsMember</xbrldi:explicitMember>
                             <xbrldi:explicitMember dimension="ifrs-full:CarryingAmountAccumulatedDepreciationAmortisationAndImpairmentAndGrossCarryingAmountAxis">ifrs-full:AccumulatedDepreciationAmortisationAndImpairmentMember</xbrldi:explicitMember>
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               </xbrli:context>		
			   <xbrli:context id="ctxt_06155">
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                    <xbrli:identifier scheme="https://www.minfin.gov.ua">43068454</xbrli:identifier>
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                </xbrli:period>
                      <xbrli:scenario>
                             <xbrldi:explicitMember dimension="ifrs-full:PropertyPlantAndEquipmentIncludingRightofuseAssetsAxis">ifrs-full:PropertyPlantAndEquipmentMember</xbrldi:explicitMember>
                             <xbrldi:explicitMember dimension="ifrs-full:ClassesOfPropertyPlantAndEquipmentAxis">ifrs-full:LandAndBuildingsMember</xbrldi:explicitMember>
                             <xbrldi:explicitMember dimension="ifrs-full:CarryingAmountAccumulatedDepreciationAmortisationAndImpairmentAndGrossCarryingAmountAxis">ifrs-full:AccumulatedDepreciationAmortisationAndImpairmentMember</xbrldi:explicitMember>
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               </xbrli:context>				   
               <xbrli:context id="ctxt_06156">
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                    <xbrli:identifier scheme="https://www.minfin.gov.ua">43068454</xbrli:identifier>
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                             <xbrldi:explicitMember dimension="ifrs-full:PropertyPlantAndEquipmentIncludingRightofuseAssetsAxis">ifrs-full:PropertyPlantAndEquipmentMember</xbrldi:explicitMember>
                             <xbrldi:explicitMember dimension="ifrs-full:ClassesOfPropertyPlantAndEquipmentAxis">ifrs-full:LandAndBuildingsMember</xbrldi:explicitMember>
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                </xbrli:period>
                      <xbrli:scenario>
                             <xbrldi:explicitMember dimension="ifrs-full:PropertyPlantAndEquipmentIncludingRightofuseAssetsAxis">ifrs-full:PropertyPlantAndEquipmentMember</xbrldi:explicitMember>
                             <xbrldi:explicitMember dimension="ifrs-full:ClassesOfPropertyPlantAndEquipmentAxis">ifrs-full:LandAndBuildingsMember</xbrldi:explicitMember>
                      </xbrli:scenario>
               </xbrli:context>
               <xbrli:context id="ctxt_06158">
                      <xbrli:entity>
                    <xbrli:identifier scheme="https://www.minfin.gov.ua">43068454</xbrli:identifier>
                </xbrli:entity>
                      <xbrli:period>
                    <xbrli:instant>2025-12-31</xbrli:instant>
                </xbrli:period>
                      <xbrli:scenario>
                             <xbrldi:explicitMember dimension="ifrs-full:PropertyPlantAndEquipmentIncludingRightofuseAssetsAxis">ifrs-full:PropertyPlantAndEquipmentMember</xbrldi:explicitMember>
                             <xbrldi:explicitMember dimension="ifrs-full:ClassesOfPropertyPlantAndEquipmentAxis">ifrs-full:LandAndBuildingsMember</xbrldi:explicitMember>
                      </xbrli:scenario>
               </xbrli:context>
               <xbrli:context id="ctxt_06159">
                      <xbrli:entity>
                    <xbrli:identifier scheme="https://www.minfin.gov.ua">43068454</xbrli:identifier>
                </xbrli:entity>
                      <xbrli:period>
                    <xbrli:startDate>2024-01-01</xbrli:startDate>
                    <xbrli:endDate>2024-12-31</xbrli:endDate>
                </xbrli:period>
                      <xbrli:scenario>
                             <xbrldi:explicitMember dimension="ifrs-full:PropertyPlantAndEquipmentIncludingRightofuseAssetsAxis">ifrs-full:PropertyPlantAndEquipmentMember</xbrldi:explicitMember>
                             <xbrldi:explicitMember dimension="ifrs-full:ClassesOfPropertyPlantAndEquipmentAxis">ifrs-full:LandAndBuildingsMember</xbrldi:explicitMember>
                      </xbrli:scenario>
               </xbrli:context>
               <xbrli:context id="ctxt_06160">
                      <xbrli:entity>
                    <xbrli:identifier scheme="https://www.minfin.gov.ua">43068454</xbrli:identifier>
                </xbrli:entity>
                      <xbrli:period>
                    <xbrli:instant>2023-12-31</xbrli:instant>
                </xbrli:period>
                      <xbrli:scenario>
                             <xbrldi:explicitMember dimension="ifrs-full:PropertyPlantAndEquipmentIncludingRightofuseAssetsAxis">ifrs-full:PropertyPlantAndEquipmentMember</xbrldi:explicitMember>
                             <xbrldi:explicitMember dimension="ifrs-full:ClassesOfPropertyPlantAndEquipmentAxis">ifrs-full:LandAndBuildingsMember</xbrldi:explicitMember>
                      </xbrli:scenario>
               </xbrli:context>
               <xbrli:context id="ctxt_06161">
                      <xbrli:entity>
                    <xbrli:identifier scheme="https://www.minfin.gov.ua">43068454</xbrli:identifier>
                </xbrli:entity>
                      <xbrli:period>
                    <xbrli:instant>2024-12-31</xbrli:instant>
                </xbrli:period>
                      <xbrli:scenario>
                             <xbrldi:explicitMember dimension="ifrs-full:PropertyPlantAndEquipmentIncludingRightofuseAssetsAxis">ifrs-full:PropertyPlantAndEquipmentMember</xbrldi:explicitMember>
                             <xbrldi:explicitMember dimension="ifrs-full:ClassesOfPropertyPlantAndEquipmentAxis">ifrs-full:LandAndBuildingsMember</xbrldi:explicitMember>
                      </xbrli:scenario>
               </xbrli:context>		
	           <xbrli:context id="ctxt_06162">
                      <xbrli:entity>
                    <xbrli:identifier scheme="https://www.minfin.gov.ua">43068454</xbrli:identifier>
                </xbrli:entity>
                      <xbrli:period>
                    <xbrli:startDate>2025-01-01</xbrli:startDate>
                    <xbrli:endDate>2025-12-31</xbrli:endDate>
                </xbrli:period>
                      <xbrli:scenario>							 	
                             <xbrldi:explicitMember dimension="ifrs-full:PropertyPlantAndEquipmentIncludingRightofuseAssetsAxis">ifrs-full:PropertyPlantAndEquipmentMember</xbrldi:explicitMember>
                             <xbrldi:explicitMember dimension="ifrs-full:ClassesOfPropertyPlantAndEquipmentAxis">ifrs-full:MachineryMember</xbrldi:explicitMember>
							 <xbrldi:explicitMember dimension="ifrs-full:CarryingAmountAccumulatedDepreciationAmortisationAndImpairmentAndGrossCarryingAmountAxis">ifrs-full:GrossCarryingAmountMember</xbrldi:explicitMember>
                      </xbrli:scenario>
               </xbrli:context>
               <xbrli:context id="ctxt_06163">
                      <xbrli:entity>
                    <xbrli:identifier scheme="https://www.minfin.gov.ua">43068454</xbrli:identifier>
                </xbrli:entity>
                      <xbrli:period>
                    <xbrli:instant>2024-12-31</xbrli:instant>
                </xbrli:period>
                      <xbrli:scenario>							 	
                             <xbrldi:explicitMember dimension="ifrs-full:PropertyPlantAndEquipmentIncludingRightofuseAssetsAxis">ifrs-full:PropertyPlantAndEquipmentMember</xbrldi:explicitMember>
                             <xbrldi:explicitMember dimension="ifrs-full:ClassesOfPropertyPlantAndEquipmentAxis">ifrs-full:MachineryMember</xbrldi:explicitMember>
							 <xbrldi:explicitMember dimension="ifrs-full:CarryingAmountAccumulatedDepreciationAmortisationAndImpairmentAndGrossCarryingAmountAxis">ifrs-full:GrossCarryingAmountMember</xbrldi:explicitMember>
                      </xbrli:scenario>
               </xbrli:context>
               <xbrli:context id="ctxt_06164">
                      <xbrli:entity>
                    <xbrli:identifier scheme="https://www.minfin.gov.ua">43068454</xbrli:identifier>
                </xbrli:entity>
                      <xbrli:period>
                    <xbrli:instant>2025-12-31</xbrli:instant>
                </xbrli:period>
                      <xbrli:scenario>
                             <xbrldi:explicitMember dimension="ifrs-full:PropertyPlantAndEquipmentIncludingRightofuseAssetsAxis">ifrs-full:PropertyPlantAndEquipmentMember</xbrldi:explicitMember>
                             <xbrldi:explicitMember dimension="ifrs-full:ClassesOfPropertyPlantAndEquipmentAxis">ifrs-full:MachineryMember</xbrldi:explicitMember>
                             <xbrldi:explicitMember dimension="ifrs-full:CarryingAmountAccumulatedDepreciationAmortisationAndImpairmentAndGrossCarryingAmountAxis">ifrs-full:GrossCarryingAmountMember</xbrldi:explicitMember>
                      </xbrli:scenario>
               </xbrli:context>
               <xbrli:context id="ctxt_06165">
                      <xbrli:entity>
                    <xbrli:identifier scheme="https://www.minfin.gov.ua">43068454</xbrli:identifier>
                </xbrli:entity>
                      <xbrli:period>
                    <xbrli:startDate>2024-01-01</xbrli:startDate>
                    <xbrli:endDate>2024-12-31</xbrli:endDate>
                </xbrli:period>
                      <xbrli:scenario>
                             <xbrldi:explicitMember dimension="ifrs-full:PropertyPlantAndEquipmentIncludingRightofuseAssetsAxis">ifrs-full:PropertyPlantAndEquipmentMember</xbrldi:explicitMember>
                             <xbrldi:explicitMember dimension="ifrs-full:ClassesOfPropertyPlantAndEquipmentAxis">ifrs-full:MachineryMember</xbrldi:explicitMember>
                             <xbrldi:explicitMember dimension="ifrs-full:CarryingAmountAccumulatedDepreciationAmortisationAndImpairmentAndGrossCarryingAmountAxis">ifrs-full:GrossCarryingAmountMember</xbrldi:explicitMember>
                      </xbrli:scenario>
               </xbrli:context>
               <xbrli:context id="ctxt_06166">
                      <xbrli:entity>
                    <xbrli:identifier scheme="https://www.minfin.gov.ua">43068454</xbrli:identifier>
                </xbrli:entity>
                      <xbrli:period>
                    <xbrli:instant>2023-12-31</xbrli:instant>
                </xbrli:period>
                      <xbrli:scenario>
                             <xbrldi:explicitMember dimension="ifrs-full:PropertyPlantAndEquipmentIncludingRightofuseAssetsAxis">ifrs-full:PropertyPlantAndEquipmentMember</xbrldi:explicitMember>
                             <xbrldi:explicitMember dimension="ifrs-full:ClassesOfPropertyPlantAndEquipmentAxis">ifrs-full:MachineryMember</xbrldi:explicitMember>
                             <xbrldi:explicitMember dimension="ifrs-full:CarryingAmountAccumulatedDepreciationAmortisationAndImpairmentAndGrossCarryingAmountAxis">ifrs-full:GrossCarryingAmountMember</xbrldi:explicitMember>
                      </xbrli:scenario>
               </xbrli:context>
               <xbrli:context id="ctxt_06167">
                      <xbrli:entity>
                    <xbrli:identifier scheme="https://www.minfin.gov.ua">43068454</xbrli:identifier>
                </xbrli:entity>
                      <xbrli:period>
                    <xbrli:instant>2024-12-31</xbrli:instant>
                </xbrli:period>
                      <xbrli:scenario>
                             <xbrldi:explicitMember dimension="ifrs-full:PropertyPlantAndEquipmentIncludingRightofuseAssetsAxis">ifrs-full:PropertyPlantAndEquipmentMember</xbrldi:explicitMember>
                             <xbrldi:explicitMember dimension="ifrs-full:ClassesOfPropertyPlantAndEquipmentAxis">ifrs-full:MachineryMember</xbrldi:explicitMember>
                             <xbrldi:explicitMember dimension="ifrs-full:CarryingAmountAccumulatedDepreciationAmortisationAndImpairmentAndGrossCarryingAmountAxis">ifrs-full:GrossCarryingAmountMember</xbrldi:explicitMember>
                      </xbrli:scenario>
               </xbrli:context>
               <xbrli:context id="ctxt_06168">
                      <xbrli:entity>
                    <xbrli:identifier scheme="https://www.minfin.gov.ua">43068454</xbrli:identifier>
                </xbrli:entity>
                      <xbrli:period>
                    <xbrli:startDate>2025-01-01</xbrli:startDate>
                    <xbrli:endDate>2025-12-31</xbrli:endDate>
                </xbrli:period>
                      <xbrli:scenario>
                             <xbrldi:explicitMember dimension="ifrs-full:PropertyPlantAndEquipmentIncludingRightofuseAssetsAxis">ifrs-full:PropertyPlantAndEquipmentMember</xbrldi:explicitMember>
                             <xbrldi:explicitMember dimension="ifrs-full:ClassesOfPropertyPlantAndEquipmentAxis">ifrs-full:MachineryMember</xbrldi:explicitMember>
                             <xbrldi:explicitMember dimension="ifrs-full:CarryingAmountAccumulatedDepreciationAmortisationAndImpairmentAndGrossCarryingAmountAxis">ifrs-full:AccumulatedDepreciationAndAmortisationMember</xbrldi:explicitMember>
                      </xbrli:scenario>
               </xbrli:context>
<xbrli:context id="ctxt_06170">
                      <xbrli:entity>
                    <xbrli:identifier scheme="https://www.minfin.gov.ua">43068454</xbrli:identifier>
                </xbrli:entity>
                      <xbrli:period>
                    <xbrli:instant>2025-12-31</xbrli:instant>
                </xbrli:period>
                      <xbrli:scenario>
                             <xbrldi:explicitMember dimension="ifrs-full:PropertyPlantAndEquipmentIncludingRightofuseAssetsAxis">ifrs-full:PropertyPlantAndEquipmentMember</xbrldi:explicitMember>
                             <xbrldi:explicitMember dimension="ifrs-full:ClassesOfPropertyPlantAndEquipmentAxis">ifrs-full:MachineryMember</xbrldi:explicitMember>
                             <xbrldi:explicitMember dimension="ifrs-full:CarryingAmountAccumulatedDepreciationAmortisationAndImpairmentAndGrossCarryingAmountAxis">ifrs-full:AccumulatedDepreciationAndAmortisationMember</xbrldi:explicitMember>
                      </xbrli:scenario>
               </xbrli:context>
               <xbrli:context id="ctxt_06171">
                      <xbrli:entity>
                    <xbrli:identifier scheme="https://www.minfin.gov.ua">43068454</xbrli:identifier>
                </xbrli:entity>
                      <xbrli:period>
                    <xbrli:startDate>2024-01-01</xbrli:startDate>
                    <xbrli:endDate>2024-12-31</xbrli:endDate>
                </xbrli:period>
                      <xbrli:scenario>
                             <xbrldi:explicitMember dimension="ifrs-full:PropertyPlantAndEquipmentIncludingRightofuseAssetsAxis">ifrs-full:PropertyPlantAndEquipmentMember</xbrldi:explicitMember>
                             <xbrldi:explicitMember dimension="ifrs-full:ClassesOfPropertyPlantAndEquipmentAxis">ifrs-full:MachineryMember</xbrldi:explicitMember>
                             <xbrldi:explicitMember dimension="ifrs-full:CarryingAmountAccumulatedDepreciationAmortisationAndImpairmentAndGrossCarryingAmountAxis">ifrs-full:AccumulatedDepreciationAndAmortisationMember</xbrldi:explicitMember>
                      </xbrli:scenario>
               </xbrli:context>
               <xbrli:context id="ctxt_06172">
                      <xbrli:entity>
                    <xbrli:identifier scheme="https://www.minfin.gov.ua">43068454</xbrli:identifier>
                </xbrli:entity>
                      <xbrli:period>
                    <xbrli:instant>2023-12-31</xbrli:instant>
                </xbrli:period>
                      <xbrli:scenario>
                             <xbrldi:explicitMember dimension="ifrs-full:PropertyPlantAndEquipmentIncludingRightofuseAssetsAxis">ifrs-full:PropertyPlantAndEquipmentMember</xbrldi:explicitMember>
                             <xbrldi:explicitMember dimension="ifrs-full:ClassesOfPropertyPlantAndEquipmentAxis">ifrs-full:MachineryMember</xbrldi:explicitMember>
                             <xbrldi:explicitMember dimension="ifrs-full:CarryingAmountAccumulatedDepreciationAmortisationAndImpairmentAndGrossCarryingAmountAxis">ifrs-full:AccumulatedDepreciationAndAmortisationMember</xbrldi:explicitMember>
                      </xbrli:scenario>
               </xbrli:context>
               <xbrli:context id="ctxt_06173">
                      <xbrli:entity>
                    <xbrli:identifier scheme="https://www.minfin.gov.ua">43068454</xbrli:identifier>
                </xbrli:entity>
                      <xbrli:period>
                    <xbrli:instant>2024-12-31</xbrli:instant>
                </xbrli:period>
                      <xbrli:scenario>
                             <xbrldi:explicitMember dimension="ifrs-full:PropertyPlantAndEquipmentIncludingRightofuseAssetsAxis">ifrs-full:PropertyPlantAndEquipmentMember</xbrldi:explicitMember>
                             <xbrldi:explicitMember dimension="ifrs-full:ClassesOfPropertyPlantAndEquipmentAxis">ifrs-full:MachineryMember</xbrldi:explicitMember>
                             <xbrldi:explicitMember dimension="ifrs-full:CarryingAmountAccumulatedDepreciationAmortisationAndImpairmentAndGrossCarryingAmountAxis">ifrs-full:AccumulatedDepreciationAndAmortisationMember</xbrldi:explicitMember>
                      </xbrli:scenario>
               </xbrli:context>
<xbrli:context id="ctxt_06180">
                      <xbrli:entity>
                    <xbrli:identifier scheme="https://www.minfin.gov.ua">43068454</xbrli:identifier>
                </xbrli:entity>
                      <xbrli:period>
                    <xbrli:startDate>2025-01-01</xbrli:startDate>
                    <xbrli:endDate>2025-12-31</xbrli:endDate>
                </xbrli:period>
                      <xbrli:scenario>
                             <xbrldi:explicitMember dimension="ifrs-full:PropertyPlantAndEquipmentIncludingRightofuseAssetsAxis">ifrs-full:PropertyPlantAndEquipmentMember</xbrldi:explicitMember>
                             <xbrldi:explicitMember dimension="ifrs-full:ClassesOfPropertyPlantAndEquipmentAxis">ifrs-full:MachineryMember</xbrldi:explicitMember>
                             <xbrldi:explicitMember dimension="ifrs-full:CarryingAmountAccumulatedDepreciationAmortisationAndImpairmentAndGrossCarryingAmountAxis">ifrs-full:AccumulatedDepreciationAmortisationAndImpairmentMember</xbrldi:explicitMember>
					  </xbrli:scenario>
               </xbrli:context>
<xbrli:context id="ctxt_06182">
                      <xbrli:entity>
                    <xbrli:identifier scheme="https://www.minfin.gov.ua">43068454</xbrli:identifier>
                </xbrli:entity>
                      <xbrli:period>
                    <xbrli:instant>2025-12-31</xbrli:instant>
                </xbrli:period>
                      <xbrli:scenario>
                             <xbrldi:explicitMember dimension="ifrs-full:PropertyPlantAndEquipmentIncludingRightofuseAssetsAxis">ifrs-full:PropertyPlantAndEquipmentMember</xbrldi:explicitMember>
                             <xbrldi:explicitMember dimension="ifrs-full:ClassesOfPropertyPlantAndEquipmentAxis">ifrs-full:MachineryMember</xbrldi:explicitMember>
                             <xbrldi:explicitMember dimension="ifrs-full:CarryingAmountAccumulatedDepreciationAmortisationAndImpairmentAndGrossCarryingAmountAxis">ifrs-full:AccumulatedDepreciationAmortisationAndImpairmentMember</xbrldi:explicitMember>
                      </xbrli:scenario>
               </xbrli:context>					   
			   <xbrli:context id="ctxt_06183">
                      <xbrli:entity>
                    <xbrli:identifier scheme="https://www.minfin.gov.ua">43068454</xbrli:identifier>
                </xbrli:entity>
                      <xbrli:period>
                    <xbrli:startDate>2024-01-01</xbrli:startDate>
                    <xbrli:endDate>2024-12-31</xbrli:endDate>
                </xbrli:period>
                      <xbrli:scenario>
                             <xbrldi:explicitMember dimension="ifrs-full:PropertyPlantAndEquipmentIncludingRightofuseAssetsAxis">ifrs-full:PropertyPlantAndEquipmentMember</xbrldi:explicitMember>
                             <xbrldi:explicitMember dimension="ifrs-full:ClassesOfPropertyPlantAndEquipmentAxis">ifrs-full:MachineryMember</xbrldi:explicitMember>
                             <xbrldi:explicitMember dimension="ifrs-full:CarryingAmountAccumulatedDepreciationAmortisationAndImpairmentAndGrossCarryingAmountAxis">ifrs-full:AccumulatedDepreciationAmortisationAndImpairmentMember</xbrldi:explicitMember>
                      </xbrli:scenario>
               </xbrli:context>			   
			   <xbrli:context id="ctxt_06184">
                      <xbrli:entity>
                    <xbrli:identifier scheme="https://www.minfin.gov.ua">43068454</xbrli:identifier>
                </xbrli:entity>
                      <xbrli:period>
                    <xbrli:instant>2023-12-31</xbrli:instant>
                </xbrli:period>
                      <xbrli:scenario>
                             <xbrldi:explicitMember dimension="ifrs-full:PropertyPlantAndEquipmentIncludingRightofuseAssetsAxis">ifrs-full:PropertyPlantAndEquipmentMember</xbrldi:explicitMember>
                             <xbrldi:explicitMember dimension="ifrs-full:ClassesOfPropertyPlantAndEquipmentAxis">ifrs-full:MachineryMember</xbrldi:explicitMember>
                             <xbrldi:explicitMember dimension="ifrs-full:CarryingAmountAccumulatedDepreciationAmortisationAndImpairmentAndGrossCarryingAmountAxis">ifrs-full:AccumulatedDepreciationAmortisationAndImpairmentMember</xbrldi:explicitMember>
                      </xbrli:scenario>
               </xbrli:context>		
			   <xbrli:context id="ctxt_06185">
                      <xbrli:entity>
                    <xbrli:identifier scheme="https://www.minfin.gov.ua">43068454</xbrli:identifier>
                </xbrli:entity>
                      <xbrli:period>
                    <xbrli:instant>2024-12-31</xbrli:instant>
                </xbrli:period>
                      <xbrli:scenario>
                             <xbrldi:explicitMember dimension="ifrs-full:PropertyPlantAndEquipmentIncludingRightofuseAssetsAxis">ifrs-full:PropertyPlantAndEquipmentMember</xbrldi:explicitMember>
                             <xbrldi:explicitMember dimension="ifrs-full:ClassesOfPropertyPlantAndEquipmentAxis">ifrs-full:MachineryMember</xbrldi:explicitMember>
                             <xbrldi:explicitMember dimension="ifrs-full:CarryingAmountAccumulatedDepreciationAmortisationAndImpairmentAndGrossCarryingAmountAxis">ifrs-full:AccumulatedDepreciationAmortisationAndImpairmentMember</xbrldi:explicitMember>
                      </xbrli:scenario>
               </xbrli:context>				   
               <xbrli:context id="ctxt_06186">
                      <xbrli:entity>
                    <xbrli:identifier scheme="https://www.minfin.gov.ua">43068454</xbrli:identifier>
                </xbrli:entity>
                      <xbrli:period>
                    <xbrli:startDate>2025-01-01</xbrli:startDate>
                    <xbrli:endDate>2025-12-31</xbrli:endDate>
                </xbrli:period>
                      <xbrli:scenario>
                             <xbrldi:explicitMember dimension="ifrs-full:PropertyPlantAndEquipmentIncludingRightofuseAssetsAxis">ifrs-full:PropertyPlantAndEquipmentMember</xbrldi:explicitMember>
                             <xbrldi:explicitMember dimension="ifrs-full:ClassesOfPropertyPlantAndEquipmentAxis">ifrs-full:MachineryMember</xbrldi:explicitMember>
                      </xbrli:scenario>
               </xbrli:context>
               <xbrli:context id="ctxt_06187">
                      <xbrli:entity>
                    <xbrli:identifier scheme="https://www.minfin.gov.ua">43068454</xbrli:identifier>
                </xbrli:entity>
                      <xbrli:period>
                    <xbrli:instant>2024-12-31</xbrli:instant>
                </xbrli:period>
                      <xbrli:scenario>
                             <xbrldi:explicitMember dimension="ifrs-full:PropertyPlantAndEquipmentIncludingRightofuseAssetsAxis">ifrs-full:PropertyPlantAndEquipmentMember</xbrldi:explicitMember>
                             <xbrldi:explicitMember dimension="ifrs-full:ClassesOfPropertyPlantAndEquipmentAxis">ifrs-full:MachineryMember</xbrldi:explicitMember>
                      </xbrli:scenario>
               </xbrli:context>
               <xbrli:context id="ctxt_06188">
                      <xbrli:entity>
                    <xbrli:identifier scheme="https://www.minfin.gov.ua">43068454</xbrli:identifier>
                </xbrli:entity>
                      <xbrli:period>
                    <xbrli:instant>2025-12-31</xbrli:instant>
                </xbrli:period>
                      <xbrli:scenario>
                             <xbrldi:explicitMember dimension="ifrs-full:PropertyPlantAndEquipmentIncludingRightofuseAssetsAxis">ifrs-full:PropertyPlantAndEquipmentMember</xbrldi:explicitMember>
                             <xbrldi:explicitMember dimension="ifrs-full:ClassesOfPropertyPlantAndEquipmentAxis">ifrs-full:MachineryMember</xbrldi:explicitMember>
                      </xbrli:scenario>
               </xbrli:context>
               <xbrli:context id="ctxt_06189">
                      <xbrli:entity>
                    <xbrli:identifier scheme="https://www.minfin.gov.ua">43068454</xbrli:identifier>
                </xbrli:entity>
                      <xbrli:period>
                    <xbrli:startDate>2024-01-01</xbrli:startDate>
                    <xbrli:endDate>2024-12-31</xbrli:endDate>
                </xbrli:period>
                      <xbrli:scenario>
                             <xbrldi:explicitMember dimension="ifrs-full:PropertyPlantAndEquipmentIncludingRightofuseAssetsAxis">ifrs-full:PropertyPlantAndEquipmentMember</xbrldi:explicitMember>
                             <xbrldi:explicitMember dimension="ifrs-full:ClassesOfPropertyPlantAndEquipmentAxis">ifrs-full:MachineryMember</xbrldi:explicitMember>
                      </xbrli:scenario>
               </xbrli:context>
               <xbrli:context id="ctxt_06190">
                      <xbrli:entity>
                    <xbrli:identifier scheme="https://www.minfin.gov.ua">43068454</xbrli:identifier>
                </xbrli:entity>
                      <xbrli:period>
                    <xbrli:instant>2023-12-31</xbrli:instant>
                </xbrli:period>
                      <xbrli:scenario>
                             <xbrldi:explicitMember dimension="ifrs-full:PropertyPlantAndEquipmentIncludingRightofuseAssetsAxis">ifrs-full:PropertyPlantAndEquipmentMember</xbrldi:explicitMember>
                             <xbrldi:explicitMember dimension="ifrs-full:ClassesOfPropertyPlantAndEquipmentAxis">ifrs-full:MachineryMember</xbrldi:explicitMember>
                      </xbrli:scenario>
               </xbrli:context>
               <xbrli:context id="ctxt_06191">
                      <xbrli:entity>
                    <xbrli:identifier scheme="https://www.minfin.gov.ua">43068454</xbrli:identifier>
                </xbrli:entity>
                      <xbrli:period>
                    <xbrli:instant>2024-12-31</xbrli:instant>
                </xbrli:period>
                      <xbrli:scenario>
                             <xbrldi:explicitMember dimension="ifrs-full:PropertyPlantAndEquipmentIncludingRightofuseAssetsAxis">ifrs-full:PropertyPlantAndEquipmentMember</xbrldi:explicitMember>
                             <xbrldi:explicitMember dimension="ifrs-full:ClassesOfPropertyPlantAndEquipmentAxis">ifrs-full:MachineryMember</xbrldi:explicitMember>
                      </xbrli:scenario>
               </xbrli:context>
<xbrli:context id="ctxt_06253">
                      <xbrli:entity>
                    <xbrli:identifier scheme="https://www.minfin.gov.ua">43068454</xbrli:identifier>
                </xbrli:entity>
                      <xbrli:period>
                    <xbrli:instant>2024-12-31</xbrli:instant>
                </xbrli:period>
                      <xbrli:scenario>							 	
                             <xbrldi:explicitMember dimension="ifrs-full:PropertyPlantAndEquipmentIncludingRightofuseAssetsAxis">ifrs-full:PropertyPlantAndEquipmentMember</xbrldi:explicitMember>
                             <xbrldi:explicitMember dimension="ifrs-full:ClassesOfPropertyPlantAndEquipmentAxis">ifrs-full:MotorVehiclesMember</xbrldi:explicitMember>
							 <xbrldi:explicitMember dimension="ifrs-full:CarryingAmountAccumulatedDepreciationAmortisationAndImpairmentAndGrossCarryingAmountAxis">ifrs-full:GrossCarryingAmountMember</xbrldi:explicitMember>
                      </xbrli:scenario>
               </xbrli:context>
               <xbrli:context id="ctxt_06254">
                      <xbrli:entity>
                    <xbrli:identifier scheme="https://www.minfin.gov.ua">43068454</xbrli:identifier>
                </xbrli:entity>
                      <xbrli:period>
                    <xbrli:instant>2025-12-31</xbrli:instant>
                </xbrli:period>
                      <xbrli:scenario>
                             <xbrldi:explicitMember dimension="ifrs-full:PropertyPlantAndEquipmentIncludingRightofuseAssetsAxis">ifrs-full:PropertyPlantAndEquipmentMember</xbrldi:explicitMember>
                             <xbrldi:explicitMember dimension="ifrs-full:ClassesOfPropertyPlantAndEquipmentAxis">ifrs-full:MotorVehiclesMember</xbrldi:explicitMember>
                             <xbrldi:explicitMember dimension="ifrs-full:CarryingAmountAccumulatedDepreciationAmortisationAndImpairmentAndGrossCarryingAmountAxis">ifrs-full:GrossCarryingAmountMember</xbrldi:explicitMember>
                      </xbrli:scenario>
               </xbrli:context>
               <xbrli:context id="ctxt_06255">
                      <xbrli:entity>
                    <xbrli:identifier scheme="https://www.minfin.gov.ua">43068454</xbrli:identifier>
                </xbrli:entity>
                      <xbrli:period>
                    <xbrli:startDate>2024-01-01</xbrli:startDate>
                    <xbrli:endDate>2024-12-31</xbrli:endDate>
                </xbrli:period>
                      <xbrli:scenario>
                             <xbrldi:explicitMember dimension="ifrs-full:PropertyPlantAndEquipmentIncludingRightofuseAssetsAxis">ifrs-full:PropertyPlantAndEquipmentMember</xbrldi:explicitMember>
                             <xbrldi:explicitMember dimension="ifrs-full:ClassesOfPropertyPlantAndEquipmentAxis">ifrs-full:MotorVehiclesMember</xbrldi:explicitMember>
                             <xbrldi:explicitMember dimension="ifrs-full:CarryingAmountAccumulatedDepreciationAmortisationAndImpairmentAndGrossCarryingAmountAxis">ifrs-full:GrossCarryingAmountMember</xbrldi:explicitMember>
                      </xbrli:scenario>
               </xbrli:context>
               <xbrli:context id="ctxt_06256">
                      <xbrli:entity>
                    <xbrli:identifier scheme="https://www.minfin.gov.ua">43068454</xbrli:identifier>
                </xbrli:entity>
                      <xbrli:period>
                    <xbrli:instant>2023-12-31</xbrli:instant>
                </xbrli:period>
                      <xbrli:scenario>
                             <xbrldi:explicitMember dimension="ifrs-full:PropertyPlantAndEquipmentIncludingRightofuseAssetsAxis">ifrs-full:PropertyPlantAndEquipmentMember</xbrldi:explicitMember>
                             <xbrldi:explicitMember dimension="ifrs-full:ClassesOfPropertyPlantAndEquipmentAxis">ifrs-full:MotorVehiclesMember</xbrldi:explicitMember>
                             <xbrldi:explicitMember dimension="ifrs-full:CarryingAmountAccumulatedDepreciationAmortisationAndImpairmentAndGrossCarryingAmountAxis">ifrs-full:GrossCarryingAmountMember</xbrldi:explicitMember>
                      </xbrli:scenario>
               </xbrli:context>
               <xbrli:context id="ctxt_06257">
                      <xbrli:entity>
                    <xbrli:identifier scheme="https://www.minfin.gov.ua">43068454</xbrli:identifier>
                </xbrli:entity>
                      <xbrli:period>
                    <xbrli:instant>2024-12-31</xbrli:instant>
                </xbrli:period>
                      <xbrli:scenario>
                             <xbrldi:explicitMember dimension="ifrs-full:PropertyPlantAndEquipmentIncludingRightofuseAssetsAxis">ifrs-full:PropertyPlantAndEquipmentMember</xbrldi:explicitMember>
                             <xbrldi:explicitMember dimension="ifrs-full:ClassesOfPropertyPlantAndEquipmentAxis">ifrs-full:MotorVehiclesMember</xbrldi:explicitMember>
                             <xbrldi:explicitMember dimension="ifrs-full:CarryingAmountAccumulatedDepreciationAmortisationAndImpairmentAndGrossCarryingAmountAxis">ifrs-full:GrossCarryingAmountMember</xbrldi:explicitMember>
                      </xbrli:scenario>
               </xbrli:context>
               <xbrli:context id="ctxt_06258">
                      <xbrli:entity>
                    <xbrli:identifier scheme="https://www.minfin.gov.ua">43068454</xbrli:identifier>
                </xbrli:entity>
                      <xbrli:period>
                    <xbrli:startDate>2025-01-01</xbrli:startDate>
                    <xbrli:endDate>2025-12-31</xbrli:endDate>
                </xbrli:period>
                      <xbrli:scenario>
                             <xbrldi:explicitMember dimension="ifrs-full:PropertyPlantAndEquipmentIncludingRightofuseAssetsAxis">ifrs-full:PropertyPlantAndEquipmentMember</xbrldi:explicitMember>
                             <xbrldi:explicitMember dimension="ifrs-full:ClassesOfPropertyPlantAndEquipmentAxis">ifrs-full:MotorVehiclesMember</xbrldi:explicitMember>
                             <xbrldi:explicitMember dimension="ifrs-full:CarryingAmountAccumulatedDepreciationAmortisationAndImpairmentAndGrossCarryingAmountAxis">ifrs-full:AccumulatedDepreciationAndAmortisationMember</xbrldi:explicitMember>
                      </xbrli:scenario>
               </xbrli:context>
<xbrli:context id="ctxt_06260">
                      <xbrli:entity>
                    <xbrli:identifier scheme="https://www.minfin.gov.ua">43068454</xbrli:identifier>
                </xbrli:entity>
                      <xbrli:period>
                    <xbrli:instant>2025-12-31</xbrli:instant>
                </xbrli:period>
                      <xbrli:scenario>
                             <xbrldi:explicitMember dimension="ifrs-full:PropertyPlantAndEquipmentIncludingRightofuseAssetsAxis">ifrs-full:PropertyPlantAndEquipmentMember</xbrldi:explicitMember>
                             <xbrldi:explicitMember dimension="ifrs-full:ClassesOfPropertyPlantAndEquipmentAxis">ifrs-full:MotorVehiclesMember</xbrldi:explicitMember>
                             <xbrldi:explicitMember dimension="ifrs-full:CarryingAmountAccumulatedDepreciationAmortisationAndImpairmentAndGrossCarryingAmountAxis">ifrs-full:AccumulatedDepreciationAndAmortisationMember</xbrldi:explicitMember>
                      </xbrli:scenario>
               </xbrli:context>
               <xbrli:context id="ctxt_06261">
                      <xbrli:entity>
                    <xbrli:identifier scheme="https://www.minfin.gov.ua">43068454</xbrli:identifier>
                </xbrli:entity>
                      <xbrli:period>
                    <xbrli:startDate>2024-01-01</xbrli:startDate>
                    <xbrli:endDate>2024-12-31</xbrli:endDate>
                </xbrli:period>
                      <xbrli:scenario>
                             <xbrldi:explicitMember dimension="ifrs-full:PropertyPlantAndEquipmentIncludingRightofuseAssetsAxis">ifrs-full:PropertyPlantAndEquipmentMember</xbrldi:explicitMember>
                             <xbrldi:explicitMember dimension="ifrs-full:ClassesOfPropertyPlantAndEquipmentAxis">ifrs-full:MotorVehiclesMember</xbrldi:explicitMember>
                             <xbrldi:explicitMember dimension="ifrs-full:CarryingAmountAccumulatedDepreciationAmortisationAndImpairmentAndGrossCarryingAmountAxis">ifrs-full:AccumulatedDepreciationAndAmortisationMember</xbrldi:explicitMember>
                      </xbrli:scenario>
               </xbrli:context>
               <xbrli:context id="ctxt_06262">
                      <xbrli:entity>
                    <xbrli:identifier scheme="https://www.minfin.gov.ua">43068454</xbrli:identifier>
                </xbrli:entity>
                      <xbrli:period>
                    <xbrli:instant>2023-12-31</xbrli:instant>
                </xbrli:period>
                      <xbrli:scenario>
                             <xbrldi:explicitMember dimension="ifrs-full:PropertyPlantAndEquipmentIncludingRightofuseAssetsAxis">ifrs-full:PropertyPlantAndEquipmentMember</xbrldi:explicitMember>
                             <xbrldi:explicitMember dimension="ifrs-full:ClassesOfPropertyPlantAndEquipmentAxis">ifrs-full:MotorVehiclesMember</xbrldi:explicitMember>
                             <xbrldi:explicitMember dimension="ifrs-full:CarryingAmountAccumulatedDepreciationAmortisationAndImpairmentAndGrossCarryingAmountAxis">ifrs-full:AccumulatedDepreciationAndAmortisationMember</xbrldi:explicitMember>
                      </xbrli:scenario>
               </xbrli:context>
               <xbrli:context id="ctxt_06263">
                      <xbrli:entity>
                    <xbrli:identifier scheme="https://www.minfin.gov.ua">43068454</xbrli:identifier>
                </xbrli:entity>
                      <xbrli:period>
                    <xbrli:instant>2024-12-31</xbrli:instant>
                </xbrli:period>
                      <xbrli:scenario>
                             <xbrldi:explicitMember dimension="ifrs-full:PropertyPlantAndEquipmentIncludingRightofuseAssetsAxis">ifrs-full:PropertyPlantAndEquipmentMember</xbrldi:explicitMember>
                             <xbrldi:explicitMember dimension="ifrs-full:ClassesOfPropertyPlantAndEquipmentAxis">ifrs-full:MotorVehiclesMember</xbrldi:explicitMember>
                             <xbrldi:explicitMember dimension="ifrs-full:CarryingAmountAccumulatedDepreciationAmortisationAndImpairmentAndGrossCarryingAmountAxis">ifrs-full:AccumulatedDepreciationAndAmortisationMember</xbrldi:explicitMember>
                      </xbrli:scenario>
               </xbrli:context>
<xbrli:context id="ctxt_06270">
                      <xbrli:entity>
                    <xbrli:identifier scheme="https://www.minfin.gov.ua">43068454</xbrli:identifier>
                </xbrli:entity>
                      <xbrli:period>
                    <xbrli:startDate>2025-01-01</xbrli:startDate>
                    <xbrli:endDate>2025-12-31</xbrli:endDate>
                </xbrli:period>
                      <xbrli:scenario>
                             <xbrldi:explicitMember dimension="ifrs-full:PropertyPlantAndEquipmentIncludingRightofuseAssetsAxis">ifrs-full:PropertyPlantAndEquipmentMember</xbrldi:explicitMember>
                             <xbrldi:explicitMember dimension="ifrs-full:ClassesOfPropertyPlantAndEquipmentAxis">ifrs-full:MotorVehiclesMember</xbrldi:explicitMember>
                             <xbrldi:explicitMember dimension="ifrs-full:CarryingAmountAccumulatedDepreciationAmortisationAndImpairmentAndGrossCarryingAmountAxis">ifrs-full:AccumulatedDepreciationAmortisationAndImpairmentMember</xbrldi:explicitMember>
					  </xbrli:scenario>
               </xbrli:context>
<xbrli:context id="ctxt_06272">
                      <xbrli:entity>
                    <xbrli:identifier scheme="https://www.minfin.gov.ua">43068454</xbrli:identifier>
                </xbrli:entity>
                      <xbrli:period>
                    <xbrli:instant>2025-12-31</xbrli:instant>
                </xbrli:period>
                      <xbrli:scenario>
                             <xbrldi:explicitMember dimension="ifrs-full:PropertyPlantAndEquipmentIncludingRightofuseAssetsAxis">ifrs-full:PropertyPlantAndEquipmentMember</xbrldi:explicitMember>
                             <xbrldi:explicitMember dimension="ifrs-full:ClassesOfPropertyPlantAndEquipmentAxis">ifrs-full:MotorVehiclesMember</xbrldi:explicitMember>
                             <xbrldi:explicitMember dimension="ifrs-full:CarryingAmountAccumulatedDepreciationAmortisationAndImpairmentAndGrossCarryingAmountAxis">ifrs-full:AccumulatedDepreciationAmortisationAndImpairmentMember</xbrldi:explicitMember>
                      </xbrli:scenario>
               </xbrli:context>					   
			   <xbrli:context id="ctxt_06273">
                      <xbrli:entity>
                    <xbrli:identifier scheme="https://www.minfin.gov.ua">43068454</xbrli:identifier>
                </xbrli:entity>
                      <xbrli:period>
                    <xbrli:startDate>2024-01-01</xbrli:startDate>
                    <xbrli:endDate>2024-12-31</xbrli:endDate>
                </xbrli:period>
                      <xbrli:scenario>
                             <xbrldi:explicitMember dimension="ifrs-full:PropertyPlantAndEquipmentIncludingRightofuseAssetsAxis">ifrs-full:PropertyPlantAndEquipmentMember</xbrldi:explicitMember>
                             <xbrldi:explicitMember dimension="ifrs-full:ClassesOfPropertyPlantAndEquipmentAxis">ifrs-full:MotorVehiclesMember</xbrldi:explicitMember>
                             <xbrldi:explicitMember dimension="ifrs-full:CarryingAmountAccumulatedDepreciationAmortisationAndImpairmentAndGrossCarryingAmountAxis">ifrs-full:AccumulatedDepreciationAmortisationAndImpairmentMember</xbrldi:explicitMember>
                      </xbrli:scenario>
               </xbrli:context>			   
			   <xbrli:context id="ctxt_06274">
                      <xbrli:entity>
                    <xbrli:identifier scheme="https://www.minfin.gov.ua">43068454</xbrli:identifier>
                </xbrli:entity>
                      <xbrli:period>
                    <xbrli:instant>2023-12-31</xbrli:instant>
                </xbrli:period>
                      <xbrli:scenario>
                             <xbrldi:explicitMember dimension="ifrs-full:PropertyPlantAndEquipmentIncludingRightofuseAssetsAxis">ifrs-full:PropertyPlantAndEquipmentMember</xbrldi:explicitMember>
                             <xbrldi:explicitMember dimension="ifrs-full:ClassesOfPropertyPlantAndEquipmentAxis">ifrs-full:MotorVehiclesMember</xbrldi:explicitMember>
                             <xbrldi:explicitMember dimension="ifrs-full:CarryingAmountAccumulatedDepreciationAmortisationAndImpairmentAndGrossCarryingAmountAxis">ifrs-full:AccumulatedDepreciationAmortisationAndImpairmentMember</xbrldi:explicitMember>
                      </xbrli:scenario>
               </xbrli:context>		
			   <xbrli:context id="ctxt_06275">
                      <xbrli:entity>
                    <xbrli:identifier scheme="https://www.minfin.gov.ua">43068454</xbrli:identifier>
                </xbrli:entity>
                      <xbrli:period>
                    <xbrli:instant>2024-12-31</xbrli:instant>
                </xbrli:period>
                      <xbrli:scenario>
                             <xbrldi:explicitMember dimension="ifrs-full:PropertyPlantAndEquipmentIncludingRightofuseAssetsAxis">ifrs-full:PropertyPlantAndEquipmentMember</xbrldi:explicitMember>
                             <xbrldi:explicitMember dimension="ifrs-full:ClassesOfPropertyPlantAndEquipmentAxis">ifrs-full:MotorVehiclesMember</xbrldi:explicitMember>
                             <xbrldi:explicitMember dimension="ifrs-full:CarryingAmountAccumulatedDepreciationAmortisationAndImpairmentAndGrossCarryingAmountAxis">ifrs-full:AccumulatedDepreciationAmortisationAndImpairmentMember</xbrldi:explicitMember>
                      </xbrli:scenario>
               </xbrli:context>				   
               <xbrli:context id="ctxt_06276">
                      <xbrli:entity>
                    <xbrli:identifier scheme="https://www.minfin.gov.ua">43068454</xbrli:identifier>
                </xbrli:entity>
                      <xbrli:period>
                    <xbrli:startDate>2025-01-01</xbrli:startDate>
                    <xbrli:endDate>2025-12-31</xbrli:endDate>
                </xbrli:period>
                      <xbrli:scenario>
                             <xbrldi:explicitMember dimension="ifrs-full:PropertyPlantAndEquipmentIncludingRightofuseAssetsAxis">ifrs-full:PropertyPlantAndEquipmentMember</xbrldi:explicitMember>
                             <xbrldi:explicitMember dimension="ifrs-full:ClassesOfPropertyPlantAndEquipmentAxis">ifrs-full:MotorVehiclesMember</xbrldi:explicitMember>
                      </xbrli:scenario>
               </xbrli:context>
               <xbrli:context id="ctxt_06277">
                      <xbrli:entity>
                    <xbrli:identifier scheme="https://www.minfin.gov.ua">43068454</xbrli:identifier>
                </xbrli:entity>
                      <xbrli:period>
                    <xbrli:instant>2024-12-31</xbrli:instant>
                </xbrli:period>
                      <xbrli:scenario>
                             <xbrldi:explicitMember dimension="ifrs-full:PropertyPlantAndEquipmentIncludingRightofuseAssetsAxis">ifrs-full:PropertyPlantAndEquipmentMember</xbrldi:explicitMember>
                             <xbrldi:explicitMember dimension="ifrs-full:ClassesOfPropertyPlantAndEquipmentAxis">ifrs-full:MotorVehiclesMember</xbrldi:explicitMember>
                      </xbrli:scenario>
               </xbrli:context>
               <xbrli:context id="ctxt_06278">
                      <xbrli:entity>
                    <xbrli:identifier scheme="https://www.minfin.gov.ua">43068454</xbrli:identifier>
                </xbrli:entity>
                      <xbrli:period>
                    <xbrli:instant>2025-12-31</xbrli:instant>
                </xbrli:period>
                      <xbrli:scenario>
                             <xbrldi:explicitMember dimension="ifrs-full:PropertyPlantAndEquipmentIncludingRightofuseAssetsAxis">ifrs-full:PropertyPlantAndEquipmentMember</xbrldi:explicitMember>
                             <xbrldi:explicitMember dimension="ifrs-full:ClassesOfPropertyPlantAndEquipmentAxis">ifrs-full:MotorVehiclesMember</xbrldi:explicitMember>
                      </xbrli:scenario>
               </xbrli:context>
               <xbrli:context id="ctxt_06279">
                      <xbrli:entity>
                    <xbrli:identifier scheme="https://www.minfin.gov.ua">43068454</xbrli:identifier>
                </xbrli:entity>
                      <xbrli:period>
                    <xbrli:startDate>2024-01-01</xbrli:startDate>
                    <xbrli:endDate>2024-12-31</xbrli:endDate>
                </xbrli:period>
                      <xbrli:scenario>
                             <xbrldi:explicitMember dimension="ifrs-full:PropertyPlantAndEquipmentIncludingRightofuseAssetsAxis">ifrs-full:PropertyPlantAndEquipmentMember</xbrldi:explicitMember>
                             <xbrldi:explicitMember dimension="ifrs-full:ClassesOfPropertyPlantAndEquipmentAxis">ifrs-full:MotorVehiclesMember</xbrldi:explicitMember>
                      </xbrli:scenario>
               </xbrli:context>
               <xbrli:context id="ctxt_06280">
                      <xbrli:entity>
                    <xbrli:identifier scheme="https://www.minfin.gov.ua">43068454</xbrli:identifier>
                </xbrli:entity>
                      <xbrli:period>
                    <xbrli:instant>2023-12-31</xbrli:instant>
                </xbrli:period>
                      <xbrli:scenario>
                             <xbrldi:explicitMember dimension="ifrs-full:PropertyPlantAndEquipmentIncludingRightofuseAssetsAxis">ifrs-full:PropertyPlantAndEquipmentMember</xbrldi:explicitMember>
                             <xbrldi:explicitMember dimension="ifrs-full:ClassesOfPropertyPlantAndEquipmentAxis">ifrs-full:MotorVehiclesMember</xbrldi:explicitMember>
                      </xbrli:scenario>
               </xbrli:context>
               <xbrli:context id="ctxt_06281">
                      <xbrli:entity>
                    <xbrli:identifier scheme="https://www.minfin.gov.ua">43068454</xbrli:identifier>
                </xbrli:entity>
                      <xbrli:period>
                    <xbrli:instant>2024-12-31</xbrli:instant>
                </xbrli:period>
                      <xbrli:scenario>
                             <xbrldi:explicitMember dimension="ifrs-full:PropertyPlantAndEquipmentIncludingRightofuseAssetsAxis">ifrs-full:PropertyPlantAndEquipmentMember</xbrldi:explicitMember>
                             <xbrldi:explicitMember dimension="ifrs-full:ClassesOfPropertyPlantAndEquipmentAxis">ifrs-full:MotorVehiclesMember</xbrldi:explicitMember>
                      </xbrli:scenario>
               </xbrli:context>
<xbrli:context id="ctxt_06283">
                      <xbrli:entity>
                    <xbrli:identifier scheme="https://www.minfin.gov.ua">43068454</xbrli:identifier>
                </xbrli:entity>
                      <xbrli:period>
                    <xbrli:instant>2024-12-31</xbrli:instant>
                </xbrli:period>
                      <xbrli:scenario>							 	
                             <xbrldi:explicitMember dimension="ifrs-full:PropertyPlantAndEquipmentIncludingRightofuseAssetsAxis">ifrs-full:PropertyPlantAndEquipmentMember</xbrldi:explicitMember>
                             <xbrldi:explicitMember dimension="ifrs-full:ClassesOfPropertyPlantAndEquipmentAxis">ifrs-full:VehiclesMember</xbrldi:explicitMember>
							 <xbrldi:explicitMember dimension="ifrs-full:CarryingAmountAccumulatedDepreciationAmortisationAndImpairmentAndGrossCarryingAmountAxis">ifrs-full:GrossCarryingAmountMember</xbrldi:explicitMember>
                      </xbrli:scenario>
               </xbrli:context>
               <xbrli:context id="ctxt_06284">
                      <xbrli:entity>
                    <xbrli:identifier scheme="https://www.minfin.gov.ua">43068454</xbrli:identifier>
                </xbrli:entity>
                      <xbrli:period>
                    <xbrli:instant>2025-12-31</xbrli:instant>
                </xbrli:period>
                      <xbrli:scenario>
                             <xbrldi:explicitMember dimension="ifrs-full:PropertyPlantAndEquipmentIncludingRightofuseAssetsAxis">ifrs-full:PropertyPlantAndEquipmentMember</xbrldi:explicitMember>
                             <xbrldi:explicitMember dimension="ifrs-full:ClassesOfPropertyPlantAndEquipmentAxis">ifrs-full:VehiclesMember</xbrldi:explicitMember>
                             <xbrldi:explicitMember dimension="ifrs-full:CarryingAmountAccumulatedDepreciationAmortisationAndImpairmentAndGrossCarryingAmountAxis">ifrs-full:GrossCarryingAmountMember</xbrldi:explicitMember>
                      </xbrli:scenario>
               </xbrli:context>
               <xbrli:context id="ctxt_06285">
                      <xbrli:entity>
                    <xbrli:identifier scheme="https://www.minfin.gov.ua">43068454</xbrli:identifier>
                </xbrli:entity>
                      <xbrli:period>
                    <xbrli:startDate>2024-01-01</xbrli:startDate>
                    <xbrli:endDate>2024-12-31</xbrli:endDate>
                </xbrli:period>
                      <xbrli:scenario>
                             <xbrldi:explicitMember dimension="ifrs-full:PropertyPlantAndEquipmentIncludingRightofuseAssetsAxis">ifrs-full:PropertyPlantAndEquipmentMember</xbrldi:explicitMember>
                             <xbrldi:explicitMember dimension="ifrs-full:ClassesOfPropertyPlantAndEquipmentAxis">ifrs-full:VehiclesMember</xbrldi:explicitMember>
                             <xbrldi:explicitMember dimension="ifrs-full:CarryingAmountAccumulatedDepreciationAmortisationAndImpairmentAndGrossCarryingAmountAxis">ifrs-full:GrossCarryingAmountMember</xbrldi:explicitMember>
                      </xbrli:scenario>
               </xbrli:context>
               <xbrli:context id="ctxt_06286">
                      <xbrli:entity>
                    <xbrli:identifier scheme="https://www.minfin.gov.ua">43068454</xbrli:identifier>
                </xbrli:entity>
                      <xbrli:period>
                    <xbrli:instant>2023-12-31</xbrli:instant>
                </xbrli:period>
                      <xbrli:scenario>
                             <xbrldi:explicitMember dimension="ifrs-full:PropertyPlantAndEquipmentIncludingRightofuseAssetsAxis">ifrs-full:PropertyPlantAndEquipmentMember</xbrldi:explicitMember>
                             <xbrldi:explicitMember dimension="ifrs-full:ClassesOfPropertyPlantAndEquipmentAxis">ifrs-full:VehiclesMember</xbrldi:explicitMember>
                             <xbrldi:explicitMember dimension="ifrs-full:CarryingAmountAccumulatedDepreciationAmortisationAndImpairmentAndGrossCarryingAmountAxis">ifrs-full:GrossCarryingAmountMember</xbrldi:explicitMember>
                      </xbrli:scenario>
               </xbrli:context>
               <xbrli:context id="ctxt_06287">
                      <xbrli:entity>
                    <xbrli:identifier scheme="https://www.minfin.gov.ua">43068454</xbrli:identifier>
                </xbrli:entity>
                      <xbrli:period>
                    <xbrli:instant>2024-12-31</xbrli:instant>
                </xbrli:period>
                      <xbrli:scenario>
                             <xbrldi:explicitMember dimension="ifrs-full:PropertyPlantAndEquipmentIncludingRightofuseAssetsAxis">ifrs-full:PropertyPlantAndEquipmentMember</xbrldi:explicitMember>
                             <xbrldi:explicitMember dimension="ifrs-full:ClassesOfPropertyPlantAndEquipmentAxis">ifrs-full:VehiclesMember</xbrldi:explicitMember>
                             <xbrldi:explicitMember dimension="ifrs-full:CarryingAmountAccumulatedDepreciationAmortisationAndImpairmentAndGrossCarryingAmountAxis">ifrs-full:GrossCarryingAmountMember</xbrldi:explicitMember>
                      </xbrli:scenario>
               </xbrli:context>
               <xbrli:context id="ctxt_06288">
                      <xbrli:entity>
                    <xbrli:identifier scheme="https://www.minfin.gov.ua">43068454</xbrli:identifier>
                </xbrli:entity>
                      <xbrli:period>
                    <xbrli:startDate>2025-01-01</xbrli:startDate>
                    <xbrli:endDate>2025-12-31</xbrli:endDate>
                </xbrli:period>
                      <xbrli:scenario>
                             <xbrldi:explicitMember dimension="ifrs-full:PropertyPlantAndEquipmentIncludingRightofuseAssetsAxis">ifrs-full:PropertyPlantAndEquipmentMember</xbrldi:explicitMember>
                             <xbrldi:explicitMember dimension="ifrs-full:ClassesOfPropertyPlantAndEquipmentAxis">ifrs-full:VehiclesMember</xbrldi:explicitMember>
                             <xbrldi:explicitMember dimension="ifrs-full:CarryingAmountAccumulatedDepreciationAmortisationAndImpairmentAndGrossCarryingAmountAxis">ifrs-full:AccumulatedDepreciationAndAmortisationMember</xbrldi:explicitMember>
                      </xbrli:scenario>
               </xbrli:context>
<xbrli:context id="ctxt_06290">
                      <xbrli:entity>
                    <xbrli:identifier scheme="https://www.minfin.gov.ua">43068454</xbrli:identifier>
                </xbrli:entity>
                      <xbrli:period>
                    <xbrli:instant>2025-12-31</xbrli:instant>
                </xbrli:period>
                      <xbrli:scenario>
                             <xbrldi:explicitMember dimension="ifrs-full:PropertyPlantAndEquipmentIncludingRightofuseAssetsAxis">ifrs-full:PropertyPlantAndEquipmentMember</xbrldi:explicitMember>
                             <xbrldi:explicitMember dimension="ifrs-full:ClassesOfPropertyPlantAndEquipmentAxis">ifrs-full:VehiclesMember</xbrldi:explicitMember>
                             <xbrldi:explicitMember dimension="ifrs-full:CarryingAmountAccumulatedDepreciationAmortisationAndImpairmentAndGrossCarryingAmountAxis">ifrs-full:AccumulatedDepreciationAndAmortisationMember</xbrldi:explicitMember>
                      </xbrli:scenario>
               </xbrli:context>
               <xbrli:context id="ctxt_06291">
                      <xbrli:entity>
                    <xbrli:identifier scheme="https://www.minfin.gov.ua">43068454</xbrli:identifier>
                </xbrli:entity>
                      <xbrli:period>
                    <xbrli:startDate>2024-01-01</xbrli:startDate>
                    <xbrli:endDate>2024-12-31</xbrli:endDate>
                </xbrli:period>
                      <xbrli:scenario>
                             <xbrldi:explicitMember dimension="ifrs-full:PropertyPlantAndEquipmentIncludingRightofuseAssetsAxis">ifrs-full:PropertyPlantAndEquipmentMember</xbrldi:explicitMember>
                             <xbrldi:explicitMember dimension="ifrs-full:ClassesOfPropertyPlantAndEquipmentAxis">ifrs-full:VehiclesMember</xbrldi:explicitMember>
                             <xbrldi:explicitMember dimension="ifrs-full:CarryingAmountAccumulatedDepreciationAmortisationAndImpairmentAndGrossCarryingAmountAxis">ifrs-full:AccumulatedDepreciationAndAmortisationMember</xbrldi:explicitMember>
                      </xbrli:scenario>
               </xbrli:context>
               <xbrli:context id="ctxt_06292">
                      <xbrli:entity>
                    <xbrli:identifier scheme="https://www.minfin.gov.ua">43068454</xbrli:identifier>
                </xbrli:entity>
                      <xbrli:period>
                    <xbrli:instant>2023-12-31</xbrli:instant>
                </xbrli:period>
                      <xbrli:scenario>
                             <xbrldi:explicitMember dimension="ifrs-full:PropertyPlantAndEquipmentIncludingRightofuseAssetsAxis">ifrs-full:PropertyPlantAndEquipmentMember</xbrldi:explicitMember>
                             <xbrldi:explicitMember dimension="ifrs-full:ClassesOfPropertyPlantAndEquipmentAxis">ifrs-full:VehiclesMember</xbrldi:explicitMember>
                             <xbrldi:explicitMember dimension="ifrs-full:CarryingAmountAccumulatedDepreciationAmortisationAndImpairmentAndGrossCarryingAmountAxis">ifrs-full:AccumulatedDepreciationAndAmortisationMember</xbrldi:explicitMember>
                      </xbrli:scenario>
               </xbrli:context>
               <xbrli:context id="ctxt_06293">
                      <xbrli:entity>
                    <xbrli:identifier scheme="https://www.minfin.gov.ua">43068454</xbrli:identifier>
                </xbrli:entity>
                      <xbrli:period>
                    <xbrli:instant>2024-12-31</xbrli:instant>
                </xbrli:period>
                      <xbrli:scenario>
                             <xbrldi:explicitMember dimension="ifrs-full:PropertyPlantAndEquipmentIncludingRightofuseAssetsAxis">ifrs-full:PropertyPlantAndEquipmentMember</xbrldi:explicitMember>
                             <xbrldi:explicitMember dimension="ifrs-full:ClassesOfPropertyPlantAndEquipmentAxis">ifrs-full:VehiclesMember</xbrldi:explicitMember>
                             <xbrldi:explicitMember dimension="ifrs-full:CarryingAmountAccumulatedDepreciationAmortisationAndImpairmentAndGrossCarryingAmountAxis">ifrs-full:AccumulatedDepreciationAndAmortisationMember</xbrldi:explicitMember>
                      </xbrli:scenario>
               </xbrli:context>
<xbrli:context id="ctxt_06300">
                      <xbrli:entity>
                    <xbrli:identifier scheme="https://www.minfin.gov.ua">43068454</xbrli:identifier>
                </xbrli:entity>
                      <xbrli:period>
                    <xbrli:startDate>2025-01-01</xbrli:startDate>
                    <xbrli:endDate>2025-12-31</xbrli:endDate>
                </xbrli:period>
                      <xbrli:scenario>
                             <xbrldi:explicitMember dimension="ifrs-full:PropertyPlantAndEquipmentIncludingRightofuseAssetsAxis">ifrs-full:PropertyPlantAndEquipmentMember</xbrldi:explicitMember>
                             <xbrldi:explicitMember dimension="ifrs-full:ClassesOfPropertyPlantAndEquipmentAxis">ifrs-full:VehiclesMember</xbrldi:explicitMember>
                             <xbrldi:explicitMember dimension="ifrs-full:CarryingAmountAccumulatedDepreciationAmortisationAndImpairmentAndGrossCarryingAmountAxis">ifrs-full:AccumulatedDepreciationAmortisationAndImpairmentMember</xbrldi:explicitMember>
					  </xbrli:scenario>
               </xbrli:context>
<xbrli:context id="ctxt_06302">
                      <xbrli:entity>
                    <xbrli:identifier scheme="https://www.minfin.gov.ua">43068454</xbrli:identifier>
                </xbrli:entity>
                      <xbrli:period>
                    <xbrli:instant>2025-12-31</xbrli:instant>
                </xbrli:period>
                      <xbrli:scenario>
                             <xbrldi:explicitMember dimension="ifrs-full:PropertyPlantAndEquipmentIncludingRightofuseAssetsAxis">ifrs-full:PropertyPlantAndEquipmentMember</xbrldi:explicitMember>
                             <xbrldi:explicitMember dimension="ifrs-full:ClassesOfPropertyPlantAndEquipmentAxis">ifrs-full:VehiclesMember</xbrldi:explicitMember>
                             <xbrldi:explicitMember dimension="ifrs-full:CarryingAmountAccumulatedDepreciationAmortisationAndImpairmentAndGrossCarryingAmountAxis">ifrs-full:AccumulatedDepreciationAmortisationAndImpairmentMember</xbrldi:explicitMember>
                      </xbrli:scenario>
               </xbrli:context>					   
			   <xbrli:context id="ctxt_06303">
                      <xbrli:entity>
                    <xbrli:identifier scheme="https://www.minfin.gov.ua">43068454</xbrli:identifier>
                </xbrli:entity>
                      <xbrli:period>
                    <xbrli:startDate>2024-01-01</xbrli:startDate>
                    <xbrli:endDate>2024-12-31</xbrli:endDate>
                </xbrli:period>
                      <xbrli:scenario>
                             <xbrldi:explicitMember dimension="ifrs-full:PropertyPlantAndEquipmentIncludingRightofuseAssetsAxis">ifrs-full:PropertyPlantAndEquipmentMember</xbrldi:explicitMember>
                             <xbrldi:explicitMember dimension="ifrs-full:ClassesOfPropertyPlantAndEquipmentAxis">ifrs-full:VehiclesMember</xbrldi:explicitMember>
                             <xbrldi:explicitMember dimension="ifrs-full:CarryingAmountAccumulatedDepreciationAmortisationAndImpairmentAndGrossCarryingAmountAxis">ifrs-full:AccumulatedDepreciationAmortisationAndImpairmentMember</xbrldi:explicitMember>
                      </xbrli:scenario>
               </xbrli:context>			   
			   <xbrli:context id="ctxt_06304">
                      <xbrli:entity>
                    <xbrli:identifier scheme="https://www.minfin.gov.ua">43068454</xbrli:identifier>
                </xbrli:entity>
                      <xbrli:period>
                    <xbrli:instant>2023-12-31</xbrli:instant>
                </xbrli:period>
                      <xbrli:scenario>
                             <xbrldi:explicitMember dimension="ifrs-full:PropertyPlantAndEquipmentIncludingRightofuseAssetsAxis">ifrs-full:PropertyPlantAndEquipmentMember</xbrldi:explicitMember>
                             <xbrldi:explicitMember dimension="ifrs-full:ClassesOfPropertyPlantAndEquipmentAxis">ifrs-full:VehiclesMember</xbrldi:explicitMember>
                             <xbrldi:explicitMember dimension="ifrs-full:CarryingAmountAccumulatedDepreciationAmortisationAndImpairmentAndGrossCarryingAmountAxis">ifrs-full:AccumulatedDepreciationAmortisationAndImpairmentMember</xbrldi:explicitMember>
                      </xbrli:scenario>
               </xbrli:context>		
			   <xbrli:context id="ctxt_06305">
                      <xbrli:entity>
                    <xbrli:identifier scheme="https://www.minfin.gov.ua">43068454</xbrli:identifier>
                </xbrli:entity>
                      <xbrli:period>
                    <xbrli:instant>2024-12-31</xbrli:instant>
                </xbrli:period>
                      <xbrli:scenario>
                             <xbrldi:explicitMember dimension="ifrs-full:PropertyPlantAndEquipmentIncludingRightofuseAssetsAxis">ifrs-full:PropertyPlantAndEquipmentMember</xbrldi:explicitMember>
                             <xbrldi:explicitMember dimension="ifrs-full:ClassesOfPropertyPlantAndEquipmentAxis">ifrs-full:VehiclesMember</xbrldi:explicitMember>
                             <xbrldi:explicitMember dimension="ifrs-full:CarryingAmountAccumulatedDepreciationAmortisationAndImpairmentAndGrossCarryingAmountAxis">ifrs-full:AccumulatedDepreciationAmortisationAndImpairmentMember</xbrldi:explicitMember>
                      </xbrli:scenario>
               </xbrli:context>				   
               <xbrli:context id="ctxt_06306">
                      <xbrli:entity>
                    <xbrli:identifier scheme="https://www.minfin.gov.ua">43068454</xbrli:identifier>
                </xbrli:entity>
                      <xbrli:period>
                    <xbrli:startDate>2025-01-01</xbrli:startDate>
                    <xbrli:endDate>2025-12-31</xbrli:endDate>
                </xbrli:period>
                      <xbrli:scenario>
                             <xbrldi:explicitMember dimension="ifrs-full:PropertyPlantAndEquipmentIncludingRightofuseAssetsAxis">ifrs-full:PropertyPlantAndEquipmentMember</xbrldi:explicitMember>
                             <xbrldi:explicitMember dimension="ifrs-full:ClassesOfPropertyPlantAndEquipmentAxis">ifrs-full:VehiclesMember</xbrldi:explicitMember>
                      </xbrli:scenario>
               </xbrli:context>
               <xbrli:context id="ctxt_06307">
                      <xbrli:entity>
                    <xbrli:identifier scheme="https://www.minfin.gov.ua">43068454</xbrli:identifier>
                </xbrli:entity>
                      <xbrli:period>
                    <xbrli:instant>2024-12-31</xbrli:instant>
                </xbrli:period>
                      <xbrli:scenario>
                             <xbrldi:explicitMember dimension="ifrs-full:PropertyPlantAndEquipmentIncludingRightofuseAssetsAxis">ifrs-full:PropertyPlantAndEquipmentMember</xbrldi:explicitMember>
                             <xbrldi:explicitMember dimension="ifrs-full:ClassesOfPropertyPlantAndEquipmentAxis">ifrs-full:VehiclesMember</xbrldi:explicitMember>
                      </xbrli:scenario>
               </xbrli:context>
               <xbrli:context id="ctxt_06308">
                      <xbrli:entity>
                    <xbrli:identifier scheme="https://www.minfin.gov.ua">43068454</xbrli:identifier>
                </xbrli:entity>
                      <xbrli:period>
                    <xbrli:instant>2025-12-31</xbrli:instant>
                </xbrli:period>
                      <xbrli:scenario>
                             <xbrldi:explicitMember dimension="ifrs-full:PropertyPlantAndEquipmentIncludingRightofuseAssetsAxis">ifrs-full:PropertyPlantAndEquipmentMember</xbrldi:explicitMember>
                             <xbrldi:explicitMember dimension="ifrs-full:ClassesOfPropertyPlantAndEquipmentAxis">ifrs-full:VehiclesMember</xbrldi:explicitMember>
                      </xbrli:scenario>
               </xbrli:context>
               <xbrli:context id="ctxt_06309">
                      <xbrli:entity>
                    <xbrli:identifier scheme="https://www.minfin.gov.ua">43068454</xbrli:identifier>
                </xbrli:entity>
                      <xbrli:period>
                    <xbrli:startDate>2024-01-01</xbrli:startDate>
                    <xbrli:endDate>2024-12-31</xbrli:endDate>
                </xbrli:period>
                      <xbrli:scenario>
                             <xbrldi:explicitMember dimension="ifrs-full:PropertyPlantAndEquipmentIncludingRightofuseAssetsAxis">ifrs-full:PropertyPlantAndEquipmentMember</xbrldi:explicitMember>
                             <xbrldi:explicitMember dimension="ifrs-full:ClassesOfPropertyPlantAndEquipmentAxis">ifrs-full:VehiclesMember</xbrldi:explicitMember>
                      </xbrli:scenario>
               </xbrli:context>
               <xbrli:context id="ctxt_06310">
                      <xbrli:entity>
                    <xbrli:identifier scheme="https://www.minfin.gov.ua">43068454</xbrli:identifier>
                </xbrli:entity>
                      <xbrli:period>
                    <xbrli:instant>2023-12-31</xbrli:instant>
                </xbrli:period>
                      <xbrli:scenario>
                             <xbrldi:explicitMember dimension="ifrs-full:PropertyPlantAndEquipmentIncludingRightofuseAssetsAxis">ifrs-full:PropertyPlantAndEquipmentMember</xbrldi:explicitMember>
                             <xbrldi:explicitMember dimension="ifrs-full:ClassesOfPropertyPlantAndEquipmentAxis">ifrs-full:VehiclesMember</xbrldi:explicitMember>
                      </xbrli:scenario>
               </xbrli:context>
               <xbrli:context id="ctxt_06311">
                      <xbrli:entity>
                    <xbrli:identifier scheme="https://www.minfin.gov.ua">43068454</xbrli:identifier>
                </xbrli:entity>
                      <xbrli:period>
                    <xbrli:instant>2024-12-31</xbrli:instant>
                </xbrli:period>
                      <xbrli:scenario>
                             <xbrldi:explicitMember dimension="ifrs-full:PropertyPlantAndEquipmentIncludingRightofuseAssetsAxis">ifrs-full:PropertyPlantAndEquipmentMember</xbrldi:explicitMember>
                             <xbrldi:explicitMember dimension="ifrs-full:ClassesOfPropertyPlantAndEquipmentAxis">ifrs-full:VehiclesMember</xbrldi:explicitMember>
                      </xbrli:scenario>
               </xbrli:context>
<xbrli:context id="ctxt_06342">
                      <xbrli:entity>
                    <xbrli:identifier scheme="https://www.minfin.gov.ua">43068454</xbrli:identifier>
                </xbrli:entity>
                      <xbrli:period>
                    <xbrli:startDate>2025-01-01</xbrli:startDate>
                    <xbrli:endDate>2025-12-31</xbrli:endDate>
                </xbrli:period>
                      <xbrli:scenario>							 	
                             <xbrldi:explicitMember dimension="ifrs-full:PropertyPlantAndEquipmentIncludingRightofuseAssetsAxis">ifrs-full:PropertyPlantAndEquipmentMember</xbrldi:explicitMember>
                             <xbrldi:explicitMember dimension="ifrs-full:ClassesOfPropertyPlantAndEquipmentAxis">ifrs-full:OfficeEquipmentMember</xbrldi:explicitMember>
							 <xbrldi:explicitMember dimension="ifrs-full:CarryingAmountAccumulatedDepreciationAmortisationAndImpairmentAndGrossCarryingAmountAxis">ifrs-full:GrossCarryingAmountMember</xbrldi:explicitMember>
                      </xbrli:scenario>
               </xbrli:context>
               <xbrli:context id="ctxt_06343">
                      <xbrli:entity>
                    <xbrli:identifier scheme="https://www.minfin.gov.ua">43068454</xbrli:identifier>
                </xbrli:entity>
                      <xbrli:period>
                    <xbrli:instant>2024-12-31</xbrli:instant>
                </xbrli:period>
                      <xbrli:scenario>							 	
                             <xbrldi:explicitMember dimension="ifrs-full:PropertyPlantAndEquipmentIncludingRightofuseAssetsAxis">ifrs-full:PropertyPlantAndEquipmentMember</xbrldi:explicitMember>
                             <xbrldi:explicitMember dimension="ifrs-full:ClassesOfPropertyPlantAndEquipmentAxis">ifrs-full:OfficeEquipmentMember</xbrldi:explicitMember>
							 <xbrldi:explicitMember dimension="ifrs-full:CarryingAmountAccumulatedDepreciationAmortisationAndImpairmentAndGrossCarryingAmountAxis">ifrs-full:GrossCarryingAmountMember</xbrldi:explicitMember>
                      </xbrli:scenario>
               </xbrli:context>
               <xbrli:context id="ctxt_06344">
                      <xbrli:entity>
                    <xbrli:identifier scheme="https://www.minfin.gov.ua">43068454</xbrli:identifier>
                </xbrli:entity>
                      <xbrli:period>
                    <xbrli:instant>2025-12-31</xbrli:instant>
                </xbrli:period>
                      <xbrli:scenario>
                             <xbrldi:explicitMember dimension="ifrs-full:PropertyPlantAndEquipmentIncludingRightofuseAssetsAxis">ifrs-full:PropertyPlantAndEquipmentMember</xbrldi:explicitMember>
                             <xbrldi:explicitMember dimension="ifrs-full:ClassesOfPropertyPlantAndEquipmentAxis">ifrs-full:OfficeEquipmentMember</xbrldi:explicitMember>
                             <xbrldi:explicitMember dimension="ifrs-full:CarryingAmountAccumulatedDepreciationAmortisationAndImpairmentAndGrossCarryingAmountAxis">ifrs-full:GrossCarryingAmountMember</xbrldi:explicitMember>
                      </xbrli:scenario>
               </xbrli:context>
               <xbrli:context id="ctxt_06345">
                      <xbrli:entity>
                    <xbrli:identifier scheme="https://www.minfin.gov.ua">43068454</xbrli:identifier>
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                      <xbrli:period>
                    <xbrli:startDate>2024-01-01</xbrli:startDate>
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                </xbrli:period>
                      <xbrli:scenario>
                             <xbrldi:explicitMember dimension="ifrs-full:PropertyPlantAndEquipmentIncludingRightofuseAssetsAxis">ifrs-full:PropertyPlantAndEquipmentMember</xbrldi:explicitMember>
                             <xbrldi:explicitMember dimension="ifrs-full:ClassesOfPropertyPlantAndEquipmentAxis">ifrs-full:OfficeEquipmentMember</xbrldi:explicitMember>
                             <xbrldi:explicitMember dimension="ifrs-full:CarryingAmountAccumulatedDepreciationAmortisationAndImpairmentAndGrossCarryingAmountAxis">ifrs-full:GrossCarryingAmountMember</xbrldi:explicitMember>
                      </xbrli:scenario>
               </xbrli:context>
               <xbrli:context id="ctxt_06346">
                      <xbrli:entity>
                    <xbrli:identifier scheme="https://www.minfin.gov.ua">43068454</xbrli:identifier>
                </xbrli:entity>
                      <xbrli:period>
                    <xbrli:instant>2023-12-31</xbrli:instant>
                </xbrli:period>
                      <xbrli:scenario>
                             <xbrldi:explicitMember dimension="ifrs-full:PropertyPlantAndEquipmentIncludingRightofuseAssetsAxis">ifrs-full:PropertyPlantAndEquipmentMember</xbrldi:explicitMember>
                             <xbrldi:explicitMember dimension="ifrs-full:ClassesOfPropertyPlantAndEquipmentAxis">ifrs-full:OfficeEquipmentMember</xbrldi:explicitMember>
                             <xbrldi:explicitMember dimension="ifrs-full:CarryingAmountAccumulatedDepreciationAmortisationAndImpairmentAndGrossCarryingAmountAxis">ifrs-full:GrossCarryingAmountMember</xbrldi:explicitMember>
                      </xbrli:scenario>
               </xbrli:context>
               <xbrli:context id="ctxt_06347">
                      <xbrli:entity>
                    <xbrli:identifier scheme="https://www.minfin.gov.ua">43068454</xbrli:identifier>
                </xbrli:entity>
                      <xbrli:period>
                    <xbrli:instant>2024-12-31</xbrli:instant>
                </xbrli:period>
                      <xbrli:scenario>
                             <xbrldi:explicitMember dimension="ifrs-full:PropertyPlantAndEquipmentIncludingRightofuseAssetsAxis">ifrs-full:PropertyPlantAndEquipmentMember</xbrldi:explicitMember>
                             <xbrldi:explicitMember dimension="ifrs-full:ClassesOfPropertyPlantAndEquipmentAxis">ifrs-full:OfficeEquipmentMember</xbrldi:explicitMember>
                             <xbrldi:explicitMember dimension="ifrs-full:CarryingAmountAccumulatedDepreciationAmortisationAndImpairmentAndGrossCarryingAmountAxis">ifrs-full:GrossCarryingAmountMember</xbrldi:explicitMember>
                      </xbrli:scenario>
               </xbrli:context>
               <xbrli:context id="ctxt_06348">
                      <xbrli:entity>
                    <xbrli:identifier scheme="https://www.minfin.gov.ua">43068454</xbrli:identifier>
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                      <xbrli:scenario>
                             <xbrldi:explicitMember dimension="ifrs-full:PropertyPlantAndEquipmentIncludingRightofuseAssetsAxis">ifrs-full:PropertyPlantAndEquipmentMember</xbrldi:explicitMember>
                             <xbrldi:explicitMember dimension="ifrs-full:ClassesOfPropertyPlantAndEquipmentAxis">ifrs-full:OfficeEquipmentMember</xbrldi:explicitMember>
                             <xbrldi:explicitMember dimension="ifrs-full:CarryingAmountAccumulatedDepreciationAmortisationAndImpairmentAndGrossCarryingAmountAxis">ifrs-full:AccumulatedDepreciationAndAmortisationMember</xbrldi:explicitMember>
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               </xbrli:context>
<xbrli:context id="ctxt_06350">
                      <xbrli:entity>
                    <xbrli:identifier scheme="https://www.minfin.gov.ua">43068454</xbrli:identifier>
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                      <xbrli:period>
                    <xbrli:instant>2025-12-31</xbrli:instant>
                </xbrli:period>
                      <xbrli:scenario>
                             <xbrldi:explicitMember dimension="ifrs-full:PropertyPlantAndEquipmentIncludingRightofuseAssetsAxis">ifrs-full:PropertyPlantAndEquipmentMember</xbrldi:explicitMember>
                             <xbrldi:explicitMember dimension="ifrs-full:ClassesOfPropertyPlantAndEquipmentAxis">ifrs-full:OfficeEquipmentMember</xbrldi:explicitMember>
                             <xbrldi:explicitMember dimension="ifrs-full:CarryingAmountAccumulatedDepreciationAmortisationAndImpairmentAndGrossCarryingAmountAxis">ifrs-full:AccumulatedDepreciationAndAmortisationMember</xbrldi:explicitMember>
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               </xbrli:context>
               <xbrli:context id="ctxt_06351">
                      <xbrli:entity>
                    <xbrli:identifier scheme="https://www.minfin.gov.ua">43068454</xbrli:identifier>
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                </xbrli:period>
                      <xbrli:scenario>
                             <xbrldi:explicitMember dimension="ifrs-full:PropertyPlantAndEquipmentIncludingRightofuseAssetsAxis">ifrs-full:PropertyPlantAndEquipmentMember</xbrldi:explicitMember>
                             <xbrldi:explicitMember dimension="ifrs-full:ClassesOfPropertyPlantAndEquipmentAxis">ifrs-full:OfficeEquipmentMember</xbrldi:explicitMember>
                             <xbrldi:explicitMember dimension="ifrs-full:CarryingAmountAccumulatedDepreciationAmortisationAndImpairmentAndGrossCarryingAmountAxis">ifrs-full:AccumulatedDepreciationAndAmortisationMember</xbrldi:explicitMember>
                      </xbrli:scenario>
               </xbrli:context>
               <xbrli:context id="ctxt_06352">
                      <xbrli:entity>
                    <xbrli:identifier scheme="https://www.minfin.gov.ua">43068454</xbrli:identifier>
                </xbrli:entity>
                      <xbrli:period>
                    <xbrli:instant>2023-12-31</xbrli:instant>
                </xbrli:period>
                      <xbrli:scenario>
                             <xbrldi:explicitMember dimension="ifrs-full:PropertyPlantAndEquipmentIncludingRightofuseAssetsAxis">ifrs-full:PropertyPlantAndEquipmentMember</xbrldi:explicitMember>
                             <xbrldi:explicitMember dimension="ifrs-full:ClassesOfPropertyPlantAndEquipmentAxis">ifrs-full:OfficeEquipmentMember</xbrldi:explicitMember>
                             <xbrldi:explicitMember dimension="ifrs-full:CarryingAmountAccumulatedDepreciationAmortisationAndImpairmentAndGrossCarryingAmountAxis">ifrs-full:AccumulatedDepreciationAndAmortisationMember</xbrldi:explicitMember>
                      </xbrli:scenario>
               </xbrli:context>
               <xbrli:context id="ctxt_06353">
                      <xbrli:entity>
                    <xbrli:identifier scheme="https://www.minfin.gov.ua">43068454</xbrli:identifier>
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                      <xbrli:period>
                    <xbrli:instant>2024-12-31</xbrli:instant>
                </xbrli:period>
                      <xbrli:scenario>
                             <xbrldi:explicitMember dimension="ifrs-full:PropertyPlantAndEquipmentIncludingRightofuseAssetsAxis">ifrs-full:PropertyPlantAndEquipmentMember</xbrldi:explicitMember>
                             <xbrldi:explicitMember dimension="ifrs-full:ClassesOfPropertyPlantAndEquipmentAxis">ifrs-full:OfficeEquipmentMember</xbrldi:explicitMember>
                             <xbrldi:explicitMember dimension="ifrs-full:CarryingAmountAccumulatedDepreciationAmortisationAndImpairmentAndGrossCarryingAmountAxis">ifrs-full:AccumulatedDepreciationAndAmortisationMember</xbrldi:explicitMember>
                      </xbrli:scenario>
               </xbrli:context>
<xbrli:context id="ctxt_06360">
                      <xbrli:entity>
                    <xbrli:identifier scheme="https://www.minfin.gov.ua">43068454</xbrli:identifier>
                </xbrli:entity>
                      <xbrli:period>
                    <xbrli:startDate>2025-01-01</xbrli:startDate>
                    <xbrli:endDate>2025-12-31</xbrli:endDate>
                </xbrli:period>
                      <xbrli:scenario>
                             <xbrldi:explicitMember dimension="ifrs-full:PropertyPlantAndEquipmentIncludingRightofuseAssetsAxis">ifrs-full:PropertyPlantAndEquipmentMember</xbrldi:explicitMember>
                             <xbrldi:explicitMember dimension="ifrs-full:ClassesOfPropertyPlantAndEquipmentAxis">ifrs-full:OfficeEquipmentMember</xbrldi:explicitMember>
                             <xbrldi:explicitMember dimension="ifrs-full:CarryingAmountAccumulatedDepreciationAmortisationAndImpairmentAndGrossCarryingAmountAxis">ifrs-full:AccumulatedDepreciationAmortisationAndImpairmentMember</xbrldi:explicitMember>
					  </xbrli:scenario>
               </xbrli:context>
<xbrli:context id="ctxt_06362">
                      <xbrli:entity>
                    <xbrli:identifier scheme="https://www.minfin.gov.ua">43068454</xbrli:identifier>
                </xbrli:entity>
                      <xbrli:period>
                    <xbrli:instant>2025-12-31</xbrli:instant>
                </xbrli:period>
                      <xbrli:scenario>
                             <xbrldi:explicitMember dimension="ifrs-full:PropertyPlantAndEquipmentIncludingRightofuseAssetsAxis">ifrs-full:PropertyPlantAndEquipmentMember</xbrldi:explicitMember>
                             <xbrldi:explicitMember dimension="ifrs-full:ClassesOfPropertyPlantAndEquipmentAxis">ifrs-full:OfficeEquipmentMember</xbrldi:explicitMember>
                             <xbrldi:explicitMember dimension="ifrs-full:CarryingAmountAccumulatedDepreciationAmortisationAndImpairmentAndGrossCarryingAmountAxis">ifrs-full:AccumulatedDepreciationAmortisationAndImpairmentMember</xbrldi:explicitMember>
                      </xbrli:scenario>
               </xbrli:context>					   
			   <xbrli:context id="ctxt_06363">
                      <xbrli:entity>
                    <xbrli:identifier scheme="https://www.minfin.gov.ua">43068454</xbrli:identifier>
                </xbrli:entity>
                      <xbrli:period>
                    <xbrli:startDate>2024-01-01</xbrli:startDate>
                    <xbrli:endDate>2024-12-31</xbrli:endDate>
                </xbrli:period>
                      <xbrli:scenario>
                             <xbrldi:explicitMember dimension="ifrs-full:PropertyPlantAndEquipmentIncludingRightofuseAssetsAxis">ifrs-full:PropertyPlantAndEquipmentMember</xbrldi:explicitMember>
                             <xbrldi:explicitMember dimension="ifrs-full:ClassesOfPropertyPlantAndEquipmentAxis">ifrs-full:OfficeEquipmentMember</xbrldi:explicitMember>
                             <xbrldi:explicitMember dimension="ifrs-full:CarryingAmountAccumulatedDepreciationAmortisationAndImpairmentAndGrossCarryingAmountAxis">ifrs-full:AccumulatedDepreciationAmortisationAndImpairmentMember</xbrldi:explicitMember>
                      </xbrli:scenario>
               </xbrli:context>			   
			   <xbrli:context id="ctxt_06364">
                      <xbrli:entity>
                    <xbrli:identifier scheme="https://www.minfin.gov.ua">43068454</xbrli:identifier>
                </xbrli:entity>
                      <xbrli:period>
                    <xbrli:instant>2023-12-31</xbrli:instant>
                </xbrli:period>
                      <xbrli:scenario>
                             <xbrldi:explicitMember dimension="ifrs-full:PropertyPlantAndEquipmentIncludingRightofuseAssetsAxis">ifrs-full:PropertyPlantAndEquipmentMember</xbrldi:explicitMember>
                             <xbrldi:explicitMember dimension="ifrs-full:ClassesOfPropertyPlantAndEquipmentAxis">ifrs-full:OfficeEquipmentMember</xbrldi:explicitMember>
                             <xbrldi:explicitMember dimension="ifrs-full:CarryingAmountAccumulatedDepreciationAmortisationAndImpairmentAndGrossCarryingAmountAxis">ifrs-full:AccumulatedDepreciationAmortisationAndImpairmentMember</xbrldi:explicitMember>
                      </xbrli:scenario>
               </xbrli:context>		
			   <xbrli:context id="ctxt_06365">
                      <xbrli:entity>
                    <xbrli:identifier scheme="https://www.minfin.gov.ua">43068454</xbrli:identifier>
                </xbrli:entity>
                      <xbrli:period>
                    <xbrli:instant>2024-12-31</xbrli:instant>
                </xbrli:period>
                      <xbrli:scenario>
                             <xbrldi:explicitMember dimension="ifrs-full:PropertyPlantAndEquipmentIncludingRightofuseAssetsAxis">ifrs-full:PropertyPlantAndEquipmentMember</xbrldi:explicitMember>
                             <xbrldi:explicitMember dimension="ifrs-full:ClassesOfPropertyPlantAndEquipmentAxis">ifrs-full:OfficeEquipmentMember</xbrldi:explicitMember>
                             <xbrldi:explicitMember dimension="ifrs-full:CarryingAmountAccumulatedDepreciationAmortisationAndImpairmentAndGrossCarryingAmountAxis">ifrs-full:AccumulatedDepreciationAmortisationAndImpairmentMember</xbrldi:explicitMember>
                      </xbrli:scenario>
               </xbrli:context>				   
               <xbrli:context id="ctxt_06366">
                      <xbrli:entity>
                    <xbrli:identifier scheme="https://www.minfin.gov.ua">43068454</xbrli:identifier>
                </xbrli:entity>
                      <xbrli:period>
                    <xbrli:startDate>2025-01-01</xbrli:startDate>
                    <xbrli:endDate>2025-12-31</xbrli:endDate>
                </xbrli:period>
                      <xbrli:scenario>
                             <xbrldi:explicitMember dimension="ifrs-full:PropertyPlantAndEquipmentIncludingRightofuseAssetsAxis">ifrs-full:PropertyPlantAndEquipmentMember</xbrldi:explicitMember>
                             <xbrldi:explicitMember dimension="ifrs-full:ClassesOfPropertyPlantAndEquipmentAxis">ifrs-full:OfficeEquipmentMember</xbrldi:explicitMember>
                      </xbrli:scenario>
               </xbrli:context>
               <xbrli:context id="ctxt_06367">
                      <xbrli:entity>
                    <xbrli:identifier scheme="https://www.minfin.gov.ua">43068454</xbrli:identifier>
                </xbrli:entity>
                      <xbrli:period>
                    <xbrli:instant>2024-12-31</xbrli:instant>
                </xbrli:period>
                      <xbrli:scenario>
                             <xbrldi:explicitMember dimension="ifrs-full:PropertyPlantAndEquipmentIncludingRightofuseAssetsAxis">ifrs-full:PropertyPlantAndEquipmentMember</xbrldi:explicitMember>
                             <xbrldi:explicitMember dimension="ifrs-full:ClassesOfPropertyPlantAndEquipmentAxis">ifrs-full:OfficeEquipmentMember</xbrldi:explicitMember>
                      </xbrli:scenario>
               </xbrli:context>
               <xbrli:context id="ctxt_06368">
                      <xbrli:entity>
                    <xbrli:identifier scheme="https://www.minfin.gov.ua">43068454</xbrli:identifier>
                </xbrli:entity>
                      <xbrli:period>
                    <xbrli:instant>2025-12-31</xbrli:instant>
                </xbrli:period>
                      <xbrli:scenario>
                             <xbrldi:explicitMember dimension="ifrs-full:PropertyPlantAndEquipmentIncludingRightofuseAssetsAxis">ifrs-full:PropertyPlantAndEquipmentMember</xbrldi:explicitMember>
                             <xbrldi:explicitMember dimension="ifrs-full:ClassesOfPropertyPlantAndEquipmentAxis">ifrs-full:OfficeEquipmentMember</xbrldi:explicitMember>
                      </xbrli:scenario>
               </xbrli:context>
               <xbrli:context id="ctxt_06369">
                      <xbrli:entity>
                    <xbrli:identifier scheme="https://www.minfin.gov.ua">43068454</xbrli:identifier>
                </xbrli:entity>
                      <xbrli:period>
                    <xbrli:startDate>2024-01-01</xbrli:startDate>
                    <xbrli:endDate>2024-12-31</xbrli:endDate>
                </xbrli:period>
                      <xbrli:scenario>
                             <xbrldi:explicitMember dimension="ifrs-full:PropertyPlantAndEquipmentIncludingRightofuseAssetsAxis">ifrs-full:PropertyPlantAndEquipmentMember</xbrldi:explicitMember>
                             <xbrldi:explicitMember dimension="ifrs-full:ClassesOfPropertyPlantAndEquipmentAxis">ifrs-full:OfficeEquipmentMember</xbrldi:explicitMember>
                      </xbrli:scenario>
               </xbrli:context>
               <xbrli:context id="ctxt_06370">
                      <xbrli:entity>
                    <xbrli:identifier scheme="https://www.minfin.gov.ua">43068454</xbrli:identifier>
                </xbrli:entity>
                      <xbrli:period>
                    <xbrli:instant>2023-12-31</xbrli:instant>
                </xbrli:period>
                      <xbrli:scenario>
                             <xbrldi:explicitMember dimension="ifrs-full:PropertyPlantAndEquipmentIncludingRightofuseAssetsAxis">ifrs-full:PropertyPlantAndEquipmentMember</xbrldi:explicitMember>
                             <xbrldi:explicitMember dimension="ifrs-full:ClassesOfPropertyPlantAndEquipmentAxis">ifrs-full:OfficeEquipmentMember</xbrldi:explicitMember>
                      </xbrli:scenario>
               </xbrli:context>
               <xbrli:context id="ctxt_06371">
                      <xbrli:entity>
                    <xbrli:identifier scheme="https://www.minfin.gov.ua">43068454</xbrli:identifier>
                </xbrli:entity>
                      <xbrli:period>
                    <xbrli:instant>2024-12-31</xbrli:instant>
                </xbrli:period>
                      <xbrli:scenario>
                             <xbrldi:explicitMember dimension="ifrs-full:PropertyPlantAndEquipmentIncludingRightofuseAssetsAxis">ifrs-full:PropertyPlantAndEquipmentMember</xbrldi:explicitMember>
                             <xbrldi:explicitMember dimension="ifrs-full:ClassesOfPropertyPlantAndEquipmentAxis">ifrs-full:OfficeEquipmentMember</xbrldi:explicitMember>
                      </xbrli:scenario>
               </xbrli:context>
<xbrli:context id="ctxt_06762">
                      <xbrli:entity>
                    <xbrli:identifier scheme="https://www.minfin.gov.ua">43068454</xbrli:identifier>
                </xbrli:entity>
                      <xbrli:period>
                    <xbrli:startDate>2025-01-01</xbrli:startDate>
                    <xbrli:endDate>2025-12-31</xbrli:endDate>
                </xbrli:period>
                      <xbrli:scenario>							 	
                             <xbrldi:explicitMember dimension="ifrs-full:PropertyPlantAndEquipmentIncludingRightofuseAssetsAxis">ifrs-full:PropertyPlantAndEquipmentMember</xbrldi:explicitMember>
                             <xbrldi:explicitMember dimension="ifrs-full:ClassesOfPropertyPlantAndEquipmentAxis">ifrs-full:OtherPropertyPlantAndEquipmentMember</xbrldi:explicitMember>
							 <xbrldi:explicitMember dimension="ifrs-full:CarryingAmountAccumulatedDepreciationAmortisationAndImpairmentAndGrossCarryingAmountAxis">ifrs-full:GrossCarryingAmountMember</xbrldi:explicitMember>
                      </xbrli:scenario>
               </xbrli:context>
               <xbrli:context id="ctxt_06763">
                      <xbrli:entity>
                    <xbrli:identifier scheme="https://www.minfin.gov.ua">43068454</xbrli:identifier>
                </xbrli:entity>
                      <xbrli:period>
                    <xbrli:instant>2024-12-31</xbrli:instant>
                </xbrli:period>
                      <xbrli:scenario>							 	
                             <xbrldi:explicitMember dimension="ifrs-full:PropertyPlantAndEquipmentIncludingRightofuseAssetsAxis">ifrs-full:PropertyPlantAndEquipmentMember</xbrldi:explicitMember>
                             <xbrldi:explicitMember dimension="ifrs-full:ClassesOfPropertyPlantAndEquipmentAxis">ifrs-full:OtherPropertyPlantAndEquipmentMember</xbrldi:explicitMember>
							 <xbrldi:explicitMember dimension="ifrs-full:CarryingAmountAccumulatedDepreciationAmortisationAndImpairmentAndGrossCarryingAmountAxis">ifrs-full:GrossCarryingAmountMember</xbrldi:explicitMember>
                      </xbrli:scenario>
               </xbrli:context>
               <xbrli:context id="ctxt_06764">
                      <xbrli:entity>
                    <xbrli:identifier scheme="https://www.minfin.gov.ua">43068454</xbrli:identifier>
                </xbrli:entity>
                      <xbrli:period>
                    <xbrli:instant>2025-12-31</xbrli:instant>
                </xbrli:period>
                      <xbrli:scenario>
                             <xbrldi:explicitMember dimension="ifrs-full:PropertyPlantAndEquipmentIncludingRightofuseAssetsAxis">ifrs-full:PropertyPlantAndEquipmentMember</xbrldi:explicitMember>
                             <xbrldi:explicitMember dimension="ifrs-full:ClassesOfPropertyPlantAndEquipmentAxis">ifrs-full:OtherPropertyPlantAndEquipmentMember</xbrldi:explicitMember>
                             <xbrldi:explicitMember dimension="ifrs-full:CarryingAmountAccumulatedDepreciationAmortisationAndImpairmentAndGrossCarryingAmountAxis">ifrs-full:GrossCarryingAmountMember</xbrldi:explicitMember>
                      </xbrli:scenario>
               </xbrli:context>
               <xbrli:context id="ctxt_06765">
                      <xbrli:entity>
                    <xbrli:identifier scheme="https://www.minfin.gov.ua">43068454</xbrli:identifier>
                </xbrli:entity>
                      <xbrli:period>
                    <xbrli:startDate>2024-01-01</xbrli:startDate>
                    <xbrli:endDate>2024-12-31</xbrli:endDate>
                </xbrli:period>
                      <xbrli:scenario>
                             <xbrldi:explicitMember dimension="ifrs-full:PropertyPlantAndEquipmentIncludingRightofuseAssetsAxis">ifrs-full:PropertyPlantAndEquipmentMember</xbrldi:explicitMember>
                             <xbrldi:explicitMember dimension="ifrs-full:ClassesOfPropertyPlantAndEquipmentAxis">ifrs-full:OtherPropertyPlantAndEquipmentMember</xbrldi:explicitMember>
                             <xbrldi:explicitMember dimension="ifrs-full:CarryingAmountAccumulatedDepreciationAmortisationAndImpairmentAndGrossCarryingAmountAxis">ifrs-full:GrossCarryingAmountMember</xbrldi:explicitMember>
                      </xbrli:scenario>
               </xbrli:context>
               <xbrli:context id="ctxt_06766">
                      <xbrli:entity>
                    <xbrli:identifier scheme="https://www.minfin.gov.ua">43068454</xbrli:identifier>
                </xbrli:entity>
                      <xbrli:period>
                    <xbrli:instant>2023-12-31</xbrli:instant>
                </xbrli:period>
                      <xbrli:scenario>
                             <xbrldi:explicitMember dimension="ifrs-full:PropertyPlantAndEquipmentIncludingRightofuseAssetsAxis">ifrs-full:PropertyPlantAndEquipmentMember</xbrldi:explicitMember>
                             <xbrldi:explicitMember dimension="ifrs-full:ClassesOfPropertyPlantAndEquipmentAxis">ifrs-full:OtherPropertyPlantAndEquipmentMember</xbrldi:explicitMember>
                             <xbrldi:explicitMember dimension="ifrs-full:CarryingAmountAccumulatedDepreciationAmortisationAndImpairmentAndGrossCarryingAmountAxis">ifrs-full:GrossCarryingAmountMember</xbrldi:explicitMember>
                      </xbrli:scenario>
               </xbrli:context>
               <xbrli:context id="ctxt_06767">
                      <xbrli:entity>
                    <xbrli:identifier scheme="https://www.minfin.gov.ua">43068454</xbrli:identifier>
                </xbrli:entity>
                      <xbrli:period>
                    <xbrli:instant>2024-12-31</xbrli:instant>
                </xbrli:period>
                      <xbrli:scenario>
                             <xbrldi:explicitMember dimension="ifrs-full:PropertyPlantAndEquipmentIncludingRightofuseAssetsAxis">ifrs-full:PropertyPlantAndEquipmentMember</xbrldi:explicitMember>
                             <xbrldi:explicitMember dimension="ifrs-full:ClassesOfPropertyPlantAndEquipmentAxis">ifrs-full:OtherPropertyPlantAndEquipmentMember</xbrldi:explicitMember>
                             <xbrldi:explicitMember dimension="ifrs-full:CarryingAmountAccumulatedDepreciationAmortisationAndImpairmentAndGrossCarryingAmountAxis">ifrs-full:GrossCarryingAmountMember</xbrldi:explicitMember>
                      </xbrli:scenario>
               </xbrli:context>
               <xbrli:context id="ctxt_06768">
                      <xbrli:entity>
                    <xbrli:identifier scheme="https://www.minfin.gov.ua">43068454</xbrli:identifier>
                </xbrli:entity>
                      <xbrli:period>
                    <xbrli:startDate>2025-01-01</xbrli:startDate>
                    <xbrli:endDate>2025-12-31</xbrli:endDate>
                </xbrli:period>
                      <xbrli:scenario>
                             <xbrldi:explicitMember dimension="ifrs-full:PropertyPlantAndEquipmentIncludingRightofuseAssetsAxis">ifrs-full:PropertyPlantAndEquipmentMember</xbrldi:explicitMember>
                             <xbrldi:explicitMember dimension="ifrs-full:ClassesOfPropertyPlantAndEquipmentAxis">ifrs-full:OtherPropertyPlantAndEquipmentMember</xbrldi:explicitMember>
                             <xbrldi:explicitMember dimension="ifrs-full:CarryingAmountAccumulatedDepreciationAmortisationAndImpairmentAndGrossCarryingAmountAxis">ifrs-full:AccumulatedDepreciationAndAmortisationMember</xbrldi:explicitMember>
                      </xbrli:scenario>
               </xbrli:context>
<xbrli:context id="ctxt_06770">
                      <xbrli:entity>
                    <xbrli:identifier scheme="https://www.minfin.gov.ua">43068454</xbrli:identifier>
                </xbrli:entity>
                      <xbrli:period>
                    <xbrli:instant>2025-12-31</xbrli:instant>
                </xbrli:period>
                      <xbrli:scenario>
                             <xbrldi:explicitMember dimension="ifrs-full:PropertyPlantAndEquipmentIncludingRightofuseAssetsAxis">ifrs-full:PropertyPlantAndEquipmentMember</xbrldi:explicitMember>
                             <xbrldi:explicitMember dimension="ifrs-full:ClassesOfPropertyPlantAndEquipmentAxis">ifrs-full:OtherPropertyPlantAndEquipmentMember</xbrldi:explicitMember>
                             <xbrldi:explicitMember dimension="ifrs-full:CarryingAmountAccumulatedDepreciationAmortisationAndImpairmentAndGrossCarryingAmountAxis">ifrs-full:AccumulatedDepreciationAndAmortisationMember</xbrldi:explicitMember>
                      </xbrli:scenario>
               </xbrli:context>
               <xbrli:context id="ctxt_06771">
                      <xbrli:entity>
                    <xbrli:identifier scheme="https://www.minfin.gov.ua">43068454</xbrli:identifier>
                </xbrli:entity>
                      <xbrli:period>
                    <xbrli:startDate>2024-01-01</xbrli:startDate>
                    <xbrli:endDate>2024-12-31</xbrli:endDate>
                </xbrli:period>
                      <xbrli:scenario>
                             <xbrldi:explicitMember dimension="ifrs-full:PropertyPlantAndEquipmentIncludingRightofuseAssetsAxis">ifrs-full:PropertyPlantAndEquipmentMember</xbrldi:explicitMember>
                             <xbrldi:explicitMember dimension="ifrs-full:ClassesOfPropertyPlantAndEquipmentAxis">ifrs-full:OtherPropertyPlantAndEquipmentMember</xbrldi:explicitMember>
                             <xbrldi:explicitMember dimension="ifrs-full:CarryingAmountAccumulatedDepreciationAmortisationAndImpairmentAndGrossCarryingAmountAxis">ifrs-full:AccumulatedDepreciationAndAmortisationMember</xbrldi:explicitMember>
                      </xbrli:scenario>
               </xbrli:context>
               <xbrli:context id="ctxt_06772">
                      <xbrli:entity>
                    <xbrli:identifier scheme="https://www.minfin.gov.ua">43068454</xbrli:identifier>
                </xbrli:entity>
                      <xbrli:period>
                    <xbrli:instant>2023-12-31</xbrli:instant>
                </xbrli:period>
                      <xbrli:scenario>
                             <xbrldi:explicitMember dimension="ifrs-full:PropertyPlantAndEquipmentIncludingRightofuseAssetsAxis">ifrs-full:PropertyPlantAndEquipmentMember</xbrldi:explicitMember>
                             <xbrldi:explicitMember dimension="ifrs-full:ClassesOfPropertyPlantAndEquipmentAxis">ifrs-full:OtherPropertyPlantAndEquipmentMember</xbrldi:explicitMember>
                             <xbrldi:explicitMember dimension="ifrs-full:CarryingAmountAccumulatedDepreciationAmortisationAndImpairmentAndGrossCarryingAmountAxis">ifrs-full:AccumulatedDepreciationAndAmortisationMember</xbrldi:explicitMember>
                      </xbrli:scenario>
               </xbrli:context>
               <xbrli:context id="ctxt_06773">
                      <xbrli:entity>
                    <xbrli:identifier scheme="https://www.minfin.gov.ua">43068454</xbrli:identifier>
                </xbrli:entity>
                      <xbrli:period>
                    <xbrli:instant>2024-12-31</xbrli:instant>
                </xbrli:period>
                      <xbrli:scenario>
                             <xbrldi:explicitMember dimension="ifrs-full:PropertyPlantAndEquipmentIncludingRightofuseAssetsAxis">ifrs-full:PropertyPlantAndEquipmentMember</xbrldi:explicitMember>
                             <xbrldi:explicitMember dimension="ifrs-full:ClassesOfPropertyPlantAndEquipmentAxis">ifrs-full:OtherPropertyPlantAndEquipmentMember</xbrldi:explicitMember>
                             <xbrldi:explicitMember dimension="ifrs-full:CarryingAmountAccumulatedDepreciationAmortisationAndImpairmentAndGrossCarryingAmountAxis">ifrs-full:AccumulatedDepreciationAndAmortisationMember</xbrldi:explicitMember>
                      </xbrli:scenario>
               </xbrli:context>
<xbrli:context id="ctxt_06780">
                      <xbrli:entity>
                    <xbrli:identifier scheme="https://www.minfin.gov.ua">43068454</xbrli:identifier>
                </xbrli:entity>
                      <xbrli:period>
                    <xbrli:startDate>2025-01-01</xbrli:startDate>
                    <xbrli:endDate>2025-12-31</xbrli:endDate>
                </xbrli:period>
                      <xbrli:scenario>
                             <xbrldi:explicitMember dimension="ifrs-full:PropertyPlantAndEquipmentIncludingRightofuseAssetsAxis">ifrs-full:PropertyPlantAndEquipmentMember</xbrldi:explicitMember>
                             <xbrldi:explicitMember dimension="ifrs-full:ClassesOfPropertyPlantAndEquipmentAxis">ifrs-full:OtherPropertyPlantAndEquipmentMember</xbrldi:explicitMember>
                             <xbrldi:explicitMember dimension="ifrs-full:CarryingAmountAccumulatedDepreciationAmortisationAndImpairmentAndGrossCarryingAmountAxis">ifrs-full:AccumulatedDepreciationAmortisationAndImpairmentMember</xbrldi:explicitMember>
					  </xbrli:scenario>
               </xbrli:context>
<xbrli:context id="ctxt_06782">
                      <xbrli:entity>
                    <xbrli:identifier scheme="https://www.minfin.gov.ua">43068454</xbrli:identifier>
                </xbrli:entity>
                      <xbrli:period>
                    <xbrli:instant>2025-12-31</xbrli:instant>
                </xbrli:period>
                      <xbrli:scenario>
                             <xbrldi:explicitMember dimension="ifrs-full:PropertyPlantAndEquipmentIncludingRightofuseAssetsAxis">ifrs-full:PropertyPlantAndEquipmentMember</xbrldi:explicitMember>
                             <xbrldi:explicitMember dimension="ifrs-full:ClassesOfPropertyPlantAndEquipmentAxis">ifrs-full:OtherPropertyPlantAndEquipmentMember</xbrldi:explicitMember>
                             <xbrldi:explicitMember dimension="ifrs-full:CarryingAmountAccumulatedDepreciationAmortisationAndImpairmentAndGrossCarryingAmountAxis">ifrs-full:AccumulatedDepreciationAmortisationAndImpairmentMember</xbrldi:explicitMember>
                      </xbrli:scenario>
               </xbrli:context>					   
			   <xbrli:context id="ctxt_06783">
                      <xbrli:entity>
                    <xbrli:identifier scheme="https://www.minfin.gov.ua">43068454</xbrli:identifier>
                </xbrli:entity>
                      <xbrli:period>
                    <xbrli:startDate>2024-01-01</xbrli:startDate>
                    <xbrli:endDate>2024-12-31</xbrli:endDate>
                </xbrli:period>
                      <xbrli:scenario>
                             <xbrldi:explicitMember dimension="ifrs-full:PropertyPlantAndEquipmentIncludingRightofuseAssetsAxis">ifrs-full:PropertyPlantAndEquipmentMember</xbrldi:explicitMember>
                             <xbrldi:explicitMember dimension="ifrs-full:ClassesOfPropertyPlantAndEquipmentAxis">ifrs-full:OtherPropertyPlantAndEquipmentMember</xbrldi:explicitMember>
                             <xbrldi:explicitMember dimension="ifrs-full:CarryingAmountAccumulatedDepreciationAmortisationAndImpairmentAndGrossCarryingAmountAxis">ifrs-full:AccumulatedDepreciationAmortisationAndImpairmentMember</xbrldi:explicitMember>
                      </xbrli:scenario>
               </xbrli:context>			   
			   <xbrli:context id="ctxt_06784">
                      <xbrli:entity>
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                </xbrli:entity>
                      <xbrli:period>
                    <xbrli:instant>2023-12-31</xbrli:instant>
                </xbrli:period>
                      <xbrli:scenario>
                             <xbrldi:explicitMember dimension="ifrs-full:PropertyPlantAndEquipmentIncludingRightofuseAssetsAxis">ifrs-full:PropertyPlantAndEquipmentMember</xbrldi:explicitMember>
                             <xbrldi:explicitMember dimension="ifrs-full:ClassesOfPropertyPlantAndEquipmentAxis">ifrs-full:OtherPropertyPlantAndEquipmentMember</xbrldi:explicitMember>
                             <xbrldi:explicitMember dimension="ifrs-full:CarryingAmountAccumulatedDepreciationAmortisationAndImpairmentAndGrossCarryingAmountAxis">ifrs-full:AccumulatedDepreciationAmortisationAndImpairmentMember</xbrldi:explicitMember>
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               </xbrli:context>		
			   <xbrli:context id="ctxt_06785">
                      <xbrli:entity>
                    <xbrli:identifier scheme="https://www.minfin.gov.ua">43068454</xbrli:identifier>
                </xbrli:entity>
                      <xbrli:period>
                    <xbrli:instant>2024-12-31</xbrli:instant>
                </xbrli:period>
                      <xbrli:scenario>
                             <xbrldi:explicitMember dimension="ifrs-full:PropertyPlantAndEquipmentIncludingRightofuseAssetsAxis">ifrs-full:PropertyPlantAndEquipmentMember</xbrldi:explicitMember>
                             <xbrldi:explicitMember dimension="ifrs-full:ClassesOfPropertyPlantAndEquipmentAxis">ifrs-full:OtherPropertyPlantAndEquipmentMember</xbrldi:explicitMember>
                             <xbrldi:explicitMember dimension="ifrs-full:CarryingAmountAccumulatedDepreciationAmortisationAndImpairmentAndGrossCarryingAmountAxis">ifrs-full:AccumulatedDepreciationAmortisationAndImpairmentMember</xbrldi:explicitMember>
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               </xbrli:context>				   
               <xbrli:context id="ctxt_06786">
                      <xbrli:entity>
                    <xbrli:identifier scheme="https://www.minfin.gov.ua">43068454</xbrli:identifier>
                </xbrli:entity>
                      <xbrli:period>
                    <xbrli:startDate>2025-01-01</xbrli:startDate>
                    <xbrli:endDate>2025-12-31</xbrli:endDate>
                </xbrli:period>
                      <xbrli:scenario>
                             <xbrldi:explicitMember dimension="ifrs-full:PropertyPlantAndEquipmentIncludingRightofuseAssetsAxis">ifrs-full:PropertyPlantAndEquipmentMember</xbrldi:explicitMember>
                             <xbrldi:explicitMember dimension="ifrs-full:ClassesOfPropertyPlantAndEquipmentAxis">ifrs-full:OtherPropertyPlantAndEquipmentMember</xbrldi:explicitMember>
                      </xbrli:scenario>
               </xbrli:context>
               <xbrli:context id="ctxt_06787">
                      <xbrli:entity>
                    <xbrli:identifier scheme="https://www.minfin.gov.ua">43068454</xbrli:identifier>
                </xbrli:entity>
                      <xbrli:period>
                    <xbrli:instant>2024-12-31</xbrli:instant>
                </xbrli:period>
                      <xbrli:scenario>
                             <xbrldi:explicitMember dimension="ifrs-full:PropertyPlantAndEquipmentIncludingRightofuseAssetsAxis">ifrs-full:PropertyPlantAndEquipmentMember</xbrldi:explicitMember>
                             <xbrldi:explicitMember dimension="ifrs-full:ClassesOfPropertyPlantAndEquipmentAxis">ifrs-full:OtherPropertyPlantAndEquipmentMember</xbrldi:explicitMember>
                      </xbrli:scenario>
               </xbrli:context>
               <xbrli:context id="ctxt_06788">
                      <xbrli:entity>
                    <xbrli:identifier scheme="https://www.minfin.gov.ua">43068454</xbrli:identifier>
                </xbrli:entity>
                      <xbrli:period>
                    <xbrli:instant>2025-12-31</xbrli:instant>
                </xbrli:period>
                      <xbrli:scenario>
                             <xbrldi:explicitMember dimension="ifrs-full:PropertyPlantAndEquipmentIncludingRightofuseAssetsAxis">ifrs-full:PropertyPlantAndEquipmentMember</xbrldi:explicitMember>
                             <xbrldi:explicitMember dimension="ifrs-full:ClassesOfPropertyPlantAndEquipmentAxis">ifrs-full:OtherPropertyPlantAndEquipmentMember</xbrldi:explicitMember>
                      </xbrli:scenario>
               </xbrli:context>
               <xbrli:context id="ctxt_06789">
                      <xbrli:entity>
                    <xbrli:identifier scheme="https://www.minfin.gov.ua">43068454</xbrli:identifier>
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                      <xbrli:period>
                    <xbrli:startDate>2024-01-01</xbrli:startDate>
                    <xbrli:endDate>2024-12-31</xbrli:endDate>
                </xbrli:period>
                      <xbrli:scenario>
                             <xbrldi:explicitMember dimension="ifrs-full:PropertyPlantAndEquipmentIncludingRightofuseAssetsAxis">ifrs-full:PropertyPlantAndEquipmentMember</xbrldi:explicitMember>
                             <xbrldi:explicitMember dimension="ifrs-full:ClassesOfPropertyPlantAndEquipmentAxis">ifrs-full:OtherPropertyPlantAndEquipmentMember</xbrldi:explicitMember>
                      </xbrli:scenario>
               </xbrli:context>
               <xbrli:context id="ctxt_06790">
                      <xbrli:entity>
                    <xbrli:identifier scheme="https://www.minfin.gov.ua">43068454</xbrli:identifier>
                </xbrli:entity>
                      <xbrli:period>
                    <xbrli:instant>2023-12-31</xbrli:instant>
                </xbrli:period>
                      <xbrli:scenario>
                             <xbrldi:explicitMember dimension="ifrs-full:PropertyPlantAndEquipmentIncludingRightofuseAssetsAxis">ifrs-full:PropertyPlantAndEquipmentMember</xbrldi:explicitMember>
                             <xbrldi:explicitMember dimension="ifrs-full:ClassesOfPropertyPlantAndEquipmentAxis">ifrs-full:OtherPropertyPlantAndEquipmentMember</xbrldi:explicitMember>
                      </xbrli:scenario>
               </xbrli:context>
               <xbrli:context id="ctxt_06791">
                      <xbrli:entity>
                    <xbrli:identifier scheme="https://www.minfin.gov.ua">43068454</xbrli:identifier>
                </xbrli:entity>
                      <xbrli:period>
                    <xbrli:instant>2024-12-31</xbrli:instant>
                </xbrli:period>
                      <xbrli:scenario>
                             <xbrldi:explicitMember dimension="ifrs-full:PropertyPlantAndEquipmentIncludingRightofuseAssetsAxis">ifrs-full:PropertyPlantAndEquipmentMember</xbrldi:explicitMember>
                             <xbrldi:explicitMember dimension="ifrs-full:ClassesOfPropertyPlantAndEquipmentAxis">ifrs-full:OtherPropertyPlantAndEquipmentMember</xbrldi:explicitMember>
                      </xbrli:scenario>
               </xbrli:context>					   			   			   		  			   
	           <xbrli:context id="ctxt_06792">
                      <xbrli:entity>
                    <xbrli:identifier scheme="https://www.minfin.gov.ua">43068454</xbrli:identifier>
                </xbrli:entity>
                      <xbrli:period>
                    <xbrli:startDate>2025-01-01</xbrli:startDate>
                    <xbrli:endDate>2025-12-31</xbrli:endDate>
                </xbrli:period>
                      <xbrli:scenario>							 	
                             <xbrldi:explicitMember dimension="ifrs-full:PropertyPlantAndEquipmentIncludingRightofuseAssetsAxis">ifrs-full:PropertyPlantAndEquipmentMember</xbrldi:explicitMember>
                             <xbrldi:explicitMember dimension="ifrs-full:CarryingAmountAccumulatedDepreciationAmortisationAndImpairmentAndGrossCarryingAmountAxis">ifrs-full:GrossCarryingAmountMember</xbrldi:explicitMember>
                      </xbrli:scenario>
               </xbrli:context>
               <xbrli:context id="ctxt_06793">
                      <xbrli:entity>
                    <xbrli:identifier scheme="https://www.minfin.gov.ua">43068454</xbrli:identifier>
                </xbrli:entity>
                      <xbrli:period>
                    <xbrli:instant>2024-12-31</xbrli:instant>
                </xbrli:period>
                      <xbrli:scenario>							 	
                             <xbrldi:explicitMember dimension="ifrs-full:PropertyPlantAndEquipmentIncludingRightofuseAssetsAxis">ifrs-full:PropertyPlantAndEquipmentMember</xbrldi:explicitMember>
                             <xbrldi:explicitMember dimension="ifrs-full:CarryingAmountAccumulatedDepreciationAmortisationAndImpairmentAndGrossCarryingAmountAxis">ifrs-full:GrossCarryingAmountMember</xbrldi:explicitMember>
                      </xbrli:scenario>
               </xbrli:context>
               <xbrli:context id="ctxt_06794">
                      <xbrli:entity>
                    <xbrli:identifier scheme="https://www.minfin.gov.ua">43068454</xbrli:identifier>
                </xbrli:entity>
                      <xbrli:period>
                    <xbrli:instant>2025-12-31</xbrli:instant>
                </xbrli:period>
                      <xbrli:scenario>
                             <xbrldi:explicitMember dimension="ifrs-full:PropertyPlantAndEquipmentIncludingRightofuseAssetsAxis">ifrs-full:PropertyPlantAndEquipmentMember</xbrldi:explicitMember>
                             <xbrldi:explicitMember dimension="ifrs-full:CarryingAmountAccumulatedDepreciationAmortisationAndImpairmentAndGrossCarryingAmountAxis">ifrs-full:GrossCarryingAmountMember</xbrldi:explicitMember>
                      </xbrli:scenario>
               </xbrli:context>
               <xbrli:context id="ctxt_06795">
                      <xbrli:entity>
                    <xbrli:identifier scheme="https://www.minfin.gov.ua">43068454</xbrli:identifier>
                </xbrli:entity>
                      <xbrli:period>
                    <xbrli:startDate>2024-01-01</xbrli:startDate>
                    <xbrli:endDate>2024-12-31</xbrli:endDate>
                </xbrli:period>
                      <xbrli:scenario>
                             <xbrldi:explicitMember dimension="ifrs-full:PropertyPlantAndEquipmentIncludingRightofuseAssetsAxis">ifrs-full:PropertyPlantAndEquipmentMember</xbrldi:explicitMember>
                             <xbrldi:explicitMember dimension="ifrs-full:CarryingAmountAccumulatedDepreciationAmortisationAndImpairmentAndGrossCarryingAmountAxis">ifrs-full:GrossCarryingAmountMember</xbrldi:explicitMember>
                      </xbrli:scenario>
               </xbrli:context>
               <xbrli:context id="ctxt_06796">
                      <xbrli:entity>
                    <xbrli:identifier scheme="https://www.minfin.gov.ua">43068454</xbrli:identifier>
                </xbrli:entity>
                      <xbrli:period>
                    <xbrli:instant>2023-12-31</xbrli:instant>
                </xbrli:period>
                      <xbrli:scenario>
                             <xbrldi:explicitMember dimension="ifrs-full:PropertyPlantAndEquipmentIncludingRightofuseAssetsAxis">ifrs-full:PropertyPlantAndEquipmentMember</xbrldi:explicitMember>
                             <xbrldi:explicitMember dimension="ifrs-full:CarryingAmountAccumulatedDepreciationAmortisationAndImpairmentAndGrossCarryingAmountAxis">ifrs-full:GrossCarryingAmountMember</xbrldi:explicitMember>
                      </xbrli:scenario>
               </xbrli:context>
               <xbrli:context id="ctxt_06797">
                      <xbrli:entity>
                    <xbrli:identifier scheme="https://www.minfin.gov.ua">43068454</xbrli:identifier>
                </xbrli:entity>
                      <xbrli:period>
                    <xbrli:instant>2024-12-31</xbrli:instant>
                </xbrli:period>
                      <xbrli:scenario>
                             <xbrldi:explicitMember dimension="ifrs-full:PropertyPlantAndEquipmentIncludingRightofuseAssetsAxis">ifrs-full:PropertyPlantAndEquipmentMember</xbrldi:explicitMember>
                             <xbrldi:explicitMember dimension="ifrs-full:CarryingAmountAccumulatedDepreciationAmortisationAndImpairmentAndGrossCarryingAmountAxis">ifrs-full:GrossCarryingAmountMember</xbrldi:explicitMember>
                      </xbrli:scenario>
               </xbrli:context>
               <xbrli:context id="ctxt_06798">
                      <xbrli:entity>
                    <xbrli:identifier scheme="https://www.minfin.gov.ua">43068454</xbrli:identifier>
                </xbrli:entity>
                      <xbrli:period>
                    <xbrli:startDate>2025-01-01</xbrli:startDate>
                    <xbrli:endDate>2025-12-31</xbrli:endDate>
                </xbrli:period>
                      <xbrli:scenario>
                             <xbrldi:explicitMember dimension="ifrs-full:PropertyPlantAndEquipmentIncludingRightofuseAssetsAxis">ifrs-full:PropertyPlantAndEquipmentMember</xbrldi:explicitMember>
                             <xbrldi:explicitMember dimension="ifrs-full:CarryingAmountAccumulatedDepreciationAmortisationAndImpairmentAndGrossCarryingAmountAxis">ifrs-full:AccumulatedDepreciationAndAmortisationMember</xbrldi:explicitMember>
                      </xbrli:scenario>
               </xbrli:context>
<xbrli:context id="ctxt_06800">
                      <xbrli:entity>
                    <xbrli:identifier scheme="https://www.minfin.gov.ua">43068454</xbrli:identifier>
                </xbrli:entity>
                      <xbrli:period>
                    <xbrli:instant>2025-12-31</xbrli:instant>
                </xbrli:period>
                      <xbrli:scenario>
                             <xbrldi:explicitMember dimension="ifrs-full:PropertyPlantAndEquipmentIncludingRightofuseAssetsAxis">ifrs-full:PropertyPlantAndEquipmentMember</xbrldi:explicitMember>
                             <xbrldi:explicitMember dimension="ifrs-full:CarryingAmountAccumulatedDepreciationAmortisationAndImpairmentAndGrossCarryingAmountAxis">ifrs-full:AccumulatedDepreciationAndAmortisationMember</xbrldi:explicitMember>
                      </xbrli:scenario>
               </xbrli:context>
               <xbrli:context id="ctxt_06801">
                      <xbrli:entity>
                    <xbrli:identifier scheme="https://www.minfin.gov.ua">43068454</xbrli:identifier>
                </xbrli:entity>
                      <xbrli:period>
                    <xbrli:startDate>2024-01-01</xbrli:startDate>
                    <xbrli:endDate>2024-12-31</xbrli:endDate>
                </xbrli:period>
                      <xbrli:scenario>
                             <xbrldi:explicitMember dimension="ifrs-full:PropertyPlantAndEquipmentIncludingRightofuseAssetsAxis">ifrs-full:PropertyPlantAndEquipmentMember</xbrldi:explicitMember>
                             <xbrldi:explicitMember dimension="ifrs-full:CarryingAmountAccumulatedDepreciationAmortisationAndImpairmentAndGrossCarryingAmountAxis">ifrs-full:AccumulatedDepreciationAndAmortisationMember</xbrldi:explicitMember>
                      </xbrli:scenario>
               </xbrli:context>
               <xbrli:context id="ctxt_06802">
                      <xbrli:entity>
                    <xbrli:identifier scheme="https://www.minfin.gov.ua">43068454</xbrli:identifier>
                </xbrli:entity>
                      <xbrli:period>
                    <xbrli:instant>2023-12-31</xbrli:instant>
                </xbrli:period>
                      <xbrli:scenario>
                             <xbrldi:explicitMember dimension="ifrs-full:PropertyPlantAndEquipmentIncludingRightofuseAssetsAxis">ifrs-full:PropertyPlantAndEquipmentMember</xbrldi:explicitMember>
                             <xbrldi:explicitMember dimension="ifrs-full:CarryingAmountAccumulatedDepreciationAmortisationAndImpairmentAndGrossCarryingAmountAxis">ifrs-full:AccumulatedDepreciationAndAmortisationMember</xbrldi:explicitMember>
                      </xbrli:scenario>
               </xbrli:context>
               <xbrli:context id="ctxt_06803">
                      <xbrli:entity>
                    <xbrli:identifier scheme="https://www.minfin.gov.ua">43068454</xbrli:identifier>
                </xbrli:entity>
                      <xbrli:period>
                    <xbrli:instant>2024-12-31</xbrli:instant>
                </xbrli:period>
                      <xbrli:scenario>
                             <xbrldi:explicitMember dimension="ifrs-full:PropertyPlantAndEquipmentIncludingRightofuseAssetsAxis">ifrs-full:PropertyPlantAndEquipmentMember</xbrldi:explicitMember>
                             <xbrldi:explicitMember dimension="ifrs-full:CarryingAmountAccumulatedDepreciationAmortisationAndImpairmentAndGrossCarryingAmountAxis">ifrs-full:AccumulatedDepreciationAndAmortisationMember</xbrldi:explicitMember>
                      </xbrli:scenario>
               </xbrli:context>
<xbrli:context id="ctxt_06810">
                      <xbrli:entity>
                    <xbrli:identifier scheme="https://www.minfin.gov.ua">43068454</xbrli:identifier>
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                </xbrli:period>
                      <xbrli:scenario>
                             <xbrldi:explicitMember dimension="ifrs-full:PropertyPlantAndEquipmentIncludingRightofuseAssetsAxis">ifrs-full:PropertyPlantAndEquipmentMember</xbrldi:explicitMember>
                             <xbrldi:explicitMember dimension="ifrs-full:CarryingAmountAccumulatedDepreciationAmortisationAndImpairmentAndGrossCarryingAmountAxis">ifrs-full:AccumulatedDepreciationAmortisationAndImpairmentMember</xbrldi:explicitMember>
					  </xbrli:scenario>
               </xbrli:context>
<xbrli:context id="ctxt_06812">
                      <xbrli:entity>
                    <xbrli:identifier scheme="https://www.minfin.gov.ua">43068454</xbrli:identifier>
                </xbrli:entity>
                      <xbrli:period>
                    <xbrli:instant>2025-12-31</xbrli:instant>
                </xbrli:period>
                      <xbrli:scenario>
                             <xbrldi:explicitMember dimension="ifrs-full:PropertyPlantAndEquipmentIncludingRightofuseAssetsAxis">ifrs-full:PropertyPlantAndEquipmentMember</xbrldi:explicitMember>
                             <xbrldi:explicitMember dimension="ifrs-full:CarryingAmountAccumulatedDepreciationAmortisationAndImpairmentAndGrossCarryingAmountAxis">ifrs-full:AccumulatedDepreciationAmortisationAndImpairmentMember</xbrldi:explicitMember>
                      </xbrli:scenario>
               </xbrli:context>					   
			   <xbrli:context id="ctxt_06813">
                      <xbrli:entity>
                    <xbrli:identifier scheme="https://www.minfin.gov.ua">43068454</xbrli:identifier>
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                    <xbrli:startDate>2024-01-01</xbrli:startDate>
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                      <xbrli:scenario>
                             <xbrldi:explicitMember dimension="ifrs-full:PropertyPlantAndEquipmentIncludingRightofuseAssetsAxis">ifrs-full:PropertyPlantAndEquipmentMember</xbrldi:explicitMember>
                             <xbrldi:explicitMember dimension="ifrs-full:CarryingAmountAccumulatedDepreciationAmortisationAndImpairmentAndGrossCarryingAmountAxis">ifrs-full:AccumulatedDepreciationAmortisationAndImpairmentMember</xbrldi:explicitMember>
                      </xbrli:scenario>
               </xbrli:context>			   
			   <xbrli:context id="ctxt_06814">
                      <xbrli:entity>
                    <xbrli:identifier scheme="https://www.minfin.gov.ua">43068454</xbrli:identifier>
                </xbrli:entity>
                      <xbrli:period>
                    <xbrli:instant>2023-12-31</xbrli:instant>
                </xbrli:period>
                      <xbrli:scenario>
                             <xbrldi:explicitMember dimension="ifrs-full:PropertyPlantAndEquipmentIncludingRightofuseAssetsAxis">ifrs-full:PropertyPlantAndEquipmentMember</xbrldi:explicitMember>
                             <xbrldi:explicitMember dimension="ifrs-full:CarryingAmountAccumulatedDepreciationAmortisationAndImpairmentAndGrossCarryingAmountAxis">ifrs-full:AccumulatedDepreciationAmortisationAndImpairmentMember</xbrldi:explicitMember>
                      </xbrli:scenario>
               </xbrli:context>		
			   <xbrli:context id="ctxt_06815">
                      <xbrli:entity>
                    <xbrli:identifier scheme="https://www.minfin.gov.ua">43068454</xbrli:identifier>
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                      <xbrli:period>
                    <xbrli:instant>2024-12-31</xbrli:instant>
                </xbrli:period>
                      <xbrli:scenario>
                             <xbrldi:explicitMember dimension="ifrs-full:PropertyPlantAndEquipmentIncludingRightofuseAssetsAxis">ifrs-full:PropertyPlantAndEquipmentMember</xbrldi:explicitMember>
                             <xbrldi:explicitMember dimension="ifrs-full:CarryingAmountAccumulatedDepreciationAmortisationAndImpairmentAndGrossCarryingAmountAxis">ifrs-full:AccumulatedDepreciationAmortisationAndImpairmentMember</xbrldi:explicitMember>
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               </xbrli:context>				   
               <xbrli:context id="ctxt_06816">
                      <xbrli:entity>
                    <xbrli:identifier scheme="https://www.minfin.gov.ua">43068454</xbrli:identifier>
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                      <xbrli:scenario>
                             <xbrldi:explicitMember dimension="ifrs-full:PropertyPlantAndEquipmentIncludingRightofuseAssetsAxis">ifrs-full:PropertyPlantAndEquipmentMember</xbrldi:explicitMember>
                      </xbrli:scenario>
               </xbrli:context>
               <xbrli:context id="ctxt_06817">
                      <xbrli:entity>
                    <xbrli:identifier scheme="https://www.minfin.gov.ua">43068454</xbrli:identifier>
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                      <xbrli:scenario>
                             <xbrldi:explicitMember dimension="ifrs-full:PropertyPlantAndEquipmentIncludingRightofuseAssetsAxis">ifrs-full:PropertyPlantAndEquipmentMember</xbrldi:explicitMember>
                      </xbrli:scenario>
               </xbrli:context>
               <xbrli:context id="ctxt_06818">
                      <xbrli:entity>
                    <xbrli:identifier scheme="https://www.minfin.gov.ua">43068454</xbrli:identifier>
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                    <xbrli:instant>2025-12-31</xbrli:instant>
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                      <xbrli:scenario>
                             <xbrldi:explicitMember dimension="ifrs-full:PropertyPlantAndEquipmentIncludingRightofuseAssetsAxis">ifrs-full:PropertyPlantAndEquipmentMember</xbrldi:explicitMember>
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               </xbrli:context>
               <xbrli:context id="ctxt_06819">
                      <xbrli:entity>
                    <xbrli:identifier scheme="https://www.minfin.gov.ua">43068454</xbrli:identifier>
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                      <xbrli:scenario>
                             <xbrldi:explicitMember dimension="ifrs-full:PropertyPlantAndEquipmentIncludingRightofuseAssetsAxis">ifrs-full:PropertyPlantAndEquipmentMember</xbrldi:explicitMember>
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               </xbrli:context>
               <xbrli:context id="ctxt_06820">
                      <xbrli:entity>
                    <xbrli:identifier scheme="https://www.minfin.gov.ua">43068454</xbrli:identifier>
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                </xbrli:period>
                      <xbrli:scenario>
                             <xbrldi:explicitMember dimension="ifrs-full:PropertyPlantAndEquipmentIncludingRightofuseAssetsAxis">ifrs-full:PropertyPlantAndEquipmentMember</xbrldi:explicitMember>
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               </xbrli:context>
               <xbrli:context id="ctxt_06821">
                      <xbrli:entity>
                    <xbrli:identifier scheme="https://www.minfin.gov.ua">43068454</xbrli:identifier>
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                      <xbrli:period>
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                      <xbrli:scenario>
                             <xbrldi:explicitMember dimension="ifrs-full:PropertyPlantAndEquipmentIncludingRightofuseAssetsAxis">ifrs-full:PropertyPlantAndEquipmentMember</xbrldi:explicitMember>
                      </xbrli:scenario>
               </xbrli:context>	
	           <xbrli:context id="ctxt_06822">
                      <xbrli:entity>
                    <xbrli:identifier scheme="https://www.minfin.gov.ua">43068454</xbrli:identifier>
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                </xbrli:period>
                      <xbrli:scenario>							 	
                             <xbrldi:explicitMember dimension="ifrs-full:PropertyPlantAndEquipmentIncludingRightofuseAssetsAxis">ifrs-full:RightofuseAssetsMember</xbrldi:explicitMember>                             
							 <xbrldi:explicitMember dimension="ifrs-full:CarryingAmountAccumulatedDepreciationAmortisationAndImpairmentAndGrossCarryingAmountAxis">ifrs-full:GrossCarryingAmountMember</xbrldi:explicitMember>
                      </xbrli:scenario>
               </xbrli:context>
<xbrli:context id="ctxt_06824">
                      <xbrli:entity>
                    <xbrli:identifier scheme="https://www.minfin.gov.ua">43068454</xbrli:identifier>
                </xbrli:entity>
                      <xbrli:period>
                    <xbrli:instant>2025-12-31</xbrli:instant>
                </xbrli:period>
                      <xbrli:scenario>
                             <xbrldi:explicitMember dimension="ifrs-full:PropertyPlantAndEquipmentIncludingRightofuseAssetsAxis">ifrs-full:RightofuseAssetsMember</xbrldi:explicitMember>                             
                             <xbrldi:explicitMember dimension="ifrs-full:CarryingAmountAccumulatedDepreciationAmortisationAndImpairmentAndGrossCarryingAmountAxis">ifrs-full:GrossCarryingAmountMember</xbrldi:explicitMember>
                      </xbrli:scenario>
               </xbrli:context>
               <xbrli:context id="ctxt_06825">
                      <xbrli:entity>
                    <xbrli:identifier scheme="https://www.minfin.gov.ua">43068454</xbrli:identifier>
                </xbrli:entity>
                      <xbrli:period>
                    <xbrli:startDate>2024-01-01</xbrli:startDate>
                    <xbrli:endDate>2024-12-31</xbrli:endDate>
                </xbrli:period>
                      <xbrli:scenario>
                             <xbrldi:explicitMember dimension="ifrs-full:PropertyPlantAndEquipmentIncludingRightofuseAssetsAxis">ifrs-full:RightofuseAssetsMember</xbrldi:explicitMember>                             
                             <xbrldi:explicitMember dimension="ifrs-full:CarryingAmountAccumulatedDepreciationAmortisationAndImpairmentAndGrossCarryingAmountAxis">ifrs-full:GrossCarryingAmountMember</xbrldi:explicitMember>
                      </xbrli:scenario>
               </xbrli:context>
<xbrli:context id="ctxt_06827">
                      <xbrli:entity>
                    <xbrli:identifier scheme="https://www.minfin.gov.ua">43068454</xbrli:identifier>
                </xbrli:entity>
                      <xbrli:period>
                    <xbrli:instant>2024-12-31</xbrli:instant>
                </xbrli:period>
                      <xbrli:scenario>
                             <xbrldi:explicitMember dimension="ifrs-full:PropertyPlantAndEquipmentIncludingRightofuseAssetsAxis">ifrs-full:RightofuseAssetsMember</xbrldi:explicitMember>                             
                             <xbrldi:explicitMember dimension="ifrs-full:CarryingAmountAccumulatedDepreciationAmortisationAndImpairmentAndGrossCarryingAmountAxis">ifrs-full:GrossCarryingAmountMember</xbrldi:explicitMember>
                      </xbrli:scenario>
               </xbrli:context>
               <xbrli:context id="ctxt_06828">
                      <xbrli:entity>
                    <xbrli:identifier scheme="https://www.minfin.gov.ua">43068454</xbrli:identifier>
                </xbrli:entity>
                      <xbrli:period>
                    <xbrli:startDate>2025-01-01</xbrli:startDate>
                    <xbrli:endDate>2025-12-31</xbrli:endDate>
                </xbrli:period>
                      <xbrli:scenario>
                             <xbrldi:explicitMember dimension="ifrs-full:PropertyPlantAndEquipmentIncludingRightofuseAssetsAxis">ifrs-full:RightofuseAssetsMember</xbrldi:explicitMember>                             
                             <xbrldi:explicitMember dimension="ifrs-full:CarryingAmountAccumulatedDepreciationAmortisationAndImpairmentAndGrossCarryingAmountAxis">ifrs-full:AccumulatedDepreciationAndAmortisationMember</xbrldi:explicitMember>
                      </xbrli:scenario>
               </xbrli:context>
<xbrli:context id="ctxt_06830">
                      <xbrli:entity>
                    <xbrli:identifier scheme="https://www.minfin.gov.ua">43068454</xbrli:identifier>
                </xbrli:entity>
                      <xbrli:period>
                    <xbrli:instant>2025-12-31</xbrli:instant>
                </xbrli:period>
                      <xbrli:scenario>
                             <xbrldi:explicitMember dimension="ifrs-full:PropertyPlantAndEquipmentIncludingRightofuseAssetsAxis">ifrs-full:RightofuseAssetsMember</xbrldi:explicitMember>                             
                             <xbrldi:explicitMember dimension="ifrs-full:CarryingAmountAccumulatedDepreciationAmortisationAndImpairmentAndGrossCarryingAmountAxis">ifrs-full:AccumulatedDepreciationAndAmortisationMember</xbrldi:explicitMember>
                      </xbrli:scenario>
               </xbrli:context>
               <xbrli:context id="ctxt_06831">
                      <xbrli:entity>
                    <xbrli:identifier scheme="https://www.minfin.gov.ua">43068454</xbrli:identifier>
                </xbrli:entity>
                      <xbrli:period>
                    <xbrli:startDate>2024-01-01</xbrli:startDate>
                    <xbrli:endDate>2024-12-31</xbrli:endDate>
                </xbrli:period>
                      <xbrli:scenario>
                             <xbrldi:explicitMember dimension="ifrs-full:PropertyPlantAndEquipmentIncludingRightofuseAssetsAxis">ifrs-full:RightofuseAssetsMember</xbrldi:explicitMember>                             
                             <xbrldi:explicitMember dimension="ifrs-full:CarryingAmountAccumulatedDepreciationAmortisationAndImpairmentAndGrossCarryingAmountAxis">ifrs-full:AccumulatedDepreciationAndAmortisationMember</xbrldi:explicitMember>
                      </xbrli:scenario>
               </xbrli:context>
<xbrli:context id="ctxt_06833">
                      <xbrli:entity>
                    <xbrli:identifier scheme="https://www.minfin.gov.ua">43068454</xbrli:identifier>
                </xbrli:entity>
                      <xbrli:period>
                    <xbrli:instant>2024-12-31</xbrli:instant>
                </xbrli:period>
                      <xbrli:scenario>
                             <xbrldi:explicitMember dimension="ifrs-full:PropertyPlantAndEquipmentIncludingRightofuseAssetsAxis">ifrs-full:RightofuseAssetsMember</xbrldi:explicitMember>                             
                             <xbrldi:explicitMember dimension="ifrs-full:CarryingAmountAccumulatedDepreciationAmortisationAndImpairmentAndGrossCarryingAmountAxis">ifrs-full:AccumulatedDepreciationAndAmortisationMember</xbrldi:explicitMember>
                      </xbrli:scenario>
               </xbrli:context>
<xbrli:context id="ctxt_06840">
                      <xbrli:entity>
                    <xbrli:identifier scheme="https://www.minfin.gov.ua">43068454</xbrli:identifier>
                </xbrli:entity>
                      <xbrli:period>
                    <xbrli:startDate>2025-01-01</xbrli:startDate>
                    <xbrli:endDate>2025-12-31</xbrli:endDate>
                </xbrli:period>
                      <xbrli:scenario>
                             <xbrldi:explicitMember dimension="ifrs-full:PropertyPlantAndEquipmentIncludingRightofuseAssetsAxis">ifrs-full:RightofuseAssetsMember</xbrldi:explicitMember>                             
                             <xbrldi:explicitMember dimension="ifrs-full:CarryingAmountAccumulatedDepreciationAmortisationAndImpairmentAndGrossCarryingAmountAxis">ifrs-full:AccumulatedDepreciationAmortisationAndImpairmentMember</xbrldi:explicitMember>
					  </xbrli:scenario>
               </xbrli:context>
<xbrli:context id="ctxt_06842">
                      <xbrli:entity>
                    <xbrli:identifier scheme="https://www.minfin.gov.ua">43068454</xbrli:identifier>
                </xbrli:entity>
                      <xbrli:period>
                    <xbrli:instant>2025-12-31</xbrli:instant>
                </xbrli:period>
                      <xbrli:scenario>
                             <xbrldi:explicitMember dimension="ifrs-full:PropertyPlantAndEquipmentIncludingRightofuseAssetsAxis">ifrs-full:RightofuseAssetsMember</xbrldi:explicitMember>                             
                             <xbrldi:explicitMember dimension="ifrs-full:CarryingAmountAccumulatedDepreciationAmortisationAndImpairmentAndGrossCarryingAmountAxis">ifrs-full:AccumulatedDepreciationAmortisationAndImpairmentMember</xbrldi:explicitMember>
                      </xbrli:scenario>
               </xbrli:context>					   
			   <xbrli:context id="ctxt_06843">
                      <xbrli:entity>
                    <xbrli:identifier scheme="https://www.minfin.gov.ua">43068454</xbrli:identifier>
                </xbrli:entity>
                      <xbrli:period>
                    <xbrli:startDate>2024-01-01</xbrli:startDate>
                    <xbrli:endDate>2024-12-31</xbrli:endDate>
                </xbrli:period>
                      <xbrli:scenario>
                             <xbrldi:explicitMember dimension="ifrs-full:PropertyPlantAndEquipmentIncludingRightofuseAssetsAxis">ifrs-full:RightofuseAssetsMember</xbrldi:explicitMember>                             
                             <xbrldi:explicitMember dimension="ifrs-full:CarryingAmountAccumulatedDepreciationAmortisationAndImpairmentAndGrossCarryingAmountAxis">ifrs-full:AccumulatedDepreciationAmortisationAndImpairmentMember</xbrldi:explicitMember>
                      </xbrli:scenario>
               </xbrli:context>
<xbrli:context id="ctxt_06845">
                      <xbrli:entity>
                    <xbrli:identifier scheme="https://www.minfin.gov.ua">43068454</xbrli:identifier>
                </xbrli:entity>
                      <xbrli:period>
                    <xbrli:instant>2024-12-31</xbrli:instant>
                </xbrli:period>
                      <xbrli:scenario>
                             <xbrldi:explicitMember dimension="ifrs-full:PropertyPlantAndEquipmentIncludingRightofuseAssetsAxis">ifrs-full:RightofuseAssetsMember</xbrldi:explicitMember>                             
                             <xbrldi:explicitMember dimension="ifrs-full:CarryingAmountAccumulatedDepreciationAmortisationAndImpairmentAndGrossCarryingAmountAxis">ifrs-full:AccumulatedDepreciationAmortisationAndImpairmentMember</xbrldi:explicitMember>
                      </xbrli:scenario>
               </xbrli:context>				   
               <xbrli:context id="ctxt_06846">
                      <xbrli:entity>
                    <xbrli:identifier scheme="https://www.minfin.gov.ua">43068454</xbrli:identifier>
                </xbrli:entity>
                      <xbrli:period>
                    <xbrli:startDate>2025-01-01</xbrli:startDate>
                    <xbrli:endDate>2025-12-31</xbrli:endDate>
                </xbrli:period>
                      <xbrli:scenario>
                             <xbrldi:explicitMember dimension="ifrs-full:PropertyPlantAndEquipmentIncludingRightofuseAssetsAxis">ifrs-full:RightofuseAssetsMember</xbrldi:explicitMember>                             
                      </xbrli:scenario>
               </xbrli:context>
<xbrli:context id="ctxt_06848">
                      <xbrli:entity>
                    <xbrli:identifier scheme="https://www.minfin.gov.ua">43068454</xbrli:identifier>
                </xbrli:entity>
                      <xbrli:period>
                    <xbrli:instant>2025-12-31</xbrli:instant>
                </xbrli:period>
                      <xbrli:scenario>
                             <xbrldi:explicitMember dimension="ifrs-full:PropertyPlantAndEquipmentIncludingRightofuseAssetsAxis">ifrs-full:RightofuseAssetsMember</xbrldi:explicitMember>                             
                      </xbrli:scenario>
               </xbrli:context>
               <xbrli:context id="ctxt_06849">
                      <xbrli:entity>
                    <xbrli:identifier scheme="https://www.minfin.gov.ua">43068454</xbrli:identifier>
                </xbrli:entity>
                      <xbrli:period>
                    <xbrli:startDate>2024-01-01</xbrli:startDate>
                    <xbrli:endDate>2024-12-31</xbrli:endDate>
                </xbrli:period>
                      <xbrli:scenario>
                             <xbrldi:explicitMember dimension="ifrs-full:PropertyPlantAndEquipmentIncludingRightofuseAssetsAxis">ifrs-full:RightofuseAssetsMember</xbrldi:explicitMember>                             
                      </xbrli:scenario>
               </xbrli:context>
<xbrli:context id="ctxt_06851">
                      <xbrli:entity>
                    <xbrli:identifier scheme="https://www.minfin.gov.ua">43068454</xbrli:identifier>
                </xbrli:entity>
                      <xbrli:period>
                    <xbrli:instant>2024-12-31</xbrli:instant>
                </xbrli:period>
                      <xbrli:scenario>
                             <xbrldi:explicitMember dimension="ifrs-full:PropertyPlantAndEquipmentIncludingRightofuseAssetsAxis">ifrs-full:RightofuseAssetsMember</xbrldi:explicitMember>                             
                      </xbrli:scenario>
               </xbrli:context>					   
			   <xbrli:context id="ctxt_06852">
                      <xbrli:entity>
                    <xbrli:identifier scheme="https://www.minfin.gov.ua">43068454</xbrli:identifier>
                </xbrli:entity>
                      <xbrli:period>
                    <xbrli:startDate>2025-01-01</xbrli:startDate>
                    <xbrli:endDate>2025-12-31</xbrli:endDate>
                </xbrli:period>
                      <xbrli:scenario>                            
							 <xbrldi:explicitMember dimension="ifrs-full:CarryingAmountAccumulatedDepreciationAmortisationAndImpairmentAndGrossCarryingAmountAxis">ifrs-full:GrossCarryingAmountMember</xbrldi:explicitMember>
                      </xbrli:scenario>
               </xbrli:context>
               <xbrli:context id="ctxt_06853">
                      <xbrli:entity>
                    <xbrli:identifier scheme="https://www.minfin.gov.ua">43068454</xbrli:identifier>
                </xbrli:entity>
                      <xbrli:period>
                    <xbrli:instant>2024-12-31</xbrli:instant>
                </xbrli:period>
                      <xbrli:scenario>                            
							 <xbrldi:explicitMember dimension="ifrs-full:CarryingAmountAccumulatedDepreciationAmortisationAndImpairmentAndGrossCarryingAmountAxis">ifrs-full:GrossCarryingAmountMember</xbrldi:explicitMember>
                      </xbrli:scenario>
               </xbrli:context>
               <xbrli:context id="ctxt_06854">
                      <xbrli:entity>
                    <xbrli:identifier scheme="https://www.minfin.gov.ua">43068454</xbrli:identifier>
                </xbrli:entity>
                      <xbrli:period>
                    <xbrli:instant>2025-12-31</xbrli:instant>
                </xbrli:period>
                      <xbrli:scenario>
                             <xbrldi:explicitMember dimension="ifrs-full:CarryingAmountAccumulatedDepreciationAmortisationAndImpairmentAndGrossCarryingAmountAxis">ifrs-full:GrossCarryingAmountMember</xbrldi:explicitMember>
                      </xbrli:scenario>
               </xbrli:context>
               <xbrli:context id="ctxt_06855">
                      <xbrli:entity>
                    <xbrli:identifier scheme="https://www.minfin.gov.ua">43068454</xbrli:identifier>
                </xbrli:entity>
                      <xbrli:period>
                    <xbrli:startDate>2024-01-01</xbrli:startDate>
                    <xbrli:endDate>2024-12-31</xbrli:endDate>
                </xbrli:period>
                      <xbrli:scenario>
                             <xbrldi:explicitMember dimension="ifrs-full:CarryingAmountAccumulatedDepreciationAmortisationAndImpairmentAndGrossCarryingAmountAxis">ifrs-full:GrossCarryingAmountMember</xbrldi:explicitMember>
                      </xbrli:scenario>
               </xbrli:context>
               <xbrli:context id="ctxt_06856">
                      <xbrli:entity>
                    <xbrli:identifier scheme="https://www.minfin.gov.ua">43068454</xbrli:identifier>
                </xbrli:entity>
                      <xbrli:period>
                    <xbrli:instant>2023-12-31</xbrli:instant>
                </xbrli:period>
                      <xbrli:scenario>
                             <xbrldi:explicitMember dimension="ifrs-full:CarryingAmountAccumulatedDepreciationAmortisationAndImpairmentAndGrossCarryingAmountAxis">ifrs-full:GrossCarryingAmountMember</xbrldi:explicitMember>
                      </xbrli:scenario>
               </xbrli:context>
               <xbrli:context id="ctxt_06857">
                      <xbrli:entity>
                    <xbrli:identifier scheme="https://www.minfin.gov.ua">43068454</xbrli:identifier>
                </xbrli:entity>
                      <xbrli:period>
                    <xbrli:instant>2024-12-31</xbrli:instant>
                </xbrli:period>
                      <xbrli:scenario>
                             <xbrldi:explicitMember dimension="ifrs-full:CarryingAmountAccumulatedDepreciationAmortisationAndImpairmentAndGrossCarryingAmountAxis">ifrs-full:GrossCarryingAmountMember</xbrldi:explicitMember>
                      </xbrli:scenario>
               </xbrli:context>
               <xbrli:context id="ctxt_06858">
                      <xbrli:entity>
                    <xbrli:identifier scheme="https://www.minfin.gov.ua">43068454</xbrli:identifier>
                </xbrli:entity>
                      <xbrli:period>
                    <xbrli:startDate>2025-01-01</xbrli:startDate>
                    <xbrli:endDate>2025-12-31</xbrli:endDate>
                </xbrli:period>
                      <xbrli:scenario>
                             <xbrldi:explicitMember dimension="ifrs-full:CarryingAmountAccumulatedDepreciationAmortisationAndImpairmentAndGrossCarryingAmountAxis">ifrs-full:AccumulatedDepreciationAndAmortisationMember</xbrldi:explicitMember>
                      </xbrli:scenario>
               </xbrli:context>
<xbrli:context id="ctxt_06860">
                      <xbrli:entity>
                    <xbrli:identifier scheme="https://www.minfin.gov.ua">43068454</xbrli:identifier>
                </xbrli:entity>
                      <xbrli:period>
                    <xbrli:instant>2025-12-31</xbrli:instant>
                </xbrli:period>
                      <xbrli:scenario>
                             <xbrldi:explicitMember dimension="ifrs-full:CarryingAmountAccumulatedDepreciationAmortisationAndImpairmentAndGrossCarryingAmountAxis">ifrs-full:AccumulatedDepreciationAndAmortisationMember</xbrldi:explicitMember>
                      </xbrli:scenario>
               </xbrli:context>
               <xbrli:context id="ctxt_06861">
                      <xbrli:entity>
                    <xbrli:identifier scheme="https://www.minfin.gov.ua">43068454</xbrli:identifier>
                </xbrli:entity>
                      <xbrli:period>
                    <xbrli:startDate>2024-01-01</xbrli:startDate>
                    <xbrli:endDate>2024-12-31</xbrli:endDate>
                </xbrli:period>
                      <xbrli:scenario>
                             <xbrldi:explicitMember dimension="ifrs-full:CarryingAmountAccumulatedDepreciationAmortisationAndImpairmentAndGrossCarryingAmountAxis">ifrs-full:AccumulatedDepreciationAndAmortisationMember</xbrldi:explicitMember>
                      </xbrli:scenario>
               </xbrli:context>
               <xbrli:context id="ctxt_06862">
                      <xbrli:entity>
                    <xbrli:identifier scheme="https://www.minfin.gov.ua">43068454</xbrli:identifier>
                </xbrli:entity>
                      <xbrli:period>
                    <xbrli:instant>2023-12-31</xbrli:instant>
                </xbrli:period>
                      <xbrli:scenario>
                             <xbrldi:explicitMember dimension="ifrs-full:CarryingAmountAccumulatedDepreciationAmortisationAndImpairmentAndGrossCarryingAmountAxis">ifrs-full:AccumulatedDepreciationAndAmortisationMember</xbrldi:explicitMember>
                      </xbrli:scenario>
               </xbrli:context>
               <xbrli:context id="ctxt_06863">
                      <xbrli:entity>
                    <xbrli:identifier scheme="https://www.minfin.gov.ua">43068454</xbrli:identifier>
                </xbrli:entity>
                      <xbrli:period>
                    <xbrli:instant>2024-12-31</xbrli:instant>
                </xbrli:period>
                      <xbrli:scenario>
                             <xbrldi:explicitMember dimension="ifrs-full:CarryingAmountAccumulatedDepreciationAmortisationAndImpairmentAndGrossCarryingAmountAxis">ifrs-full:AccumulatedDepreciationAndAmortisationMember</xbrldi:explicitMember>
                      </xbrli:scenario>
               </xbrli:context>
<xbrli:context id="ctxt_06870">
                      <xbrli:entity>
                    <xbrli:identifier scheme="https://www.minfin.gov.ua">43068454</xbrli:identifier>
                </xbrli:entity>
                      <xbrli:period>
                    <xbrli:startDate>2025-01-01</xbrli:startDate>
                    <xbrli:endDate>2025-12-31</xbrli:endDate>
                </xbrli:period>
                      <xbrli:scenario>
                             <xbrldi:explicitMember dimension="ifrs-full:CarryingAmountAccumulatedDepreciationAmortisationAndImpairmentAndGrossCarryingAmountAxis">ifrs-full:AccumulatedDepreciationAmortisationAndImpairmentMember</xbrldi:explicitMember>
					  </xbrli:scenario>
               </xbrli:context>
<xbrli:context id="ctxt_06872">
                      <xbrli:entity>
                    <xbrli:identifier scheme="https://www.minfin.gov.ua">43068454</xbrli:identifier>
                </xbrli:entity>
                      <xbrli:period>
                    <xbrli:instant>2025-12-31</xbrli:instant>
                </xbrli:period>
                      <xbrli:scenario>
                             <xbrldi:explicitMember dimension="ifrs-full:CarryingAmountAccumulatedDepreciationAmortisationAndImpairmentAndGrossCarryingAmountAxis">ifrs-full:AccumulatedDepreciationAmortisationAndImpairmentMember</xbrldi:explicitMember>
                      </xbrli:scenario>
               </xbrli:context>					   
			   <xbrli:context id="ctxt_06873">
                      <xbrli:entity>
                    <xbrli:identifier scheme="https://www.minfin.gov.ua">43068454</xbrli:identifier>
                </xbrli:entity>
                      <xbrli:period>
                    <xbrli:startDate>2024-01-01</xbrli:startDate>
                    <xbrli:endDate>2024-12-31</xbrli:endDate>
                </xbrli:period>
                      <xbrli:scenario>
                             <xbrldi:explicitMember dimension="ifrs-full:CarryingAmountAccumulatedDepreciationAmortisationAndImpairmentAndGrossCarryingAmountAxis">ifrs-full:AccumulatedDepreciationAmortisationAndImpairmentMember</xbrldi:explicitMember>
                      </xbrli:scenario>
               </xbrli:context>			   
			   <xbrli:context id="ctxt_06874">
                      <xbrli:entity>
                    <xbrli:identifier scheme="https://www.minfin.gov.ua">43068454</xbrli:identifier>
                </xbrli:entity>
                      <xbrli:period>
                    <xbrli:instant>2023-12-31</xbrli:instant>
                </xbrli:period>
                      <xbrli:scenario>
                             <xbrldi:explicitMember dimension="ifrs-full:CarryingAmountAccumulatedDepreciationAmortisationAndImpairmentAndGrossCarryingAmountAxis">ifrs-full:AccumulatedDepreciationAmortisationAndImpairmentMember</xbrldi:explicitMember>
                      </xbrli:scenario>
               </xbrli:context>		
			   <xbrli:context id="ctxt_06875">
                      <xbrli:entity>
                    <xbrli:identifier scheme="https://www.minfin.gov.ua">43068454</xbrli:identifier>
                </xbrli:entity>
                      <xbrli:period>
                    <xbrli:instant>2024-12-31</xbrli:instant>
                </xbrli:period>
                      <xbrli:scenario>
                             <xbrldi:explicitMember dimension="ifrs-full:CarryingAmountAccumulatedDepreciationAmortisationAndImpairmentAndGrossCarryingAmountAxis">ifrs-full:AccumulatedDepreciationAmortisationAndImpairmentMember</xbrldi:explicitMember>
                      </xbrli:scenario>
               </xbrli:context>
<xbrli:context id="ctxt_07326">
                      <xbrli:entity>
                    <xbrli:identifier scheme="https://www.minfin.gov.ua">43068454</xbrli:identifier>
                </xbrli:entity>
                      <xbrli:period>
                    <xbrli:startDate>2025-01-01</xbrli:startDate>
                    <xbrli:endDate>2025-12-31</xbrli:endDate>
                </xbrli:period>
                      <xbrli:scenario>							 	
                             <xbrldi:explicitMember dimension="ifrs-full:PropertyPlantAndEquipmentIncludingRightofuseAssetsAxis">ifrs-full:RightofuseAssetsMember</xbrldi:explicitMember>                             
							 <xbrldi:explicitMember dimension="ifrs-full:PropertyPlantAndEquipmentByOperatingLeaseStatusAxis">ifrs-full:PropertyPlantAndEquipmentSubjectToOperatingLeasesMember</xbrldi:explicitMember>
                      </xbrli:scenario>
               </xbrli:context>
<xbrli:context id="ctxt_07338">
                      <xbrli:entity>
                    <xbrli:identifier scheme="https://www.minfin.gov.ua">43068454</xbrli:identifier>
                </xbrli:entity>
                      <xbrli:period>
                    <xbrli:startDate>2025-01-01</xbrli:startDate>
                    <xbrli:endDate>2025-12-31</xbrli:endDate>
                </xbrli:period>
                      <xbrli:scenario>
                             <xbrldi:explicitMember dimension="ifrs-full:PropertyPlantAndEquipmentIncludingRightofuseAssetsAxis">ifrs-full:RightofuseAssetsMember</xbrldi:explicitMember>                             
                      </xbrli:scenario>
               </xbrli:context>
<xbrli:context id="ctxt_07344">
                      <xbrli:entity>
                    <xbrli:identifier scheme="https://www.minfin.gov.ua">43068454</xbrli:identifier>
                </xbrli:entity>
                      <xbrli:period>
                    <xbrli:startDate>2025-01-01</xbrli:startDate>
                    <xbrli:endDate>2025-12-31</xbrli:endDate>
                </xbrli:period>
                      <xbrli:scenario>                            
							 <xbrldi:explicitMember dimension="ifrs-full:PropertyPlantAndEquipmentByOperatingLeaseStatusAxis">ifrs-full:PropertyPlantAndEquipmentSubjectToOperatingLeasesMember</xbrldi:explicitMember>
                      </xbrli:scenario>
               </xbrli:context>
</ix:resources>
     </ix:header>
</div>
</body>
</html>