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{min-height: 12.70mm;margin-top: 9.53mm;}
.Footer522
{min-height: 3.18mm;margin-bottom: 12.70mm;min-width: 182.56mm;max-width: max-content;}
.PrintArea522
{width: 215.90mm;}
.Page522 table{max-width: 215.90mm !important;}
.Page523
{
min-width: 182.56mm;min-height: 279.40mm;margin: 0;background-color: white;}
.Page523 &gt; div:not(.textbox){
margin-left: 15.88mm;margin-right: 17.46mm;}
.Header523
{min-height: 12.70mm;margin-top: 9.53mm;}
.Footer523
{min-height: 3.18mm;margin-bottom: 12.70mm;min-width: 182.56mm;max-width: max-content;}
.PrintArea523
{width: 215.90mm;}
.Page523 table{max-width: 215.90mm !important;}
.Page524
{
min-width: 182.56mm;min-height: 279.40mm;margin: 0;background-color: white;}
.Page524 &gt; div:not(.textbox){
margin-left: 15.88mm;margin-right: 17.46mm;}
.Header524
{min-height: 12.70mm;margin-top: 9.53mm;}
.Footer524
{min-height: 3.18mm;margin-bottom: 12.70mm;min-width: 182.56mm;max-width: max-content;}
.PrintArea524
{width: 215.90mm;}
.Page524 table{max-width: 215.90mm !important;}
.Page525
{
min-width: 182.56mm;min-height: 279.40mm;margin: 0;background-color: white;}
.Page525 &gt; div:not(.textbox){
margin-left: 15.88mm;margin-right: 17.46mm;}
.Header525
{min-height: 12.70mm;margin-top: 9.53mm;}
.Footer525
{min-height: 3.18mm;margin-bottom: 12.70mm;min-width: 182.56mm;max-width: max-content;}
.PrintArea525
{width: 215.90mm;}
.Page525 table{max-width: 215.90mm !important;}
.Page526
{
min-width: 182.56mm;min-height: 279.40mm;margin: 0;background-color: white;}
.Page526 &gt; div:not(.textbox){
margin-left: 15.88mm;margin-right: 17.46mm;}
.Header526
{min-height: 12.70mm;margin-top: 9.53mm;}
.Footer526
{min-height: 3.18mm;margin-bottom: 12.70mm;min-width: 182.56mm;max-width: max-content;}
.PrintArea526
{width: 215.90mm;}
.Page526 table{max-width: 215.90mm !important;}
.Page527
{
min-width: 182.56mm;min-height: 279.40mm;margin: 0;background-color: white;}
.Page527 &gt; div:not(.textbox){
margin-left: 15.88mm;margin-right: 17.46mm;}
.Header527
{min-height: 12.70mm;margin-top: 9.53mm;}
.Footer527
{min-height: 3.18mm;margin-bottom: 12.70mm;min-width: 182.56mm;max-width: max-content;}
.PrintArea527
{width: 215.90mm;}
.Page527 table{max-width: 215.90mm !important;}
.Page528
{
min-width: 182.56mm;min-height: 279.40mm;margin: 0;background-color: white;}
.Page528 &gt; div:not(.textbox){
margin-left: 15.88mm;margin-right: 17.46mm;}
.Header528
{min-height: 12.70mm;margin-top: 9.53mm;}
.Footer528
{min-height: 3.18mm;margin-bottom: 12.70mm;min-width: 182.56mm;max-width: max-content;}
.PrintArea528
{width: 215.90mm;}
.Page528 table{max-width: 215.90mm !important;}
.Page529
{
min-width: 182.56mm;min-height: 279.40mm;margin: 0;background-color: white;}
.Page529 &gt; div:not(.textbox){
margin-left: 15.88mm;margin-right: 17.46mm;}
.Header529
{min-height: 12.70mm;margin-top: 9.53mm;}
.Footer529
{min-height: 3.18mm;margin-bottom: 12.70mm;min-width: 182.56mm;max-width: max-content;}
.PrintArea529
{width: 215.90mm;}
.Page529 table{max-width: 215.90mm !important;}
.Page530
{
min-width: 182.56mm;min-height: 279.40mm;margin: 0;background-color: white;}
.Page530 &gt; div:not(.textbox){
margin-left: 15.88mm;margin-right: 17.46mm;}
.Header530
{min-height: 12.70mm;margin-top: 9.53mm;}
.Footer530
{min-height: 3.18mm;margin-bottom: 12.70mm;min-width: 182.56mm;max-width: max-content;}
.PrintArea530
{width: 215.90mm;}
.Page530 table{max-width: 215.90mm !important;}
.Page531
{
min-width: 182.56mm;min-height: 279.40mm;margin: 0;background-color: white;}
.Page531 &gt; div:not(.textbox){
margin-left: 15.88mm;margin-right: 17.46mm;}
.Header531
{min-height: 12.70mm;margin-top: 9.53mm;}
.Footer531
{min-height: 12.70mm;margin-bottom: 12.70mm;min-width: 182.56mm;max-width: max-content;}
.PrintArea531
{width: 215.90mm;}
.Page531 table{max-width: 215.90mm !important;}
.Page532
{
min-width: 182.56mm;min-height: 279.40mm;margin: 0;background-color: white;}
.Page532 &gt; div:not(.textbox){
margin-left: 15.88mm;margin-right: 17.46mm;}
.Header532
{min-height: 12.70mm;margin-top: 9.53mm;}
.Footer532
{min-height: 3.18mm;margin-bottom: 12.70mm;min-width: 182.56mm;max-width: max-content;}
.PrintArea532
{width: 215.90mm;}
.Page532 table{max-width: 215.90mm !important;}
.Page533
{
min-width: 182.56mm;min-height: 279.40mm;margin: 0;background-color: white;}
.Page533 &gt; div:not(.textbox){
margin-left: 15.88mm;margin-right: 17.46mm;}
.Header533
{min-height: 12.70mm;margin-top: 9.53mm;}
.Footer533
{min-height: 3.18mm;margin-bottom: 12.70mm;min-width: 182.56mm;max-width: max-content;}
.PrintArea533
{width: 215.90mm;}
.Page533 table{max-width: 215.90mm !important;}
.Page534
{
min-width: 182.56mm;min-height: 279.40mm;margin: 0;background-color: white;}
.Page534 &gt; div:not(.textbox){
margin-left: 15.88mm;margin-right: 17.46mm;}
.Header534
{min-height: 12.70mm;margin-top: 9.53mm;}
.Footer534
{min-height: 3.18mm;margin-bottom: 12.70mm;min-width: 182.56mm;max-width: max-content;}
.PrintArea534
{width: 215.90mm;}
.Page534 table{max-width: 215.90mm !important;}
.Page535
{
min-width: 182.56mm;min-height: 279.40mm;margin: 0;background-color: white;}
.Page535 &gt; div:not(.textbox){
margin-left: 15.88mm;margin-right: 17.46mm;}
.Header535
{min-height: 12.70mm;margin-top: 9.53mm;}
.Footer535
{min-height: 3.18mm;margin-bottom: 12.70mm;min-width: 182.56mm;max-width: max-content;}
.PrintArea535
{width: 215.90mm;}
.Page535 table{max-width: 215.90mm !important;}
.Page536
{
min-width: 182.56mm;min-height: 279.40mm;margin: 0;background-color: white;}
.Page536 &gt; div:not(.textbox){
margin-left: 15.88mm;margin-right: 17.46mm;}
.Header536
{min-height: 12.70mm;margin-top: 9.53mm;}
.Footer536
{min-height: 3.18mm;margin-bottom: 12.70mm;min-width: 182.56mm;max-width: max-content;}
.PrintArea536
{width: 215.90mm;}
.Page536 table{max-width: 215.90mm !important;}
.Page537
{
min-width: 182.56mm;min-height: 279.40mm;margin: 0;background-color: white;}
.Page537 &gt; div:not(.textbox){
margin-left: 15.88mm;margin-right: 17.46mm;}
.Header537
{min-height: 12.70mm;margin-top: 9.53mm;}
.Footer537
{min-height: 3.18mm;margin-bottom: 12.70mm;min-width: 182.56mm;max-width: max-content;}
.PrintArea537
{width: 215.90mm;}
.Page537 table{max-width: 215.90mm !important;}
.Page538
{
min-width: 182.56mm;min-height: 279.40mm;margin: 0;background-color: white;}
.Page538 &gt; div:not(.textbox){
margin-left: 15.88mm;margin-right: 17.46mm;}
.Header538
{min-height: 12.70mm;margin-top: 9.53mm;}
.Footer538
{min-height: 3.18mm;margin-bottom: 12.70mm;min-width: 182.56mm;max-width: max-content;}
.PrintArea538
{width: 215.90mm;}
.Page538 table{max-width: 215.90mm !important;}
.Page539
{
min-width: 182.56mm;min-height: 279.40mm;margin: 0;background-color: white;}
.Page539 &gt; div:not(.textbox){
margin-left: 15.88mm;margin-right: 17.46mm;}
.Header539
{min-height: 12.70mm;margin-top: 9.53mm;}
.Footer539
{min-height: 3.18mm;margin-bottom: 12.70mm;min-width: 182.56mm;max-width: max-content;}
.PrintArea539
{width: 215.90mm;}
.Page539 table{max-width: 215.90mm !important;}
.Page540
{
min-width: 182.56mm;min-height: 279.40mm;margin: 0;background-color: white;}
.Page540 &gt; div:not(.textbox){
margin-left: 15.88mm;margin-right: 17.46mm;}
.Header540
{min-height: 12.70mm;margin-top: 9.53mm;}
.Footer540
{min-height: 3.18mm;margin-bottom: 12.70mm;min-width: 182.56mm;max-width: max-content;}
.PrintArea540
{width: 215.90mm;}
.Page540 table{max-width: 215.90mm !important;}
.Page541
{
min-width: 182.56mm;min-height: 279.40mm;margin: 0;background-color: white;}
.Page541 &gt; div:not(.textbox){
margin-left: 15.88mm;margin-right: 17.46mm;}
.Header541
{min-height: 12.70mm;margin-top: 9.53mm;}
.Footer541
{min-height: 3.18mm;margin-bottom: 12.70mm;min-width: 182.56mm;max-width: max-content;}
.PrintArea541
{width: 215.90mm;}
.Page541 table{max-width: 215.90mm !important;}
.Page542
{
min-width: 182.56mm;min-height: 279.40mm;margin: 0;background-color: white;}
.Page542 &gt; div:not(.textbox){
margin-left: 15.88mm;margin-right: 17.46mm;}
.Header542
{min-height: 12.70mm;margin-top: 9.53mm;}
.Footer542
{min-height: 3.18mm;margin-bottom: 12.70mm;min-width: 182.56mm;max-width: max-content;}
.PrintArea542
{width: 215.90mm;}
.Page542 table{max-width: 215.90mm !important;}
.Page543
{
min-width: 182.56mm;min-height: 279.40mm;margin: 0;background-color: white;}
.Page543 &gt; div:not(.textbox){
margin-left: 15.88mm;margin-right: 17.46mm;}
.Header543
{min-height: 12.70mm;margin-top: 9.53mm;}
.Footer543
{min-height: 3.18mm;margin-bottom: 12.70mm;min-width: 182.56mm;max-width: max-content;}
.PrintArea543
{width: 215.90mm;}
.Page543 table{max-width: 215.90mm !important;}
.Page544
{
min-width: 182.56mm;min-height: 279.40mm;margin: 0;background-color: white;}
.Page544 &gt; div:not(.textbox){
margin-left: 15.88mm;margin-right: 17.46mm;}
.Header544
{min-height: 12.70mm;margin-top: 9.53mm;}
.Footer544
{min-height: 3.18mm;margin-bottom: 12.70mm;min-width: 182.56mm;max-width: max-content;}
.PrintArea544
{width: 215.90mm;}
.Page544 table{max-width: 215.90mm !important;}
.Page545
{
min-width: 182.56mm;min-height: 279.40mm;margin: 0;background-color: white;}
.Page545 &gt; div:not(.textbox){
margin-left: 15.88mm;margin-right: 17.46mm;}
.Header545
{min-height: 12.70mm;margin-top: 9.53mm;}
.Footer545
{min-height: 3.18mm;margin-bottom: 12.70mm;min-width: 182.56mm;max-width: max-content;}
.PrintArea545
{width: 215.90mm;}
.Page545 table{max-width: 215.90mm !important;}
.Page546
{
min-width: 176.69mm;min-height: 297.02mm;margin: 0;background-color: white;}
.Page546 &gt; div:not(.textbox){
margin-left: 15.88mm;margin-right: 17.46mm;}
.Header546
{min-height: 12.70mm;margin-top: 9.53mm;}
.Footer546
{min-height: 7.32mm;margin-bottom: 12.70mm;min-width: 176.69mm;max-width: max-content;}
.PrintArea546
{width: 210.03mm;}
.Page546 table{max-width: 210.03mm !important;}
.Page547
{
min-width: 176.69mm;min-height: 297.02mm;margin: 0;background-color: white;}
.Page547 &gt; div:not(.textbox){
margin-left: 15.88mm;margin-right: 17.46mm;}
.Header547
{min-height: 12.70mm;margin-top: 9.53mm;}
.Footer547
{min-height: 7.32mm;margin-bottom: 12.70mm;min-width: 176.69mm;max-width: max-content;}
.PrintArea547
{width: 210.03mm;}
.Page547 table{max-width: 210.03mm !important;}
.Page548
{
min-width: 176.69mm;min-height: 297.02mm;margin: 0;background-color: white;}
.Page548 &gt; div:not(.textbox){
margin-left: 15.88mm;margin-right: 17.46mm;}
.Header548
{min-height: 12.70mm;margin-top: 9.53mm;}
.Footer548
{min-height: 7.32mm;margin-bottom: 12.70mm;min-width: 176.69mm;max-width: max-content;}
.PrintArea548
{width: 210.03mm;}
.Page548 table{max-width: 210.03mm !important;}
.PrintArea{position: relative;z-index: 0;margin-left: auto;margin-right: auto;padding: 0;margin-top: 1em;margin-bottom: 1em;overflow: hidden;}.Page{display: flex;flex-direction: column;}.Header{position: relative;display: block;}.Footer{position: relative;margin-top: auto;height: 100%;width: 100%;display: flex !important;flex-direction: column;justify-content: flex-end;}.Footer &gt; div{width: 100%;}body {background-color: #eaeaea !important;} 
</style><script type="text/javascript" src="http://www.xbrl.org/ixbrl-samples/es6-shim.js"></script><script type="text/javascript" src="https://code.jquery.com/jquery-1.12.0.min.js"></script><script type="text/javascript" src="https://cdn.jsdelivr.net/interact.js/1.2.6/interact.min.js"></script><script type="text/javascript">
//<![CDATA[
//JS part

let defaultViewerSize = 325;
let windowPosition = -1 * defaultViewerSize; //negative position means collapsed Viewer, 0 position means extended Viewer; other values only for resizing by dragging
let visiblePosition = 0;
let positionBuffer = 0;
let resizing = false;
let clicked = false;
let selectedCell;

let unitNodeTitle = "Unit";
let valueNodeTitle = "Value";

let contexts = {};
let units = {};
let lastHighlightedTextTagElement;
let lastClickedXbrlElement = undefined;
let lastXbrlElementsFromClickedPoint = [];

let textTagNodes = new Map();
let continuationNodes = new Map();

let highlightedElements = document.getElementsByClassName("ixbrl-element");

function getTagsAndAttributes(inputDocument) {
    let contextElements = inputDocument.getElementsByTagName("xbrli:context");
    [...contextElements].forEach(element => {
        let context = {};
        let period = element.getElementsByTagName("xbrli:period")[0];
        if (period.getElementsByTagName("xbrli:startDate").length > 0) {
            context.startDate = period.getElementsByTagName("xbrli:startDate")[0].textContent
            context.endDate = period.getElementsByTagName("xbrli:endDate")[0].textContent
        }
        else {
            context.instant = period.getElementsByTagName("xbrli:instant")[0].textContent
        }

        let scenario = element.getElementsByTagName("xbrli:scenario")[0];
        context.dimensions = {};
        if (scenario) {
            let explicitMember = element.getElementsByTagName("xbrli:scenario")[0].getElementsByTagName("xbrldi:explicitMember")[0];
            context.dimensions =
            {
                dimension: explicitMember.getAttribute("dimension"),
                member: explicitMember.textContent
            }
        }

        let identifier = element.getElementsByTagName("xbrli:entity")[0].getElementsByTagName("xbrli:identifier")[0];
        context.entity =
        {
            scheme: identifier.getAttribute("scheme"),
            identifier: identifier.textContent
        }
        contexts[element.id] = context;
    })
    let unitElements = inputDocument.getElementsByTagName("xbrli:unit");
    [...unitElements].forEach(element => {
        let measure = element.getElementsByTagName("xbrli:measure")[0].textContent;
        units[element.getAttribute("id")] = measure;
    })
    let nonFractionElements = inputDocument.getElementsByTagName("ix:nonFraction");
    [...nonFractionElements].forEach(element => {
        let wrapper = ReturnWrapperTypeBasedOnParent(element);
        $(element).wrap('<' + wrapper + ' class="ixbrl-element ixbrl-element-nonfraction"></' + wrapper + '>');
    })
    let nonNumericElements = inputDocument.getElementsByTagName("ix:nonNumeric");
    [...nonNumericElements].forEach(element => {
        let wrapper = ReturnWrapperTypeBasedOnParent(element);
        $(element).wrap('<' + wrapper + ' class="ixbrl-element ixbrl-element-nonnumeric"></' + wrapper + '>');
    })
    let continuationElements = inputDocument.getElementsByTagName("ix:continuation");
    [...continuationElements].forEach(element => {
        let wrapper = ReturnWrapperTypeBasedOnParent(element);
        $(element).wrap('<' + wrapper + ' class="ixbrl-element ixbrl-element-continuation"></' + wrapper + '>');
    })
}

function ReturnWrapperTypeBasedOnParent(element) {
    let parent = element.parentElement;
    if (!parent || parent.nodeName === "span")
        return "span";
    if ($(parent).css("display") === "block")
        return "div";
    return ReturnWrapperTypeBasedOnParent(parent);
}

function getSymbolForUnit(unit) {
    const symbolDictionary = {
        "EUR": '\u20ac',
        "USD": '$',
        "GBP": '\u00a3'
    }
    let str = "";
    if (unit && unit.startsWith('iso4217:')) {
        matches = unit.match(/:([^:]+)$/);
        str = symbolDictionary[matches[1]] ? symbolDictionary[matches[1]] : "";
    }
    return str;
}

function cutCodingFromUnits(unit) {
    unit = unit.startsWith('iso') ? unit.substring(8) : unit; //Removing coding (ISO...) from current; leaving just unit
    unit = unit.startsWith('xbrli') ? unit.substring(6) : unit; //Removing coding (xbrli:) from other units ex. shares; leaving just unit
    return unit;
}

function findTableData(element) {
    return ($(element).closest("td").length) ? $(element).closest("td") : element; //if element lays in a table
}

function ixbrlDetails(element) {
    let details = {};
    node = element.get(0).childNodes[0];
    if (node.getAttribute("continuedAt") != null)
        details.continuation = node.getAttribute("continuedAt");
    if (node.getAttribute("id") != null)
        details.id = node.getAttribute("id");
    if (node.localName != "continuation") {
        details.label = node.getAttribute("humanreadablelabel");
        details.elementName = node.getAttribute("locator");
        details.documentation = node.getAttribute("documentation");
        details.rawValue = node.textContent;
        if (element.hasClass("ixbrl-element-nonnumeric")) {
            details.value = details.rawValue;
        }
        else {
            details.scale = node.getAttribute("scale") || 0;
            details.format = node.getAttribute("format");
            details.sign = node.getAttribute("sign");

            console.log(details.rawValue);

            if (details.format == "ixt:num-comma-decimal") {
                calculatedValue = details.rawValue.replace(/[^0-9,]/g, '');
                calculatedValue = replaceLast(calculatedValue, ',', '.')
                calculatedValue *= Math.pow(10, details.scale);
            }

            else if (details.format == "ixt:num-dot-decimal")
                calculatedValue = details.rawValue.replace(/[^0-9.]/g, '') * Math.pow(10, details.scale);
            else if (details.format == "ixt:fixed-zero")
                calculatedValue = '0';
            details.decimals = node.getAttribute("decimals") || 0;

            // Separating thousand, millions etc. by space (3000000 -> 3 000 000)
            if (details.decimals != 0) {
                calculatedValue = calculatedValue.toFixed(details.decimals < 0 ? 0 : details.decimals).replace(/(\d)(?=(\d{3})+\.)/g, '$1 ');
                if (details.format == "ixt:num-comma-decimal") {
                    calculatedValue = replaceLast(calculatedValue, '.', ',');
                }
            }
            else if (details.format != "ixt:fixed-zero") {
                //if 0 gets number with one place after coma, then remove that zero and comma
                calculatedValue = calculatedValue.toFixed(1).replace(/(\d)(?=(\d{3})+\.)/g, '$1 ');
                calculatedValue = calculatedValue.substring(0, calculatedValue.length - 2);
            }

            if (details.sign == "-")
                details.value = "-" + calculatedValue;
            else
                details.value = calculatedValue;
        }
        details.contextId = node.getAttribute("contextRef");
        details.unitId = node.getAttribute("unitRef");
    }
    return details;
}

function replaceLast(x, y, z) {
    var a = x.split("");
    a[x.lastIndexOf(y)] = z;
    return a.join("");
}

function toggleViewer() {
    let viewer = $(".ixbrl-viewer");

    if (windowPosition < 0) {
        windowPosition = 0; //setting windowPosition to match the one before collapse
        visiblePosition = positionBuffer + defaultViewerSize;
    }
    else {
        windowPosition = -1 * viewer.width(); //Setting Viewer toBePosition to collapse whole Viewer
        visiblePosition = 0;
    }
    viewer.animate({ "right": windowPosition }); //Setting position and animating change
}

function buttonClicked() {
    if (clicked) {
        clicked = false;
        [...highlightedElements].forEach(element => {
            $(findTableData(element)).removeClass("ixbrl-highlight").find("span").removeClass("ixbrl-highlight");
        });
        document.getElementById("ixbrl-highlight-button").style.background = "#0091da";
        document.getElementById("ixbrl-highlight-button").style.color = "white";
    }
    else {
        clicked = true;
        [...highlightedElements].forEach(element => {
            $(findTableData(element)).addClass("ixbrl-highlight").find("span").addClass("ixbrl-highlight");
        });
        document.getElementById("ixbrl-highlight-button").style.background = "yellow";
        document.getElementById("ixbrl-highlight-button").style.color = "black";
    }
};

function isEmpty(el) {
    if (el && el.textContent)
        return !(el.textContent.length);
    else
        return true;
}

function readContinuations() {
    let continuations = document.getElementsByTagName("ix:continuation");
    [...continuations].forEach(cont => continuationNodes.set(cont.id, cont));
}

function readTextTags() {
    let allTextTags = document.getElementsByTagName("ix:nonNumeric");
    for (let tag of allTextTags) {
        let tagContinuations = new Map();
        let continuedAt = tag.getAttribute("continuedAt")
        while (continuedAt) {
            let continuation = continuationNodes.get(continuedAt);
            tagContinuations.set(continuedAt, continuation);
            continuedAt = continuation.getAttribute("continuedAt");
        }
        let textTagDetails = {}
        textTagDetails.isHighlighted = false;
        textTagDetails.continuations = tagContinuations;
        textTagNodes.set(tag, textTagDetails);
    }
}

function onContinuationClick(continuation) {
    console.log(continuation)
    let id = continuation.getAttribute("id")
    if (!id) return;
    for (let [textTag, details] of textTagNodes) {
        if (details.continuations.has(id)) {
            console.log(textTag);
            textTag.dispatchEvent(new MouseEvent('click', {
                view: window,
                bubbles: true,
                cancelable: true
            }))
            return;
        }
    }
}

function onTextTagClick(textTag) {
    console.log(textTag)
    if (lastHighlightedTextTagElement)
        removeTextTagHighlightWithContinuations(lastHighlightedTextTagElement);
    highlightTextTagAndContinuations(textTag)
    lastHighlightedTextTagElement = textTag;
}

function removeTextTagHighlightWithContinuations(textTag) {
    let details = textTagNodes.get(textTag)
    textTag.parentElement.classList.remove("ixbrl-selected");
    textTag.parentElement.classList.remove("ixbrl-highlight");
    for (let [id, continuation] of details.continuations) {
        continuation.parentElement.classList.remove("ixbrl-highlight");
    }
}

function highlightTextTagAndContinuations(textTag) {
    let details = textTagNodes.get(textTag)
    console.log("highlightingTag " + textTag.getAttribute("name"))
    textTag.parentElement.classList.add("ixbrl-selected");
    textTag.parentElement.classList.add("ixbrl-highlight");
    lastHighlightedTextTagElement = textTag;
    if (!details || !details.continuations) return;
    for (let [id, continuation] of details.continuations) {
        console.log("    continuation: " + id)
        continuation.parentElement.classList.add("ixbrl-highlight");
    }
}

$(function () {
    document.body.appendChild(wrapper);
    var iconLink = Object.assign(document.createElement('link'), {
        type: 'text/css',
        rel: 'stylesheet',
        href: 'https://fonts.googleapis.com/css2?family=Material+Symbols+Outlined:opsz,wght,FILL,GRAD@48,400,0,0',
    });
    document.head.appendChild(iconLink);
    addClickLintenerToNavigationButtons();

    getTagsAndAttributes(document.body);
    for (let i = 0; i < highlightedElements.length; i++) {
        $(findTableData(highlightedElements[i])).addClass("ixbrl-element-cell"); //adding clickability to whole cells, not only data (numbers)
        let parsed = parseFloat(highlightedElements[i].innerText);
        if (isNaN(parsed)) {
            $(highlightedElements[i]).find("span").addClass("ixbrl-element-cell");
        }
    }
    readContinuations();
    readTextTags();
    $(".ixbrl-element-cell").click(function (e) {
        if (this.getElementsByClassName("ixbrl-element")[0] != null && (!$(this).hasClass("ixbrl-element-continuation"))) //if element is a cell
        {
            if ($(this).hasClass("ixbrl-selected"))
                return; // already selected - do not stop propagation - go to next clicked node

            this.getElementsByClassName("ixbrl-element")[0].click();
            e.stopPropagation();
        }
    });

    $(".ixbrl-element").click(function (e) {
        // clicked by mouse - not by method .click()
        if (e.clientY != 0) {
            findAndClickXbrlElement(e);
            e.stopPropagation();
            return;
        }

        if ($(this).hasClass("ixbrl-selected"))
            return; // already selected - do not stop propagation - go to next clicked node

        details = ixbrlDetails($(this));
        //let viewer = $(".ixbrl-viewer");
        if (!$(this).hasClass("ixbrl-element-continuation")) {
            var label;
            //gets original name
            $("#ixbrl-fact-concept-name").text(details.label);
            //edits it if it was added a "kpmg:"" prefix TODO: Handle prefixes in C#
            if (!isEmpty(document.querySelector("#ixbrl-fact-concept-name"))) {
                label = document.querySelector("#ixbrl-fact-concept-name").textContent;

                if (label.startsWith("ifrs-full:kpmg:")) {
                    label = label.substring(10);
                }
            }

            $("#ixbrl-fact-concept-name").text(label);

            $("#ixbrl-fact-concept-locator-href").text(details.elementName);

            if (details.documentation != null && details.documentation != "")
                $("#ixbrl-fact-documentation").text(details.documentation);
            else
                $("#ixbrl-fact-documentation").text("---");

            if (!$(this).hasClass("ixbrl-element-nonnumeric")) {
                let u = units[details.unitId];
                unitSign = getSymbolForUnit(u);
                let uText = "---";
                if (u) {
                    u = cutCodingFromUnits(u);
                    uText = u;
                }

                let valueText = unitSign + " " + details.value;

                let unitString = '<div class="ixbrl-fact-detail-title">' + unitNodeTitle + "</div>" + '<div class="ixbrl-fact-detail-value">' + uText + "</div>";

                let valueString = '<div class="ixbrl-fact-detail-title">' + valueNodeTitle + "</div>" + '<div class="ixbrl-fact-detail-value">' + valueText + "</div>";

                $("#ixbrl-fact-unit").html(unitString);
                $("#ixbrl-fact-value").html(valueString);
            }
            else {
                $("#ixbrl-fact-unit").html("");
                $("#ixbrl-fact-value").html("");
            }

            let c = contexts[details.contextId];
            if (typeof c.startDate === "undefined") {
                $("#ixbrl-fact-period").text(c.instant);
            }
            else {
                $("#ixbrl-fact-period").text(c.startDate + " - " + c.endDate);
            }

            let dimensionString = '';
            dimensionString += '<div class="ixbrl-fact-detail-title">' + c.dimensions.dimension + '</div><div class="ixbrl-fact-detail-value">' + c.dimensions.member + '</div>';
            if (dimensionString != '<div class="ixbrl-fact-detail-title">' + 'undefined' + '</div><div class="ixbrl-fact-detail-value">' + 'undefined' + '</div>') // if dimension exists
                $("#ixbrl-fact-dimensions").html(dimensionString);
            else
                $("#ixbrl-fact-dimensions").html(''); //remove dimension div if it doesn't exist in selected element

            let entityStr;
            if (c.entity.scheme == "http://standards.iso.org/iso/17442") {
                entityStr = '<a target="_blank" href="https://www.gleif.org/lei/' + c.entity.identifier + '">' + c.entity.identifier + '</a>';
            }
            else if (c.entity.scheme == "http://www.companieshouse.gov.uk/") {
                entityStr = '<a target="_blank" href="https://beta.companieshouse.gov.uk/company/' + c.entity.identifier + '">' + c.entity.identifier + '</a>';
            }
            else {
                entityStr = c.entity.identifier;
            }
            $("#ixbrl-fact-entity").html(entityStr);

            if (windowPosition < 0) // if viewer is collapsed or smaller than default
            {
                toggleViewer(); //Setting position and animating change
            }

            $(".ixbrl-selected").removeClass("ixbrl-selected");
            $(".ixbrl-highlight").removeClass("ixbrl-highlight");

            //$(selectedCell).removeClass("ixbrl-selected"); //remove highlight from last element
            e.stopPropagation(); // Only select the innermost element - smallest one
            selectedCell = findTableData(this); //add highlight to the selected element
            if ($(this).hasClass("ixbrl-element-nonnumeric")) {
                let textTagElement = $(this)[0].getElementsByTagName("ix:nonNumeric")[0]
                onTextTagClick(textTagElement)
                e.stopPropagation()
                return;
            }
            else {
                $(selectedCell).addClass("ixbrl-selected");
                var continuationNode = $(highlightedElements).find("[id='" + details.continuation + "']");
                while (continuationNode.length != 0) {
                    continuationNode.addClass("ixbrl-highlight");
                    var continuationParent = continuationNode.get(0).parentNode;
                    //if (continuationParent.nodeName == "DIV")
                    $(continuationParent).addClass("ixbrl-highlight");
                    continuationNode.closest(".ixbrl-element-cell").addClass("ixbrl-selected");
                    var innerContinuedAt = continuationNode.attr("continuedAt");
                    continuationNode = $(highlightedElements).find("[id='" + innerContinuedAt + "']");
                }
            }
        }
        else {
            onContinuationClick($(this)[0].getElementsByTagName("ix:continuation")[0])
            e.stopPropagation()
            return;
            $(highlightedElements).find("[continuedAt='" + details.id + "']").click();
            e.stopPropagation();
        }
    });

    interact('.ixbrl-viewer', { allowFrom: ".ixbrl-viewer #viewer-catch" })
        .resizable({ //adds posibility of resizing Viewer, only from left side
            preserveAspectRatio: false, //not resizing horizontally
            edges: { left: true, right: false, bottom: false, top: false }
        })

        .on('down', function (event) //when Viewer is collapsed
        {
            resizing = false;
        })

        .on('up', function (event) //when Viewer is extended
        {
            if (resizing == false) {
                toggleViewer();
                $('html').css('cursor', ''); //changing cursor from resizing to normal
            }
        })

        .on('resizemove', function (event) {
            resizing = true;
            let target = event.target;
            let change = -1 * event.deltaRect.left;
            let newWidth = $(target).width();

            if (windowPosition < -1 * newWidth) //when Viewer catch starts to hide
                windowPosition = -1 * newWidth; //sets position to starting position

            else {
                visiblePosition += change;

                if (windowPosition < 0) //When Viewer is down or smaller than default
                {
                    windowPosition += change;
                }

                else {
                    windowPosition = 0;

                    if (visiblePosition >= defaultViewerSize) //When Viewer is >= default size
                    {
                        newWidth += change;
                        positionBuffer += change;
                        windowPosition = 0;
                    }

                    else //any other / corner case
                    {
                        newWidth = defaultViewerSize;
                        windowPosition += change;
                        visiblePosition += change;
                        positionBuffer = 0;
                    }
                }
            }

            $(target).width(newWidth);
            $(target).css("right", windowPosition + "px");
        });
});

function getXbrlElementsFromPoint(x, y) {
    var nodes = [...document.elementsFromPoint(x, y)];
    var xbrlElements = nodes.filter(node => node.classList.contains("ixbrl-element"));
    return xbrlElements;
}
function arraysEqual(a, b) {
    if (a === b) return true;
    if (a == null || b == null) return false;
    if (a.length !== b.length) return false;

    for (var i = 0; i < a.length; ++i) {
        if (a[i] !== b[i]) return false;
    }
    return true;
}
function findAndClickXbrlElement(clickEvent) {
    var xbrlElementsFromPoint = getXbrlElementsFromPoint(clickEvent.clientX, clickEvent.clientY);
    var elementToClickIndex = getNextXbrlElementIndexToClick(xbrlElementsFromPoint)
    lastClickedXbrlElement = lastXbrlElementsFromClickedPoint[elementToClickIndex];
    lastClickedXbrlElement.click();
    setTextTagsCollectionDetails();
}
function getNextXbrlElementIndexToClick(xbrlElementsFromPoint) {
    if (!arraysEqual(xbrlElementsFromPoint, lastXbrlElementsFromClickedPoint)) {
        lastXbrlElementsFromClickedPoint = xbrlElementsFromPoint;
        return 0;
    }

    var lastClickedElementIndex = lastXbrlElementsFromClickedPoint.indexOf(lastClickedXbrlElement);
    if (lastClickedElementIndex === -1) {
        lastXbrlElementsFromClickedPoint = xbrlElementsFromPoint
        return 0;
    }

    ++lastClickedElementIndex;

    if (lastClickedElementIndex >= lastXbrlElementsFromClickedPoint.length)
        return 0;

    return lastClickedElementIndex;
}
function setTextTagsCollectionDetails() {
    if (!lastXbrlElementsFromClickedPoint || lastXbrlElementsFromClickedPoint.length <= 1) {
        setCssDisplayStyleToTextTagCollectionDetails('none');
        return;
    }

    var index = lastXbrlElementsFromClickedPoint.indexOf(lastClickedXbrlElement);
    if (index === -1) {
        setCssDisplayStyleToTextTagCollectionDetails('none');
        return;
    }

    var detailsNode = document.querySelector('#ixbrl-text-tags-in-range');
    if (detailsNode) {
        detailsNode.innerText = '[' + ++index + '/' + lastXbrlElementsFromClickedPoint.length + ']';
        setCssDisplayStyleToTextTagCollectionDetails('');
    }
}
function setCssDisplayStyleToTextTagCollectionDetails(value) {
    var container = document.querySelector('#ixbrl-text-tags-in-range-container');
    if (container)
        container.style.display = value;
}
function addClickLintenerToNavigationButtons() {
    document.querySelector('#ixbrl-next-text-tags-in-range-button').addEventListener("mouseup", setNextTextTag);
    document.querySelector('#ixbrl-prev-text-tags-in-range-button').addEventListener("mouseup", setPrevTextTag);
}
function setNextTextTag() {
    var lastClickedElementIndex = lastXbrlElementsFromClickedPoint.indexOf(lastClickedXbrlElement);
    if (lastClickedElementIndex === -1)
        return;

    ++lastClickedElementIndex;

    if (lastClickedElementIndex >= lastXbrlElementsFromClickedPoint.length)
        lastClickedElementIndex = 0;

    lastClickedXbrlElement = lastXbrlElementsFromClickedPoint[lastClickedElementIndex];
    lastClickedXbrlElement.click();
    setTextTagsCollectionDetails();
}
function setPrevTextTag() {
    var lastClickedElementIndex = lastXbrlElementsFromClickedPoint.indexOf(lastClickedXbrlElement);
    if (lastClickedElementIndex === -1)
        return;

    --lastClickedElementIndex;

    if (lastClickedElementIndex < 0)
        lastClickedElementIndex = lastXbrlElementsFromClickedPoint.length - 1;

    lastClickedXbrlElement = lastXbrlElementsFromClickedPoint[lastClickedElementIndex];
    lastClickedXbrlElement.click();
    setTextTagsCollectionDetails();
}

//CSS part

let styleNode = document.createElement('style');
styleNode.innerHTML =
    '.ixbrl-viewer { position: fixed; right: -325px; top: 0px; bottom: 0px; width: 325px; border-left: solid 1px black; box-shadow: -3px 0px 3px #666666; background-color: #00338D; \
  opacity: 0.9; z-index: 5; box-sizing: border-box; font-family: sans-serif; color: white; word-wrap: normal; word-break: break-word;}\
#viewer-catch { box-sizing: content-box; padding: 10px; color: white; background-color: #0091da; font-size: 20px; font-weight:bold; margin: 0 0; display: block; font-family: sans-serif; text-align: center;\
  position: absolute; transform: rotate(270deg); width: 150px; top: 50%; left: -109px; border-style: solid; border-width: 0px; border-color: black; cursor: pointer; border-radius: 20px; }\
.ixbrl-viewer > div { padding: 10px; } .ixbrl-highlight, .ixbrl-selected, .ixbrl-highlight *, .ixbrl-selected *{ background-color: yellow !important; } .ixbrl-selected { outline: solid 1px #eaaa00 !important; } .ixbrl-selected, .ixbrl-element { cursor: pointer; position: relative; }\
.ixbrl-element-cell:hover { outline: solid 1px black !important; } .ixbrl-element-cell { cursor: pointer; }\
.ixbrl-fact-details { padding: 10px; } .ixbrl-fact-detail-title { font-weight: bold; margin-bottom: 10px; margin-top: 0px; border-bottom: solid 1px #aaa; padding-top: 10px; } \
.ixbrl-fact-detail-value { padding-left: 10px; margin-bottom: 10px; } \
.ixbrl-viewer a { color: #0091da; } .ixbrl-viewer a:visited { color: #f68d2e; } \
#button-div { text-align: center; } \
#ixbrl-highlight-button { border-radius: 10px; background-color: #0091da; color: white; padding: 5px; border-style: solid; border-width: 0px; border-color: white; cursor: pointer; }\
#logo-div { text-align: center; padding: 25px 0px 0px 0px; background-color: #F0F0F0; height: 90px; color: #00338D;} \
#KPMG-logo {height: 60px;} #logo-text{vertical-align: middle; color:#00338D; } #logo-table{margin: 0 auto;}\
.ixbrl-text-tags-navigation-button { padding:0; cursor: pointer; }';
document.head.appendChild(styleNode);

//HTML part
// long lines are images encoded in base 64

let wrapper = document.createElement("div");
wrapper.innerHTML = '<div class="ixbrl-viewer">\
      <span id="viewer-catch"> KPMG XVIEW </span>\
\
      <div id="logo-div">\
      <table id ="logo-table">\
      <tr>\
      <td>\
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      </td>\
      </tr>\
      </table>\
      </div>\
      <div class="ixbrl-fact-details">\
        <div class="ixbrl-fact-detail-title">\
          Label\
        </div>\
        <div class="ixbrl-fact-detail-value" id="ixbrl-fact-concept-name">\
          ---\
        </div>\
        <div class="ixbrl-fact-detail-title">\
          Element name\
        </div>\
        <div class="ixbrl-fact-detail-value" id="ixbrl-fact-concept-locator-href">\
          ---\
        </div>\
        <div class="ixbrl-fact-detail-title">\
          Description\
        </div>\
        <div class="ixbrl-fact-detail-value" id="ixbrl-fact-documentation">\
          ---\
        </div>\
        <div id="ixbrl-fact-dimensions">\
        </div>\
        <div class="ixbrl-fact-detail-title">\
          Period\
        </div>\
        <div class="ixbrl-fact-detail-value" id="ixbrl-fact-period">\
          ---\
        </div>\
        <div class="ixbrl-fact-detail-value" id="ixbrl-fact-value">\
        </div>\
        <div class="ixbrl-fact-detail-value" id="ixbrl-fact-unit">\
        </div>\
        <div class="ixbrl-fact-detail-title">\
          Entity\
        </div>\
        <div class="ixbrl-fact-detail-value" id="ixbrl-fact-entity">\
          ---\
        </div>\
        \
        <div id="ixbrl-text-tags-in-range-container" style="display:none;">\
            <div id="ixbrl-text-tags-in-range-title" class="ixbrl-fact-detail-title">\
                Tags in given range\
            </div>\
            <div style="display: flex; align-items: stretch; justify-content: space-evenly;">\
                <span class="ixbrl-fact-detail-value ixbrl-text-tags-navigation-button" id="ixbrl-prev-text-tags-in-range-button">\
                    <span class="material-symbols-outlined">navigate_before</span>\
                </span>\
                <span class="ixbrl-fact-detail-value" id="ixbrl-text-tags-in-range">\
                    ---\
                </span>\
                <span class="ixbrl-fact-detail-value ixbrl-text-tags-navigation-button" id="ixbrl-next-text-tags-in-range-button">\
                    <span class="material-symbols-outlined">navigate_next</span>\
                </span>\
            </div>\
        </div>\
        \
      </div>\
      \
      <div id="button-div">\
        <button id="ixbrl-highlight-button" onclick="buttonClicked()"> HIGHLIGHT <br /> ALL TAGS</button>\
      </div>\
    </div>';
//]]]>
</script><title>213800R83KX5FQFGXS67-2024-12-31-0-hu</title></head>

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" alt="A képen égbolt, kültéri, jelenet, kikötő látható&#xA;&#xA;Automatikusan generált leírás" style="position: relative!important;width: 495.85pt;height: 506.20pt;"></img></span><b><span style="font-size:16.0pt;line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;color:#E30018;text-transform:uppercase;"></span></b></p>

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<p class="MsoNormal"><b><span style="font-size:28.0pt;line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;color:black;">MOL Group </span></b></p>

<p class="MsoNormal"><b><span style="font-size:28.0pt;line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;color:black;">Annual Financial Report</span></b></p>

<p class="MsoNormal"><b><span style="font-size:28.0pt;line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;color:#E30018">2024</span></b></p>

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  <p class="MsoNormal" style="text-align:center;line-height:normal"><span style="color:black;">Üzleti
  jelentés 2024</span><span style="font-size:11.0pt"></span></p>
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  <td style="width:4.0cm;background:#E30018;padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:21.6pt">
  <p class="MsoNormal" style="text-align:center;line-height:normal"><span style="font-size:10.0pt;color:white;">3</span><span style="font-size:10.0pt"></span></p>
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<p class="MsoNormal" style="margin-top:42.0pt;margin-right:199.35pt;margin-bottom:&#xD;&#xA;0cm;margin-left:0cm;margin-bottom:.0001pt"><b><span style="font-size:28.0pt;line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;color:black;text-transform:uppercase">MOL Magyar olaj-<br></br>
<span> </span>és gázipari nyrt.</span></b></p>

<p class="MsoNormal" style="margin-top:12.0pt"><b><span style="font-size:18.0pt;line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;color:#E30018;text-transform:uppercase">konszolidált üzleti jelentés </span></b></p>

<p class="MsoNormal" style="margin-top:12.0pt"><b><span style="font-size:16.0pt;line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;color:#E30018">2024.
december 31.</span></b></p>

<p class="MsoNormal" style="margin-top:36.0pt"><b><span style="font-size:14.0pt;line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;color:black;">Budapest, 2025. március 18.</span></b></p>

<p class="MsoNormal" style="margin-top:36.0pt"><span style="font-size:12.0pt;line-height:1.310651;;color:black;"><span> </span></span></p>

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  az igazgatóság elnöke</span><span style="font-size:12.0pt;line-height:1.408643;;color:black;"></span></p>
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<p class="MsoNormal" style="margin-bottom:0;margin-left:54.0pt;text-indent:&#xD;&#xA;-36.0pt;"><a><span style="font-size:18.0pt;line-height:1.310651;;font-family:&quot;Molgroup Regular&quot;;color:#E30018;"><span style="display:inline-block; text-indent:0pt; min-width:36.0pt;">I.<span style="font:7.0pt &quot;Times New Roman&quot;">                 
</span></span></span><span style="font-size:18.0pt;line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;color:#E30018;">A </span></a><span style="mso-bookmark:_Hlk3196057"><span style="font-size:18.0pt;line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;color:#E30018;">VEZETÉS BESZÁMOLÓJA ÉS ELEMZÉSE A 2024. ÉVI PÉNZÜGYI
HELYZETRŐL, VALAMINT A MŰKÖDÉS EREDMÉNYEIRŐL</span></span></p>

<p class="MsoNormal" style="margin-top:6.0pt;margin-right:0cm;margin-bottom:0cm;&#xD;&#xA;margin-left:18.0pt;margin-bottom:.0001pt;text-indent:-18.0pt;"><span style="mso-bookmark:_Hlk3196057"><a id="_Toc129160664"></a><a id="_Toc129243815"><b><span style="font-size:9.0pt;line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;color:#E30018"><span>1.<span style="font:7.0pt &quot;Times New Roman&quot;">       
</span></span></span></b><b><span style="font-size:9.0pt;line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;color:#E30018">GAZDASÁGI
ÉS IPARÁGI MŰKÖDÉSI KÖRNYEZET</span></b></a></span><span style="mso-bookmark:_Hlk3196057"><b><span style="font-size:9.0pt;line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;color:#E30018"></span></b></span></p>

<p class="MsoNormal" style="margin-top:6.0pt;margin-right:0cm;margin-bottom:6.0pt;margin-left:0cm;"><span style="mso-bookmark:_Hlk3196057"><b><span style="font-size:9.0pt;line-height:1.347398;;font-family:&quot;Calibri&quot;,sans-serif;color:black;">Gazdasági
környezet</span></b></span></p>

<p class="MsoNormal" style="margin-top:6.0pt;margin-right:0cm;margin-bottom:3.0pt;margin-left:0cm;text-align:justify;"><span style="mso-bookmark:&#xD;&#xA;_Hlk3196057"><span style="font-size:9.0pt;line-height:1.347398;;font-family:&quot;Calibri&quot;,sans-serif;color:black;">A globális gazdasági növekedés
érdemben nem változott 2023-hoz képest, annak ellenére, hogy a fejlett országok
központi bankjai óvatos monetáris lazításba kezdtek, miután jelentősen csökkent
az infláció. A 3,2%-os növekedési ütem így továbbra is elmaradt a 3,8%-os
történelmi átlagtól.</span></span><span style="mso-bookmark:_Hlk3196057"></span><a title=""><span style="mso-bookmark:_Hlk3196057"><sup><span style="font-size:9.0pt;line-height:1.347398;;font-family:&quot;Calibri&quot;,sans-serif;color:black;"><span><sup><span style="font-size:9.0pt;line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;color:black;font-size:75%;">[1]</span></sup></span></span></sup></span></a><span style="mso-bookmark:_Hlk3196057"><span style="font-size:9.0pt;line-height:1.347398;;font-family:&quot;Calibri&quot;,sans-serif;color:black;"> A
geopolitikai feszültség fokozódott, különösen miután a Hamász 2023. októberében
terrortámadást intézett Izrael ellen, ami a Gázai övezet izraeli inváziójához
vezetett, majd további konfliktusokhoz Libanonnal, Iránnal és a jemeni húszi
lázadókkal. Az orosz-ukrán háborús patthelyzet, az amerikai elnökválasztás,
valamint a dél-koreai, francia és németországi politikai válság is tovább
növelte a bizonytalanságot. A legtöbb meghatározó régió gazdasága lassult,
kivéve az Egyesült Államokat, ami 2,8%-kal bővült, köszönhetően a robusztus
belső keresletnek és a védelmi kiadásoknak. Kína ugyan elérte célul kitűzött
5%-os GDP-növekedést,</span></span><span style="mso-bookmark:_Hlk3196057"></span><a title=""><span style="mso-bookmark:_Hlk3196057"><sup><span style="font-size:9.0pt;line-height:1.347398;;font-family:&quot;Calibri&quot;,sans-serif;color:black;"><span><sup><span style="font-size:9.0pt;line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;color:black;font-size:75%;">[2]</span></sup></span></span></sup></span></a><span style="mso-bookmark:_Hlk3196057"><span style="font-size:9.0pt;line-height:1.347398;;font-family:&quot;Calibri&quot;,sans-serif;color:black;"> de ez
így is az elmúlt évtizedek egyik leglassabb ütemét jelentette, köszönhetően a
mérsékelt fogyasztásnak, az ingatlanpiaci problémáknak, és az elégtelen
fiskális lazításnak.</span></span></p>

<p class="MsoNormal" style="margin-top:6.0pt;margin-right:0cm;margin-bottom:3.0pt;margin-left:0cm;text-align:justify;"><span style="mso-bookmark:&#xD;&#xA;_Hlk3196057"><span style="font-size:9.0pt;line-height:1.347398;;font-family:&quot;Calibri&quot;,sans-serif;color:black;">A növekedés visszafogott maradt
az euróövezetben (0,7% év/év alapon; 0,8% az EU-ban)</span></span><span style="mso-bookmark:_Hlk3196057"></span><a title=""><span style="mso-bookmark:_Hlk3196057"><sup><span style="font-size:9.0pt;line-height:1.347398;;font-family:&quot;Calibri&quot;,sans-serif;"><span><sup><span style="font-size:9.0pt;line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;font-size:75%;">[3]</span></sup></span></span></sup></span></a><span style="mso-bookmark:_Hlk3196057"><span style="font-size:9.0pt;line-height:1.347398;;font-family:&quot;Calibri&quot;,sans-serif;color:black;">,
elsősorban a stagnáló német gazdaság miatt. A gyengélkedő export, az erős
importverseny, a magas munkaerő-, energia- és szén-dioxid költségek, valamint a
versenyképesség, Draghi-jelentésben is azonosított, egyéb hiányosságai</span></span><span style="mso-bookmark:_Hlk3196057"></span><a title=""><span style="mso-bookmark:_Hlk3196057"><sup><span style="font-size:9.0pt;line-height:1.347398;;font-family:&quot;Calibri&quot;,sans-serif;"><span><sup><span style="font-size:9.0pt;line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;font-size:75%;">[4]</span></sup></span></span></sup></span></a><span style="mso-bookmark:_Hlk3196057"><span style="font-size:9.0pt;line-height:1.347398;;font-family:&quot;Calibri&quot;,sans-serif;color:black;">
hátrányosan érintették a feldolgozóipart (különösen az energiaintenzív
iparágakban), illetve alulteljesítettek az informatikai és kommunikációs
szolgáltatások is. A főbb euróövezeti gazdaságok 2024-ben szembesültek a
fiskális élénkítés korlátaival: Németországban az adósságfékhez
(„Schuldenbremse”) való ragaszkodás a kormánykoalíció válságát hozta;
Franciaországban politikai instabilitás és a növekvő államadósság (a GDP
114%-a) köti a döntéshozók kezét; míg Olaszország, Görögország mögött a második
legmagasabb GDP-arányos adósságaránnyal küzd (a GDP 136%-a).</span></span><span style="mso-bookmark:_Hlk3196057"></span><a title=""><span style="mso-bookmark:_Hlk3196057"><sup><span style="font-size:9.0pt;line-height:1.347398;;font-family:&quot;Calibri&quot;,sans-serif;"><span><sup><span style="font-size:9.0pt;line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;font-size:75%;">[5]</span></sup></span></span></sup></span></a><span style="mso-bookmark:_Hlk3196057"><span style="font-size:9.0pt;line-height:1.347398;;font-family:&quot;Calibri&quot;,sans-serif;color:black;">
Ugyanakkor pozitív fejlemény volt, hogy a spanyol gazdaság 3% fölött nőtt
2024-ben, hála a rekorderős turizmusnak, az erős belföldi fogyasztásnak és a
termelékenység növekedésének; Görögország is váratlanul jól teljesített a
közelmúlt gyengélkedésének fényében; és úgy tűnt, hogy az év végére Írország is
végre kikerül a recesszióból.</span></span></p>

<p class="MsoNormal" style="margin-top:6.0pt;margin-right:0cm;margin-bottom:3.0pt;margin-left:0cm;text-align:justify;"><span style="mso-bookmark:&#xD;&#xA;_Hlk3196057"><span style="font-size:9.0pt;line-height:1.347398;;font-family:&quot;Calibri&quot;,sans-serif;color:black;">Közép- és Kelet-Európa (KKE)
szemmel látható, de mégsem látványos fellendülést mutatott. Míg Lengyelország
és Horvátország erős növekedést tapasztaltak, a gyenge külső kereslet,
különösen a nehézségekkel küzdő német gazdaság, rányomta a bélyegét a többi ország
teljesítményére. Bár a reáljövedelmek jellemzően helyreálltak az inflációs sokk
után, a belső kereslet továbbra is gyenge maradt, mivel a háztartások
megtakarítása továbbra is jóval magasabb volt, mint a Covid-járványt
megelőzően, valószínűsíthetően a továbbra is borús európai gazdasági kilátások
és a geopolitikai bizonytalanság miatt. A bérnövekedés és a szolgáltatások
inflációja a legtöbb országban tartósan magas maradt, megállítva az év első
felében megindult monetáris lazítási folyamatot.</span></span></p>

<p class="MsoNormal" style="margin-top:6.0pt;margin-right:0cm;margin-bottom:3.0pt;margin-left:0cm;text-align:justify;"><span style="mso-bookmark:&#xD;&#xA;_Hlk3196057"><span style="font-size:9.0pt;line-height:1.347398;;font-family:&quot;Calibri&quot;,sans-serif;color:black;">Magyarország alulteljesített a
kelet-közép-európai régión belül, mivel a nettó export 2023-ban tapasztalt
pozitív hatásai 2024 közepére elhalványultak, miközben a belső kereslet
élénkülése is lassú volt. A reál GDP a második és harmadik negyedévben is csökkent,
az átlagos éves növekedés pedig 0,6% volt. Az ipar, a mezőgazdaság és az
építőipar mind visszaestek 2023-hoz képest, a szolgáltatások pedig csak enyhe
pozitív növekedést mutattak. A monetáris kondíciók a beragadó maginfláció és a
forint leértékelődése miatt csak fokozatosan tudtak enyhülni. A költségvetési
politika a kiadási oldal szigorú kontrollja ellenére is túllépte a 4,5%-os
hiánycélt.</span></span></p>

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</div><div class="footnote" style="margin-top: auto;"><hr></hr><div style="mso-element:footnote" id="ftn1">

<p class="MsoFootnoteText"><a style="mso-footnote-id:ftn1" title=""><span class="MsoFootnoteReference"><span style="font-size:&#xD;&#xA;8.0pt"><span style="mso-special-character:footnote"><span class="MsoFootnoteReference"><span style="font-size:8.0pt;line-height:107%;&#xD;&#xA;font-family:&quot;Molgroup Light&quot;;mso-fareast-font-family:Calibri;mso-fareast-theme-font:&#xD;&#xA;minor-latin;mso-bidi-font-family:Calibri;mso-ansi-language:HU;mso-fareast-language:&#xD;&#xA;EN-US;mso-bidi-language:AR-SA;font-size:75%;;font-size:75%;">[1]</span></span></span></span></span></a><span style="font-size:8.0pt"> </span><span style="font-size:8.0pt;font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;mso-ascii-theme-font:minor-latin;mso-hansi-theme-font:minor-latin;mso-bidi-theme-font:&#xD;&#xA;minor-latin">IMF World Economic Outlook (2025. január).</span><span style="font-size:8.0pt"></span></p>

</div><div style="mso-element:footnote" id="ftn2">

<p class="MsoFootnoteText"><a style="mso-footnote-id:ftn2" title=""><span class="MsoFootnoteReference"><span style="font-size:&#xD;&#xA;8.0pt;font-family:&quot;Calibri&quot;,sans-serif;mso-ascii-theme-font:minor-latin;&#xD;&#xA;mso-hansi-theme-font:minor-latin;mso-bidi-theme-font:minor-latin"><span style="mso-special-character:footnote"><span class="MsoFootnoteReference"><span style="font-size:8.0pt;line-height:107%;&#xD;&#xA;font-family:&quot;Calibri&quot;,sans-serif;mso-ascii-theme-font:minor-latin;mso-fareast-font-family:&#xD;&#xA;Calibri;mso-fareast-theme-font:minor-latin;mso-hansi-theme-font:minor-latin;&#xD;&#xA;mso-bidi-theme-font:minor-latin;mso-ansi-language:HU;mso-fareast-language:EN-US;&#xD;&#xA;mso-bidi-language:AR-SA;font-size:75%;;font-size:75%;">[2]</span></span></span></span></span></a><span style="font-size:8.0pt;font-family:&quot;Calibri&quot;,sans-serif;mso-ascii-theme-font:&#xD;&#xA;minor-latin;mso-hansi-theme-font:minor-latin;mso-bidi-theme-font:minor-latin">
National Bureau of Statistics of China (2025. január).</span></p>

</div><div style="mso-element:footnote" id="ftn3">

<p class="MsoFootnoteText"><a style="mso-footnote-id:ftn3" title=""><span class="MsoFootnoteReference"><span style="font-size:&#xD;&#xA;8.0pt"><span style="mso-special-character:footnote"><span class="MsoFootnoteReference"><span style="font-size:8.0pt;line-height:107%;&#xD;&#xA;font-family:&quot;Molgroup Light&quot;;mso-fareast-font-family:Calibri;mso-fareast-theme-font:&#xD;&#xA;minor-latin;mso-bidi-font-family:Calibri;mso-ansi-language:HU;mso-fareast-language:&#xD;&#xA;EN-US;mso-bidi-language:AR-SA;font-size:75%;;font-size:75%;">[3]</span></span></span></span></span></a><span style="font-size:8.0pt"> </span><span style="font-size:8.0pt;font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;mso-ascii-theme-font:minor-latin;mso-hansi-theme-font:minor-latin;mso-bidi-theme-font:&#xD;&#xA;minor-latin">Eurostat Flash Estimate (2025. január).</span></p>

</div><div style="mso-element:footnote" id="ftn4">

<p class="MsoFootnoteText"><a style="mso-footnote-id:ftn4" title=""><span class="MsoFootnoteReference"><span style="font-size:&#xD;&#xA;8.0pt"><span style="mso-special-character:footnote"><span class="MsoFootnoteReference"><span style="font-size:8.0pt;line-height:107%;&#xD;&#xA;font-family:&quot;Molgroup Light&quot;;mso-fareast-font-family:Calibri;mso-fareast-theme-font:&#xD;&#xA;minor-latin;mso-bidi-font-family:Calibri;mso-ansi-language:HU;mso-fareast-language:&#xD;&#xA;EN-US;mso-bidi-language:AR-SA;font-size:75%;;font-size:75%;">[4]</span></span></span></span></span></a><span style="font-size:8.0pt"> </span><span style="font-size:8.0pt;font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;mso-ascii-theme-font:minor-latin;mso-hansi-theme-font:minor-latin;mso-bidi-theme-font:&#xD;&#xA;minor-latin">EU competitiveness: Looking ahead (2024. szeptember).</span><span style="font-size:8.0pt"></span></p>

</div><div style="mso-element:footnote" id="ftn5">

<p class="MsoFootnoteText"><a style="mso-footnote-id:ftn5" title=""><span class="MsoFootnoteReference"><span style="font-size:&#xD;&#xA;8.0pt"><span style="mso-special-character:footnote"><span class="MsoFootnoteReference"><span style="font-size:8.0pt;line-height:107%;&#xD;&#xA;font-family:&quot;Molgroup Light&quot;;mso-fareast-font-family:Calibri;mso-fareast-theme-font:&#xD;&#xA;minor-latin;mso-bidi-font-family:Calibri;mso-ansi-language:HU;mso-fareast-language:&#xD;&#xA;EN-US;mso-bidi-language:AR-SA;font-size:75%;;font-size:75%;">[5]</span></span></span></span></span></a><span style="font-size:8.0pt"> </span><span style="font-size:8.0pt;font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;mso-ascii-theme-font:minor-latin;mso-hansi-theme-font:minor-latin;mso-bidi-theme-font:&#xD;&#xA;minor-latin">Government debt in the euro area (Eurostat, 2024. harmadik
negyedév).</span></p>

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  <p class="MsoNormal" style="text-align:center;line-height:normal"><span style="color:black;">Üzleti
  jelentés 2024</span><span style="font-size:11.0pt"></span></p>
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  <td style="width:4.0cm;background:#E30018;padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:21.6pt">
  <p class="MsoNormal" style="text-align:center;line-height:normal"><span style="font-size:10.0pt;color:white;">5</span><span style="font-size:10.0pt"></span></p>
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<p class="MsoHeader"><b><span> </span></b></p>

</div></div><div class="WordSection5">

<p class="MsoNormal" style="margin-top:6.0pt;margin-right:0cm;margin-bottom:6.0pt;margin-left:0cm;"><span style="mso-bookmark:_Hlk3196057"><b><span style="font-size:9.0pt;line-height:1.347398;;font-family:&quot;Calibri&quot;,sans-serif;color:black;">Olaj-és
gázpiaci fejlemények</span></b></span></p>

<p class="MsoNormal" style="margin-top:6.0pt;margin-right:0cm;margin-bottom:3.0pt;margin-left:0cm;text-align:justify;"><span style="mso-bookmark:&#xD;&#xA;_Hlk3196057"><span style="font-size:9.0pt;line-height:1.347398;;font-family:&quot;Calibri&quot;,sans-serif;color:black;">A Dated Brent nyersolaj átlagos
jegyzési ára 80,8 USD/hordó volt 2024-ben</span></span><span style="mso-bookmark:&#xD;&#xA;_Hlk3196057"></span><a title=""><span style="mso-bookmark:_Hlk3196057"><sup><span style="font-size:9.0pt;line-height:1.347398;;font-family:&quot;Calibri&quot;,sans-serif;color:black;"><span><sup><span style="font-size:9.0pt;line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;color:black;font-size:75%;">[6]</span></sup></span></span></sup></span></a><span style="mso-bookmark:_Hlk3196057"><span style="font-size:9.0pt;line-height:1.347398;;font-family:&quot;Calibri&quot;,sans-serif;color:black;">,
2,2%-kal alacsonyabb, mint 2023-ban, a havi átlagárak pedig nem léptek ki a
70-90 USD/hordó ársávból. A Brent azonnali ára április 12-én érte el a 93
USD/hordós 2024-es csúcsot, amikor a piac amiatt aggódott, hogy az Irán és
Izrael közötti feszültség mélyebb konfliktussá fajulhat, és megzavarhatja a
globális olajellátást. A gyenge kereslet és az OPEC+-on kívüli országok
robusztus termelése miatt azonban a nyersolaj ára a közel-keleti geopolitikai
feszültségek és a Vörös-tengeren tapasztalható szállítási zavarok ellenére is
viszonylag szűk tartományban maradt. Az OPEC+ termelés-visszafogásának
többszöri meghosszabbítása is hozzájárult ahhoz, hogy az árak ne essenek a
sávon kívülre. Keresleti oldalon az elhúzódó gazdasági kilábalás és a vártnál
alacsonyabb kínai üzemanyag-kereslet (köszönhetően az elektromos jármű flotta
bővülésének és a cseppfolyósított földgáz terjedésének az árufuvarozásban)
járultak hozzá leginkább az árak alacsony szinten tartásához. Kínálati oldalon
pedig az OPEC+ termeléscsökkentését ellensúlyozta a blokkon kívüli kitermelés
folytatódó bővülése. Az Egyesült Államok kőolajtermelése napi 13,4 millió
hordós szinttel, 2024 októberében új történelmi rekordot ért el</span></span><span style="mso-bookmark:_Hlk3196057"></span><a title=""><span style="mso-bookmark:_Hlk3196057"><sup><span style="font-size:9.0pt;line-height:1.347398;;font-family:&quot;Calibri&quot;,sans-serif;color:black;"><span><sup><span style="font-size:9.0pt;line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;color:black;font-size:75%;">[7]</span></sup></span></span></sup></span></a><span style="mso-bookmark:_Hlk3196057"><span style="font-size:9.0pt;line-height:1.347398;;font-family:&quot;Calibri&quot;,sans-serif;color:black;">,
valamint Guyanában és Kanadában is nőtt éves szinten a kitermelés. Bár a
Vörös-tengeren a hajózás 2024-ben sem volt zavartalan, az olajexportőrök
találtak alternatív útvonalakat, és nem volt érdemi hatása a globális
készletszintekre sem. Az Irán és Izrael közötti konfliktus sem nem okozott
végül fizikai ellátási zavarokat.</span></span></p>

<p class="MsoNormal" style="margin-bottom:3.0pt;text-align:justify"><span style="mso-bookmark:_Hlk3196057"><span style="font-size:9.0pt;line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;color:black;"><span> </span></span></span></p>

<p class="MsoNormal" style="margin-top:6.0pt;"><span style="mso-bookmark:_Hlk3196057"><b><span style="font-size:9.0pt;line-height:1.347398;;font-family:&quot;Calibri&quot;,sans-serif;color:black;">1. ábra: Kőolaj, földgáz és szénárak (USD/MWh, 2022-2024,
Bloomberg adatbázis)</span></b></span><span style="mso-bookmark:_Hlk3196057"><span style="font-size:10.0pt;line-height:1.347398;;font-family:&quot;Molgroup Black&quot;;color:black;"></span></span></p>

<p class="MsoNormal" style="margin-top:6.0pt;text-align:justify;line-height:1.347398;"><span style="mso-bookmark:_Hlk3196057"><span><img width="505" height="255" 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" alt="image_94398d33-af93-4cf1-a346-41a31c3da4b1" style="position: relative!important;width: 378.20pt;height: 191.50pt;"></img></span></span></p>

<p class="MsoNormal" style="margin-top:6.0pt;text-align:justify;"><span style="mso-bookmark:_Hlk3196057"><span style="font-size:9.0pt;line-height:1.347398;;font-family:&quot;Calibri&quot;,sans-serif;">Az európai
földgázárak 2024-ben folytatták a korrekciót a 2022-es, rekordmagas szintekről.
A TTF (Title Transfer Facility), Európa legnagyobb gázkereskedelmi központjának
átlagára a 2023-as 41,3 EUR/MWh-ról 2024-re 34,6 EUR/MWh-ra csökkent (-16%).<sup>6</sup>
A 2023/2024-es tél végével azonban a csökkenő tendencia megfordult. Míg az első
félévben az árakat elsősorban az ázsiai kereslet élénkülése hajtotta felfelé,
addig az év végi áremelkedés inkább európai történet volt. A hidegebb
télkezdet, és a rendkívül alacsony szélenergia-termelés miatt a szokásosnál
nagyobb földgázigény a tárolókészletek, háború kitörése óta tapasztalt
leggyorsabb ütemű apadásához vezettek, annak ellenére, hogy az európai ipar
továbbra is alulteljesített. A tárolószintek alakulása kulcsfontosságú a
következő évi betárolási igény szempontjából, különösen mióta az Európai
Bizottság kötelezően elérendő töltöttségi szintet ír elő a télkezdetre. A
novemberi hírek az Ukrajnán keresztül érkező 15 milliárd köbméternyi orosz
gázellátás leállásának veszélyéről – ami Európán belül elsősorban Ausztriát,
Csehországot, Szlovákiát és kisebb mértékben Magyarországot érinti – ismét 50
EUR/MWh közelébe emelték a TTF árakat, mivel az alternatív vezetékes szabad
kapacitás továbbra is korlátos, ami miatt a gázigény kielégítése a
nyugat-európai re-exportra mellett a tárolók (még) fokozottabb igénybevételére
hárult rövid távon.</span></span></p>

<p class="MsoNormal" style="margin-top:6.0pt;text-align:justify;"><span style="mso-bookmark:_Hlk3196057"><span style="font-size:9.0pt;line-height:1.347398;;font-family:&quot;Calibri&quot;,sans-serif;"><span> </span></span></span></p>

<p class="MsoNormal" style="margin-top:6.0pt;margin-right:0cm;margin-bottom:6.0pt;margin-left:0cm;"><span style="mso-bookmark:_Hlk3196057"><b><span style="font-size:9.0pt;line-height:1.347398;;font-family:&quot;Calibri&quot;,sans-serif;color:black;">Downstream</span></b></span></p>

<p class="MsoNormal" style="margin-bottom:6.0pt;text-align:justify;"><span style="mso-bookmark:_Hlk3196057"><span style="font-size:9.0pt;line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;color:#1F1F1F;">A finomítói marzsok lefeleződtek a főbb
benchmark régiókban 2024-ben, amivel visszatértek a pandémia előtti „normális”
tartományba. A korrekciót az emelkedő költségek mellett elsősorban a finomítási
felárak szűkülése magyarázta, ami a kőolajtermékek iránti gyenge kereslet és a
globális finomítói túlkapacitás együttes hatása volt. Keresleti oldalon a kínai
és az európai gazdasági lassulás volt a fő lehúzó erő. Az alternatív
hajtásláncok és üzemanyagok folytatódó terjedése is korlátozta a hagyományos
üzemanyagok fogyasztásbővülését. A kínálati oldalon az amerikai finomítók
rekordmagas kapacitáskihasználtság mellett üzemeltek, és jelentős
kapacitásbővítések történtek Kuvaitban, Szaúd-Arábiában, Ománban, Mexikóban és
Nigériában.</span></span></p>

<p class="MsoNormal" style="margin-bottom:6.0pt;text-align:justify;"><span style="mso-bookmark:_Hlk3196057"><span style="font-size:9.0pt;line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;color:#1F1F1F;"><span> </span></span></span></p>

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S&amp;P Global Marketplace - Connect Solution.</span></p>

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<p class="MsoFootnoteText"><a style="mso-footnote-id:ftn7" title=""><span class="MsoFootnoteReference"><span style="font-size:&#xD;&#xA;8.0pt;font-family:&quot;Calibri&quot;,sans-serif;mso-ascii-theme-font:minor-latin;&#xD;&#xA;mso-hansi-theme-font:minor-latin;mso-bidi-theme-font:minor-latin"><span style="mso-special-character:footnote"><span class="MsoFootnoteReference"><span style="font-size:8.0pt;line-height:107%;&#xD;&#xA;font-family:&quot;Calibri&quot;,sans-serif;mso-ascii-theme-font:minor-latin;mso-fareast-font-family:&#xD;&#xA;Calibri;mso-fareast-theme-font:minor-latin;mso-hansi-theme-font:minor-latin;&#xD;&#xA;mso-bidi-theme-font:minor-latin;mso-ansi-language:HU;mso-fareast-language:EN-US;&#xD;&#xA;mso-bidi-language:AR-SA;font-size:75%;;font-size:75%;">[7]</span></span></span></span></span></a><span style="font-size:8.0pt;font-family:&quot;Calibri&quot;,sans-serif;mso-ascii-theme-font:&#xD;&#xA;minor-latin;mso-hansi-theme-font:minor-latin;mso-bidi-theme-font:minor-latin"> U.S.
Energy Information Administration.</span></p>

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  </td>
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  <p class="MsoNormal" style="text-align:center;line-height:normal"><span style="color:black;">Üzleti
  jelentés 2024</span><span style="font-size:11.0pt"></span></p>
  </td>
  <td style="width:4.0cm;background:#E30018;padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:21.6pt">
  <p class="MsoNormal" style="text-align:center;line-height:normal"><span style="font-size:10.0pt;color:white;">6</span><span style="font-size:10.0pt"></span></p>
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<p class="MsoHeader"><b><span> </span></b></p>

</div></div><div class="WordSection6">

<p class="MsoNormal" style="margin-bottom:6.0pt;text-align:justify;"><span style="mso-bookmark:_Hlk3196057"><a><span style="font-size:9.0pt;line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;color:#1F1F1F">Az
európai petrolkémiai szereplők 2024-ben is stagnáló kereslettel, visszafogott
beruházásokkal, folytatódó termeléscsökkenéssel, magas energiaköltségekkel és
tovább szigorodó környezetvédelmi szabályozással szembesültek. Ezzel egy időben
a globális kereslet mérsékelt növekedése együtt az EU-n kívüli jelentős
tőkeberuházásokkal intenzívebbé tette a vegyipari szereplők közötti versenyt a
globális piacon. Az újonnan beinduló, etilén és propilén-alapra épülő globális
többletkapacitások, különösen Kínában, lefelé hajtották a polimerek felárát,
növelve az alacsony költségű import piacrészesedését Európában a tartósan
megemelkedett energia- és a szén-dioxid kvótaárakkal szembesülő hazai szereplők
rovására. Az EU-27 országok átlagos kapacitáskihasználása jóval a historikus
átlag alatt maradt, annak ellenére, hogy az európai vegyipar külkereskedelmi
mérlege pozitív tudott maradni. Látni kell azonban, hogy az európai export
korántsem növekedett olyan ütemben, mint ahogy a globális piac bővült, mert
folytatódott az ázsiai szereplők súlyának növekedése a világpiacon, akiken
belül is kiemelkedtek a kínai gyártók. Az európai nehézipar gazdasági
szerepének megőrzését 2024-ben az Európai Bizottság is prioritásai közé emelte,
és ígéretet tett arra, hogy segíteni fogja az európai ipari szereplőket a
szén-dioxid-kibocsátás csökkentésében és a fenntarthatóbb termékekre való
átállásban, a konkrét intézkedések körét azonban még nem határozta meg.</span></a></span><span style="mso-bookmark:_Hlk189663639"></span><span style="mso-bookmark:_Hlk3196057"><span style="font-size:9.0pt;line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;"></span></span></p>

<p class="MsoNormal" style="margin-top:6.0pt;text-align:justify"><span style="mso-bookmark:_Hlk3196057"><span style="font-size:9.0pt;line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;"><span> </span></span></span></p>

<table class="MsoNormalTable" title="7ea0900b-9fbe-4c8b-809e-4b23c9949813" style="border:solid 0pt;border-collapse:collapse;border-spacing:0;;"><tbody>
 <tr style="height:9.2pt">
  <td style="width:333.4pt;border-top:solid windowtext 1.0pt;&#xD;&#xA;  border-left:none;border-bottom:solid windowtext 1.0pt;border-right:none;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 0cm 0cm 0cm;height:9.2pt">
  <p class="MsoNormal"><span style="mso-bookmark:_Hlk3196057"><b><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black">Külső tényezők (éves átlag)</span></b></span></p>
  </td>
  
  <td style="width:58.95pt;border-top:solid windowtext 1.0pt;&#xD;&#xA;  border-left:none;border-bottom:solid windowtext 1.0pt;border-right:none;&#xD;&#xA;  &#xD;&#xA;  background:lightgrey;padding:0cm 0cm 0cm 0cm;height:9.2pt">
  <p class="MsoNormal" style="text-align:center"><span style="mso-bookmark:_Hlk3196057"><b><span style="  line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black">2024.
  év</span></b></span></p>
  </td>
  
  <td style="width:58.95pt;border-top:solid windowtext 1.0pt;&#xD;&#xA;  border-left:none;border-bottom:solid windowtext 1.0pt;border-right:none;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 0cm 0cm 0cm;height:9.2pt">
  <p class="MsoNormal" style="text-align:center"><span style="mso-bookmark:_Hlk3196057"><b><span style="  line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black">2023.
  év</span></b></span></p>
  </td>
  
  <td style="width:49.8pt;border-top:solid windowtext 1.0pt;&#xD;&#xA;  border-left:none;border-bottom:solid windowtext 1.0pt;border-right:none;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 0cm 0cm 0cm;height:9.2pt">
  <p class="MsoNormal" style="text-align:center"><span style="mso-bookmark:_Hlk3196057"><b><span style="  line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black">Vált.
  %</span></b></span></p>
  </td>
  
 </tr>
 <tr style="height:5.75pt">
  <td style="width:333.4pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 0cm 0cm 0cm;height:5.75pt">
  <p class="MsoNormal"><span style="mso-bookmark:_Hlk3196057"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black">Brent (USD/hordó)</span></span></p>
  </td>
  
  <td style="width:58.95pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  background:lightgrey;padding:0cm 0cm 0cm 0cm;&#xD;&#xA;  height:5.75pt">
  <p class="MsoNormal" style="text-align:center"><span style="mso-bookmark:_Hlk3196057"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;color:black;  ">80,8</span></span><span style="mso-bookmark:_Hlk3196057"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black"></span></span></p>
  </td>
  
  <td style="width:58.95pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 0cm 0cm 0cm;height:5.75pt">
  <p class="MsoNormal" style="text-align:center"><span style="mso-bookmark:_Hlk3196057"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;color:black;  ">82,6</span></span><span style="mso-bookmark:_Hlk3196057"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black"></span></span></p>
  </td>
  
  <td style="width:49.8pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 0cm 0cm 0cm;height:5.75pt">
  <p class="MsoNormal" style="text-align:center"><span style="mso-bookmark:_Hlk3196057"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;color:black;  ">-2</span></span><span style="mso-bookmark:_Hlk3196057"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black"></span></span></p>
  </td>
  
 </tr>
 <tr style="height:4.85pt">
  <td style="width:333.4pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 0cm 0cm 0cm;height:4.85pt">
  <p class="MsoNormal"><span style="mso-bookmark:_Hlk3196057"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black">Brent Ural spread (USD/hordó)<sup>(5)</sup></span></span></p>
  </td>
  
  <td style="width:58.95pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  background:lightgrey;padding:0cm 0cm 0cm 0cm;&#xD;&#xA;  height:4.85pt">
  <p class="MsoNormal" style="text-align:center"><span style="mso-bookmark:_Hlk3196057"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;color:black;  ">-3,6</span></span><span style="mso-bookmark:_Hlk3196057"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black"></span></span></p>
  </td>
  
  <td style="width:58.95pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 0cm 0cm 0cm;height:4.85pt">
  <p class="MsoNormal" style="text-align:center"><span style="mso-bookmark:_Hlk3196057"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;color:black;  ">-10,0</span></span><span style="mso-bookmark:_Hlk3196057"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black"></span></span></p>
  </td>
  
  <td style="width:49.8pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 0cm 0cm 0cm;height:4.85pt">
  <p class="MsoNormal" style="text-align:center"><span style="mso-bookmark:_Hlk3196057"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;color:black;  ">-63</span></span><span style="mso-bookmark:_Hlk3196057"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black"></span></span></p>
  </td>
  
 </tr>
 <tr style="height:2.95pt">
  <td style="width:333.4pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 0cm 0cm 0cm;height:2.95pt">
  <p class="MsoNormal"><span style="mso-bookmark:_Hlk3196057"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black">TTF month ahead gáz ár (EUR/MWh)</span></span></p>
  </td>
  
  <td style="width:58.95pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  background:lightgrey;padding:0cm 0cm 0cm 0cm;&#xD;&#xA;  height:2.95pt">
  <p class="MsoNormal" style="text-align:center"><span style="mso-bookmark:_Hlk3196057"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;color:black;  ">34,6</span></span><span style="mso-bookmark:_Hlk3196057"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black"></span></span></p>
  </td>
  
  <td style="width:58.95pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 0cm 0cm 0cm;height:2.95pt">
  <p class="MsoNormal" style="text-align:center"><span style="mso-bookmark:_Hlk3196057"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;color:black;  ">41,3</span></span><span style="mso-bookmark:_Hlk3196057"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black"></span></span></p>
  </td>
  
  <td style="width:49.8pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 0cm 0cm 0cm;height:2.95pt">
  <p class="MsoNormal" style="text-align:center"><span style="mso-bookmark:_Hlk3196057"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;color:black;  ">-16</span></span><span style="mso-bookmark:_Hlk3196057"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black"></span></span></p>
  </td>
  
 </tr>
 <tr style="height:8.1pt">
  <td style="width:333.4pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 0cm 0cm 0cm;height:8.1pt">
  <p class="MsoNormal"><span style="mso-bookmark:_Hlk3196057"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black">95-ös ólmozatlan benzin 10 ppm (USD/t)<sup>(11)</sup><i>
  </i></span></span></p>
  </td>
  
  <td style="width:58.95pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  background:lightgrey;padding:0cm 0cm 0cm 0cm;&#xD;&#xA;  height:8.1pt">
  <p class="MsoNormal" style="text-align:center"><span style="mso-bookmark:_Hlk3196057"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;color:black;  ">789,0</span></span><span style="mso-bookmark:_Hlk3196057"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black"></span></span></p>
  </td>
  
  <td style="width:58.95pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 0cm 0cm 0cm;height:8.1pt">
  <p class="MsoNormal" style="text-align:center"><span style="mso-bookmark:_Hlk3196057"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;color:black;  ">856,4</span></span><span style="mso-bookmark:_Hlk3196057"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black"></span></span></p>
  </td>
  
  <td style="width:49.8pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 0cm 0cm 0cm;height:8.1pt">
  <p class="MsoNormal" style="text-align:center"><span style="mso-bookmark:_Hlk3196057"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;color:black;  ">-8</span></span><span style="mso-bookmark:_Hlk3196057"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black"></span></span></p>
  </td>
  
 </tr>
 <tr style="height:8.1pt">
  <td style="width:333.4pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 0cm 0cm 0cm;height:8.1pt">
  <p class="MsoNormal"><span style="mso-bookmark:_Hlk3196057"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black">Gázolaj – ULSD 10 ppm (USD/t)<sup>(12)</sup></span></span></p>
  </td>
  
  <td style="width:58.95pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  background:lightgrey;padding:0cm 0cm 0cm 0cm;&#xD;&#xA;  height:8.1pt">
  <p class="MsoNormal" style="text-align:center"><span style="mso-bookmark:_Hlk3196057"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;color:black;  ">748,4</span></span><span style="mso-bookmark:_Hlk3196057"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black"></span></span></p>
  </td>
  
  <td style="width:58.95pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 0cm 0cm 0cm;height:8.1pt">
  <p class="MsoNormal" style="text-align:center"><span style="mso-bookmark:_Hlk3196057"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;color:black;  ">828,9</span></span><span style="mso-bookmark:_Hlk3196057"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black"></span></span></p>
  </td>
  
  <td style="width:49.8pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 0cm 0cm 0cm;height:8.1pt">
  <p class="MsoNormal" style="text-align:center"><span style="mso-bookmark:_Hlk3196057"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;color:black;  ">-10</span></span><span style="mso-bookmark:_Hlk3196057"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black"></span></span></p>
  </td>
  
 </tr>
 <tr style="height:8.1pt">
  <td style="width:333.4pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 0cm 0cm 0cm;height:8.1pt">
  <p class="MsoNormal"><span style="mso-bookmark:_Hlk3196057"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black">Vegyipari benzin (USD/t)<sup>(12)</sup></span></span></p>
  </td>
  
  <td style="width:58.95pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  background:lightgrey;padding:0cm 0cm 0cm 0cm;&#xD;&#xA;  height:8.1pt">
  <p class="MsoNormal" style="text-align:center"><span style="mso-bookmark:_Hlk3196057"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;color:black;  ">622,3</span></span><span style="mso-bookmark:_Hlk3196057"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black"></span></span></p>
  </td>
  
  <td style="width:58.95pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 0cm 0cm 0cm;height:8.1pt">
  <p class="MsoNormal" style="text-align:center"><span style="mso-bookmark:_Hlk3196057"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;color:black;  ">602,9</span></span><span style="mso-bookmark:_Hlk3196057"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black"></span></span></p>
  </td>
  
  <td style="width:49.8pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 0cm 0cm 0cm;height:8.1pt">
  <p class="MsoNormal" style="text-align:center"><span style="mso-bookmark:_Hlk3196057"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;color:black;  ">3</span></span><span style="mso-bookmark:_Hlk3196057"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black"></span></span></p>
  </td>
  
 </tr>
 <tr style="height:8.1pt">
  <td style="width:333.4pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 0cm 0cm 0cm;height:8.1pt">
  <p class="MsoNormal"><span style="mso-bookmark:_Hlk3196057"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black">Fűtőolaj 3,5<span style=" display: inline-block"> 
  </span>(USD/t)<sup>(12)</sup></span></span></p>
  </td>
  
  <td style="width:58.95pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  background:lightgrey;padding:0cm 0cm 0cm 0cm;&#xD;&#xA;  height:8.1pt">
  <p class="MsoNormal" style="text-align:center"><span style="mso-bookmark:_Hlk3196057"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;color:black;  ">444,1</span></span><span style="mso-bookmark:_Hlk3196057"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black"></span></span></p>
  </td>
  
  <td style="width:58.95pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 0cm 0cm 0cm;height:8.1pt">
  <p class="MsoNormal" style="text-align:center"><span style="mso-bookmark:_Hlk3196057"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;color:black;  ">427,4</span></span><span style="mso-bookmark:_Hlk3196057"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black"></span></span></p>
  </td>
  
  <td style="width:49.8pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 0cm 0cm 0cm;height:8.1pt">
  <p class="MsoNormal" style="text-align:center"><span style="mso-bookmark:_Hlk3196057"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;color:black;  ">4</span></span><span style="mso-bookmark:_Hlk3196057"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black"></span></span></p>
  </td>
  
 </tr>
 <tr style="height:8.1pt">
  <td style="width:333.4pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 0cm 0cm 0cm;height:8.1pt">
  <p class="MsoNormal"><span style="mso-bookmark:_Hlk3196057"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black">Crack spread – ólmozatlan benzin (USD/t)<sup>(11)</sup></span></span></p>
  </td>
  
  <td style="width:58.95pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  background:lightgrey;padding:0cm 0cm 0cm 0cm;&#xD;&#xA;  height:8.1pt">
  <p class="MsoNormal" style="text-align:center"><span style="mso-bookmark:_Hlk3196057"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;color:black;  ">178,1</span></span><span style="mso-bookmark:_Hlk3196057"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black"></span></span></p>
  </td>
  
  <td style="width:58.95pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 0cm 0cm 0cm;height:8.1pt">
  <p class="MsoNormal" style="text-align:center"><span style="mso-bookmark:_Hlk3196057"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;color:black;  ">231,2</span></span><span style="mso-bookmark:_Hlk3196057"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black"></span></span></p>
  </td>
  
  <td style="width:49.8pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 0cm 0cm 0cm;height:8.1pt">
  <p class="MsoNormal" style="text-align:center"><span style="mso-bookmark:_Hlk3196057"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;color:black;  ">-23</span></span><span style="mso-bookmark:_Hlk3196057"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black"></span></span></p>
  </td>
  
 </tr>
 <tr style="height:8.1pt">
  <td style="width:333.4pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 0cm 0cm 0cm;height:8.1pt">
  <p class="MsoNormal"><span style="mso-bookmark:_Hlk3196057"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black">Crack spread – gázolaj (USD/t)<sup>(11)</sup></span></span></p>
  </td>
  
  <td style="width:58.95pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  background:lightgrey;padding:0cm 0cm 0cm 0cm;&#xD;&#xA;  height:8.1pt">
  <p class="MsoNormal" style="text-align:center"><span style="mso-bookmark:_Hlk3196057"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;color:black;  ">137,5</span></span><span style="mso-bookmark:_Hlk3196057"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black"></span></span></p>
  </td>
  
  <td style="width:58.95pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 0cm 0cm 0cm;height:8.1pt">
  <p class="MsoNormal" style="text-align:center"><span style="mso-bookmark:_Hlk3196057"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;color:black;  ">203,7</span></span><span style="mso-bookmark:_Hlk3196057"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black"></span></span></p>
  </td>
  
  <td style="width:49.8pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 0cm 0cm 0cm;height:8.1pt">
  <p class="MsoNormal" style="text-align:center"><span style="mso-bookmark:_Hlk3196057"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;color:black;  ">-32</span></span><span style="mso-bookmark:_Hlk3196057"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black"></span></span></p>
  </td>
  
 </tr>
 <tr style="height:8.1pt">
  <td style="width:333.4pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 0cm 0cm 0cm;height:8.1pt">
  <p class="MsoNormal"><span style="mso-bookmark:_Hlk3196057"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black">Crack spread – vegyipari benzin (USD/t)<sup>(11)</sup></span></span></p>
  </td>
  
  <td style="width:58.95pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  background:lightgrey;padding:0cm 0cm 0cm 0cm;&#xD;&#xA;  height:8.1pt">
  <p class="MsoNormal" style="text-align:center"><span style="mso-bookmark:_Hlk3196057"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;color:black;  ">11,3</span></span><span style="mso-bookmark:_Hlk3196057"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black"></span></span></p>
  </td>
  
  <td style="width:58.95pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 0cm 0cm 0cm;height:8.1pt">
  <p class="MsoNormal" style="text-align:center"><span style="mso-bookmark:_Hlk3196057"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;color:black;  ">-22,3</span></span><span style="mso-bookmark:_Hlk3196057"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black"></span></span></p>
  </td>
  
  <td style="width:49.8pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 0cm 0cm 0cm;height:8.1pt">
  <p class="MsoNormal" style="text-align:center"><span style="mso-bookmark:_Hlk3196057"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;color:black;  ">n.a.</span></span><span style="mso-bookmark:_Hlk3196057"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black"></span></span></p>
  </td>
  
 </tr>
 <tr style="height:4.75pt">
  <td style="width:333.4pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 0cm 0cm 0cm;height:4.75pt">
  <p class="MsoNormal"><span style="mso-bookmark:_Hlk3196057"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black">Crack spread – fűtőolaj 3,5 (USD/t)<sup>(11)</sup></span></span></p>
  </td>
  
  <td style="width:58.95pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  background:lightgrey;padding:0cm 0cm 0cm 0cm;&#xD;&#xA;  height:4.75pt">
  <p class="MsoNormal" style="text-align:center"><span style="mso-bookmark:_Hlk3196057"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;color:black;  ">-166,8</span></span><span style="mso-bookmark:_Hlk3196057"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black"></span></span></p>
  </td>
  
  <td style="width:58.95pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 0cm 0cm 0cm;height:4.75pt">
  <p class="MsoNormal" style="text-align:center"><span style="mso-bookmark:_Hlk3196057"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;color:black;  ">-197,7</span></span><span style="mso-bookmark:_Hlk3196057"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black"></span></span></p>
  </td>
  
  <td style="width:49.8pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 0cm 0cm 0cm;height:4.75pt">
  <p class="MsoNormal" style="text-align:center"><span style="mso-bookmark:_Hlk3196057"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;color:black;  ">-16</span></span><span style="mso-bookmark:_Hlk3196057"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black"></span></span></p>
  </td>
  
 </tr>
 <tr style="height:8.1pt">
  <td style="width:333.4pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 0cm 0cm 0cm;height:8.1pt">
  <p class="MsoNormal"><span style="mso-bookmark:_Hlk3196057"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black">Crack spread – prémium ólmozatlan benzin (USD/hordó)<sup>(11)</sup></span></span></p>
  </td>
  
  <td style="width:58.95pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  background:lightgrey;padding:0cm 0cm 0cm 0cm;&#xD;&#xA;  height:8.1pt">
  <p class="MsoNormal" style="text-align:center"><span style="mso-bookmark:_Hlk3196057"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;color:black;  ">14,0</span></span><span style="mso-bookmark:_Hlk3196057"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black"></span></span></p>
  </td>
  
  <td style="width:58.95pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 0cm 0cm 0cm;height:8.1pt">
  <p class="MsoNormal" style="text-align:center"><span style="mso-bookmark:_Hlk3196057"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;color:black;  ">20,2</span></span><span style="mso-bookmark:_Hlk3196057"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black"></span></span></p>
  </td>
  
  <td style="width:49.8pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 0cm 0cm 0cm;height:8.1pt">
  <p class="MsoNormal" style="text-align:center"><span style="mso-bookmark:_Hlk3196057"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;color:black;  ">-31</span></span><span style="mso-bookmark:_Hlk3196057"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black"></span></span></p>
  </td>
  
 </tr>
 <tr style="height:8.1pt">
  <td style="width:333.4pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 0cm 0cm 0cm;height:8.1pt">
  <p class="MsoNormal"><span style="mso-bookmark:_Hlk3196057"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black">Crack spread – gázolaj (USD/hordó)<sup>(11)</sup></span></span></p>
  </td>
  
  <td style="width:58.95pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  background:lightgrey;padding:0cm 0cm 0cm 0cm;&#xD;&#xA;  height:8.1pt">
  <p class="MsoNormal" style="text-align:center"><span style="mso-bookmark:_Hlk3196057"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;color:black;  ">19,7</span></span><span style="mso-bookmark:_Hlk3196057"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black"></span></span></p>
  </td>
  
  <td style="width:58.95pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 0cm 0cm 0cm;height:8.1pt">
  <p class="MsoNormal" style="text-align:center"><span style="mso-bookmark:_Hlk3196057"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;color:black;  ">28,6</span></span><span style="mso-bookmark:_Hlk3196057"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black"></span></span></p>
  </td>
  
  <td style="width:49.8pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 0cm 0cm 0cm;height:8.1pt">
  <p class="MsoNormal" style="text-align:center"><span style="mso-bookmark:_Hlk3196057"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;color:black;  ">-31</span></span><span style="mso-bookmark:_Hlk3196057"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black"></span></span></p>
  </td>
  
 </tr>
 <tr style="height:8.1pt">
  <td style="width:333.4pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 0cm 0cm 0cm;height:8.1pt">
  <p class="MsoNormal"><span style="mso-bookmark:_Hlk3196057"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black">Crack spread – vegyipari benzin (USD/hordó)<sup>(12)</sup></span></span></p>
  </td>
  
  <td style="width:58.95pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  background:lightgrey;padding:0cm 0cm 0cm 0cm;&#xD;&#xA;  height:8.1pt">
  <p class="MsoNormal" style="text-align:center"><span style="mso-bookmark:_Hlk3196057"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;color:black;  ">-10,8</span></span><span style="mso-bookmark:_Hlk3196057"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black"></span></span></p>
  </td>
  
  <td style="width:58.95pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 0cm 0cm 0cm;height:8.1pt">
  <p class="MsoNormal" style="text-align:center"><span style="mso-bookmark:_Hlk3196057"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;color:black;  ">-14,9</span></span><span style="mso-bookmark:_Hlk3196057"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black"></span></span></p>
  </td>
  
  <td style="width:49.8pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 0cm 0cm 0cm;height:8.1pt">
  <p class="MsoNormal" style="text-align:center"><span style="mso-bookmark:_Hlk3196057"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;color:black;  ">-28</span></span><span style="mso-bookmark:_Hlk3196057"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black"></span></span></p>
  </td>
  
 </tr>
 <tr style="height:8.1pt">
  <td style="width:333.4pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 0cm 0cm 0cm;height:8.1pt">
  <p class="MsoNormal"><span style="mso-bookmark:_Hlk3196057"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black">Crack spread – fűtőolaj 3,5 (USD/hordó)<sup>(12)</sup></span></span></p>
  </td>
  
  <td style="width:58.95pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  background:lightgrey;padding:0cm 0cm 0cm 0cm;&#xD;&#xA;  height:8.1pt">
  <p class="MsoNormal" style="text-align:center"><span style="mso-bookmark:_Hlk3196057"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;color:black;  ">-10,6</span></span><span style="mso-bookmark:_Hlk3196057"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black"></span></span></p>
  </td>
  
  <td style="width:58.95pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 0cm 0cm 0cm;height:8.1pt">
  <p class="MsoNormal" style="text-align:center"><span style="mso-bookmark:_Hlk3196057"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;color:black;  ">-15,1</span></span><span style="mso-bookmark:_Hlk3196057"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black"></span></span></p>
  </td>
  
  <td style="width:49.8pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 0cm 0cm 0cm;height:8.1pt">
  <p class="MsoNormal" style="text-align:center"><span style="mso-bookmark:_Hlk3196057"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;color:black;  ">-30</span></span><span style="mso-bookmark:_Hlk3196057"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black"></span></span></p>
  </td>
  
 </tr>
 <tr style="height:8.1pt">
  <td style="width:333.4pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 0cm 0cm 0cm;height:8.1pt">
  <p class="MsoNormal"><span style="mso-bookmark:_Hlk3196057"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black">Csoportszintű finomítói árrés (USD/hordó)<sup>
  (10)</sup></span></span></p>
  </td>
  
  <td style="width:58.95pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  background:lightgrey;padding:0cm 0cm 0cm 0cm;&#xD;&#xA;  height:8.1pt">
  <p class="MsoNormal" style="text-align:center"><span style="mso-bookmark:_Hlk3196057"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;color:black;  ">6,1</span></span><span style="mso-bookmark:_Hlk3196057"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black"></span></span></p>
  </td>
  
  <td style="width:58.95pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 0cm 0cm 0cm;height:8.1pt">
  <p class="MsoNormal" style="text-align:center"><span style="mso-bookmark:_Hlk3196057"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;color:black;  ">9,0</span></span><span style="mso-bookmark:_Hlk3196057"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black"></span></span></p>
  </td>
  
  <td style="width:49.8pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 0cm 0cm 0cm;height:8.1pt">
  <p class="MsoNormal" style="text-align:center"><span style="mso-bookmark:_Hlk3196057"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;color:black;  ">-32</span></span><span style="mso-bookmark:_Hlk3196057"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black"></span></span></p>
  </td>
  
 </tr>
 <tr style="height:8.1pt">
  <td style="width:333.4pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 0cm 0cm 0cm;height:8.1pt">
  <p class="MsoNormal"><span style="mso-bookmark:_Hlk3196057"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black">Komplex finomítói árrés (MOL + Slovnaft) (USD/hordó)<sup>
  (10)</sup></span></span></p>
  </td>
  
  <td style="width:58.95pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  background:lightgrey;padding:0cm 0cm 0cm 0cm;&#xD;&#xA;  height:8.1pt">
  <p class="MsoNormal" style="text-align:center"><span style="mso-bookmark:_Hlk3196057"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;color:black;  ">6,4</span></span><span style="mso-bookmark:_Hlk3196057"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black"></span></span></p>
  </td>
  
  <td style="width:58.95pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 0cm 0cm 0cm;height:8.1pt">
  <p class="MsoNormal" style="text-align:center"><span style="mso-bookmark:_Hlk3196057"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;color:black;  ">9,3</span></span><span style="mso-bookmark:_Hlk3196057"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black"></span></span></p>
  </td>
  
  <td style="width:49.8pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 0cm 0cm 0cm;height:8.1pt">
  <p class="MsoNormal" style="text-align:center"><span style="mso-bookmark:_Hlk3196057"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;color:black;  ">-31</span></span><span style="mso-bookmark:_Hlk3196057"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black"></span></span></p>
  </td>
  
 </tr>
 <tr style="height:8.1pt">
  <td style="width:333.4pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 0cm 0cm 0cm;height:8.1pt">
  <p class="MsoNormal"><span style="mso-bookmark:_Hlk3196057"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black">Etilén (EUR/t)</span></span></p>
  </td>
  
  <td style="width:58.95pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  background:lightgrey;padding:0cm 0cm 0cm 0cm;&#xD;&#xA;  height:8.1pt">
  <p class="MsoNormal" style="text-align:center"><span style="mso-bookmark:_Hlk3196057"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;color:black;  ">1.216,7</span></span><span style="mso-bookmark:_Hlk3196057"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black"></span></span></p>
  </td>
  
  <td style="width:58.95pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 0cm 0cm 0cm;height:8.1pt">
  <p class="MsoNormal" style="text-align:center"><span style="mso-bookmark:_Hlk3196057"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;color:black;  ">1.205,8</span></span><span style="mso-bookmark:_Hlk3196057"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black"></span></span></p>
  </td>
  
  <td style="width:49.8pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 0cm 0cm 0cm;height:8.1pt">
  <p class="MsoNormal" style="text-align:center"><span style="mso-bookmark:_Hlk3196057"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;color:black;  ">1</span></span><span style="mso-bookmark:_Hlk3196057"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black"></span></span></p>
  </td>
  
 </tr>
 <tr style="height:8.1pt">
  <td style="width:333.4pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 0cm 0cm 0cm;height:8.1pt">
  <p class="MsoNormal"><span style="mso-bookmark:_Hlk3196057"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black">Butadién-vegyipari benzin spread (EUR/t)</span></span></p>
  </td>
  
  <td style="width:58.95pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  background:lightgrey;padding:0cm 0cm 0cm 0cm;&#xD;&#xA;  height:8.1pt">
  <p class="MsoNormal" style="text-align:center"><span style="mso-bookmark:_Hlk3196057"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;color:black;  ">383,8</span></span><span style="mso-bookmark:_Hlk3196057"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black"></span></span></p>
  </td>
  
  <td style="width:58.95pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 0cm 0cm 0cm;height:8.1pt">
  <p class="MsoNormal" style="text-align:center"><span style="mso-bookmark:_Hlk3196057"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;color:black;  ">291,8</span></span><span style="mso-bookmark:_Hlk3196057"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black"></span></span></p>
  </td>
  
  <td style="width:49.8pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 0cm 0cm 0cm;height:8.1pt">
  <p class="MsoNormal" style="text-align:center"><span style="mso-bookmark:_Hlk3196057"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;color:black;  ">32</span></span><span style="mso-bookmark:_Hlk3196057"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black"></span></span></p>
  </td>
  
 </tr>
 <tr style="height:8.1pt">
  <td style="width:333.4pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 0cm 0cm 0cm;height:8.1pt">
  <p class="MsoNormal"><span style="mso-bookmark:_Hlk3196057"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black">Csoportszintű vátlozó petrolkémiai árrés (EUR/t)<sup>
  (9)</sup></span></span></p>
  </td>
  
  <td style="width:58.95pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  background:lightgrey;padding:0cm 0cm 0cm 0cm;&#xD;&#xA;  height:8.1pt">
  <p class="MsoNormal" style="text-align:center"><span style="mso-bookmark:_Hlk3196057"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;color:black;  ">206</span></span><span style="mso-bookmark:_Hlk3196057"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black"></span></span></p>
  </td>
  
  <td style="width:58.95pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 0cm 0cm 0cm;height:8.1pt">
  <p class="MsoNormal" style="text-align:center"><span style="mso-bookmark:_Hlk3196057"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;color:black;  ">144</span></span><span style="mso-bookmark:_Hlk3196057"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black"></span></span></p>
  </td>
  
  <td style="width:49.8pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 0cm 0cm 0cm;height:8.1pt">
  <p class="MsoNormal" style="text-align:center"><span style="mso-bookmark:_Hlk3196057"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;color:black;  ">44</span></span><span style="mso-bookmark:_Hlk3196057"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black"></span></span></p>
  </td>
  
 </tr>
 <tr style="height:8.1pt">
  <td style="width:333.4pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 0cm 0cm 0cm;height:8.1pt">
  <p class="MsoNormal"><span style="mso-bookmark:_Hlk3196057"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black">HUF/USD átlag</span></span></p>
  </td>
  
  <td style="width:58.95pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  background:lightgrey;padding:0cm 0cm 0cm 0cm;&#xD;&#xA;  height:8.1pt">
  <p class="MsoNormal" style="text-align:center"><span style="mso-bookmark:_Hlk3196057"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;color:black;  ">365,2</span></span><span style="mso-bookmark:_Hlk3196057"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black"></span></span></p>
  </td>
  
  <td style="width:58.95pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 0cm 0cm 0cm;height:8.1pt">
  <p class="MsoNormal" style="text-align:center"><span style="mso-bookmark:_Hlk3196057"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;color:black;  ">353,3</span></span><span style="mso-bookmark:_Hlk3196057"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black"></span></span></p>
  </td>
  
  <td style="width:49.8pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 0cm 0cm 0cm;height:8.1pt">
  <p class="MsoNormal" style="text-align:center"><span style="mso-bookmark:_Hlk3196057"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;color:black;  ">3</span></span><span style="mso-bookmark:_Hlk3196057"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black"></span></span></p>
  </td>
  
 </tr>
 <tr style="height:8.1pt">
  <td style="width:333.4pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 0cm 0cm 0cm;height:8.1pt">
  <p class="MsoNormal"><span style="mso-bookmark:_Hlk3196057"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black">HUF/EUR átlag</span></span></p>
  </td>
  
  <td style="width:58.95pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  background:lightgrey;padding:0cm 0cm 0cm 0cm;&#xD;&#xA;  height:8.1pt">
  <p class="MsoNormal" style="text-align:center"><span style="mso-bookmark:_Hlk3196057"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;color:black;  ">395,2</span></span><span style="mso-bookmark:_Hlk3196057"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black"></span></span></p>
  </td>
  
  <td style="width:58.95pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 0cm 0cm 0cm;height:8.1pt">
  <p class="MsoNormal" style="text-align:center"><span style="mso-bookmark:_Hlk3196057"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;color:black;  ">382,0</span></span><span style="mso-bookmark:_Hlk3196057"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black"></span></span></p>
  </td>
  
  <td style="width:49.8pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 0cm 0cm 0cm;height:8.1pt">
  <p class="MsoNormal" style="text-align:center"><span style="mso-bookmark:_Hlk3196057"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;color:black;  ">3</span></span><span style="mso-bookmark:_Hlk3196057"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black"></span></span></p>
  </td>
  
 </tr>
 <tr style="height:8.1pt">
  <td style="width:333.4pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 0cm 0cm 0cm;height:8.1pt">
  <p class="MsoNormal"><span style="mso-bookmark:_Hlk3196057"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black">O/N USD SOFR (%)</span></span></p>
  </td>
  
  <td style="width:58.95pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  background:lightgrey;padding:0cm 0cm 0cm 0cm;&#xD;&#xA;  height:8.1pt">
  <p class="MsoNormal" style="text-align:center"><span style="mso-bookmark:_Hlk3196057"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;color:black;  ">5,1</span></span><span style="mso-bookmark:_Hlk3196057"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black"></span></span></p>
  </td>
  
  <td style="width:58.95pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 0cm 0cm 0cm;height:8.1pt">
  <p class="MsoNormal" style="text-align:center"><span style="mso-bookmark:_Hlk3196057"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;color:black;  ">5,0</span></span><span style="mso-bookmark:_Hlk3196057"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black"></span></span></p>
  </td>
  
  <td style="width:49.8pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 0cm 0cm 0cm;height:8.1pt">
  <p class="MsoNormal" style="text-align:center"><span style="mso-bookmark:_Hlk3196057"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;color:black;  ">2</span></span><span style="mso-bookmark:_Hlk3196057"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black"></span></span></p>
  </td>
  
 </tr>
 <tr style="height:2.95pt">
  <td style="width:333.4pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 0cm 0cm 0cm;height:2.95pt">
  <p class="MsoNormal"><span style="mso-bookmark:_Hlk3196057"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black">3 havi EURIBOR (%)</span></span></p>
  </td>
  
  <td style="width:58.95pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  background:lightgrey;padding:0cm 0cm 0cm 0cm;&#xD;&#xA;  height:2.95pt">
  <p class="MsoNormal" style="text-align:center"><span style="mso-bookmark:_Hlk3196057"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;color:black;  ">3,6</span></span><span style="mso-bookmark:_Hlk3196057"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black"></span></span></p>
  </td>
  
  <td style="width:58.95pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 0cm 0cm 0cm;height:2.95pt">
  <p class="MsoNormal" style="text-align:center"><span style="mso-bookmark:_Hlk3196057"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;color:black;  ">3,4</span></span><span style="mso-bookmark:_Hlk3196057"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black"></span></span></p>
  </td>
  
  <td style="width:49.8pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 0cm 0cm 0cm;height:2.95pt">
  <p class="MsoNormal" style="text-align:center"><span style="mso-bookmark:_Hlk3196057"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;color:black;  ">6</span></span><span style="mso-bookmark:_Hlk3196057"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black"></span></span></p>
  </td>
  
 </tr>
 <tr style="height:8.1pt">
  <td style="width:333.4pt;border:none;border-bottom:solid windowtext 1.0pt;&#xD;&#xA;  padding:0cm 0cm 0cm 0cm;&#xD;&#xA;  height:8.1pt">
  <p class="MsoNormal" style="text-align:justify"><span style="mso-bookmark:_Hlk3196057"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black">3 havi BUBOR (%)</span></span></p>
  </td>
  
  <td style="width:58.95pt;border:none;border-bottom:solid windowtext 1.0pt;&#xD;&#xA;  background:lightgrey;padding:&#xD;&#xA;  0cm 0cm 0cm 0cm;height:8.1pt">
  <p class="MsoNormal" style="text-align:center"><span style="mso-bookmark:_Hlk3196057"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;color:black;  ">7,3</span></span><span style="mso-bookmark:_Hlk3196057"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black"></span></span></p>
  </td>
  
  <td style="width:58.95pt;border:none;border-bottom:solid windowtext 1.0pt;&#xD;&#xA;  padding:0cm 0cm 0cm 0cm;&#xD;&#xA;  height:8.1pt">
  <p class="MsoNormal" style="text-align:center"><span style="mso-bookmark:_Hlk3196057"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;color:black;  ">14,3</span></span><span style="mso-bookmark:_Hlk3196057"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black"></span></span></p>
  </td>
  
  <td style="width:49.8pt;border:none;border-bottom:solid windowtext 1.0pt;&#xD;&#xA;  padding:0cm 0cm 0cm 0cm;&#xD;&#xA;  height:8.1pt">
  <p class="MsoNormal" style="text-align:center"><span style="mso-bookmark:_Hlk3196057"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;color:black;  ">-49</span></span><span style="mso-bookmark:_Hlk3196057"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black"></span></span></p>
  </td>
  
 </tr>
 <tr style="height:6.65pt">
  <td style="vertical-align:bottom;width:333.4pt;padding:0cm 0cm 0cm 0cm;&#xD;&#xA;  height:6.65pt"><span style="mso-bookmark:_Hlk3196057"></span></td>
  
  <td style="vertical-align:bottom;padding:0cm 0cm 0cm 0cm;height:6.65pt"><span style="mso-bookmark:_Hlk3196057"></span></td>
  
  <td style="vertical-align:bottom;padding:0cm 0cm 0cm 0cm;height:6.65pt"><span style="mso-bookmark:_Hlk3196057"></span></td>
  
  <td style="vertical-align:bottom;padding:0cm 0cm 0cm 0cm;height:6.65pt"><span style="mso-bookmark:_Hlk3196057"></span></td>
  
 </tr>
 <tr style="height:10.55pt">
  <td style="width:333.4pt;border-top:solid windowtext 1.0pt;&#xD;&#xA;  border-left:none;border-bottom:solid windowtext 1.0pt;border-right:none;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 0cm 0cm 0cm;height:10.55pt">
  <p class="MsoNormal"><span style="mso-bookmark:_Hlk3196057"><b><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black">Külső tényezők (év végi záró)</span></b></span></p>
  </td>
  
  <td style="width:58.95pt;border-top:solid windowtext 1.0pt;&#xD;&#xA;  border-left:none;border-bottom:solid windowtext 1.0pt;border-right:none;&#xD;&#xA;  &#xD;&#xA;  background:lightgrey;padding:0cm 0cm 0cm 0cm;height:10.55pt">
  <p class="MsoNormal" style="text-align:center"><span style="mso-bookmark:_Hlk3196057"><b><span style="  line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black">2023.
  év</span></b></span></p>
  </td>
  
  <td style="width:58.95pt;border-top:solid windowtext 1.0pt;&#xD;&#xA;  border-left:none;border-bottom:solid windowtext 1.0pt;border-right:none;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 0cm 0cm 0cm;height:10.55pt">
  <p class="MsoNormal" style="text-align:center"><span style="mso-bookmark:_Hlk3196057"><b><span style="  line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black">2022.
  év</span></b></span></p>
  </td>
  
  <td style="width:49.8pt;border-top:solid windowtext 1.0pt;&#xD;&#xA;  border-left:none;border-bottom:solid windowtext 1.0pt;border-right:none;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 0cm 0cm 0cm;height:10.55pt">
  <p class="MsoNormal" style="text-align:center"><span style="mso-bookmark:_Hlk3196057"><b><span style="  line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black">Vált.
  %</span></b></span></p>
  </td>
  
 </tr>
 <tr style="height:8.1pt">
  <td style="width:333.4pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 0cm 0cm 0cm;height:8.1pt">
  <p class="MsoNormal"><span style="mso-bookmark:_Hlk3196057"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black">Brent záró (USD/bbl)</span></span></p>
  </td>
  
  <td style="width:58.95pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  background:lightgrey;padding:0cm 0cm 0cm 0cm;&#xD;&#xA;  height:8.1pt">
  <p class="MsoNormal" style="text-align:center"><span style="mso-bookmark:_Hlk3196057"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;color:black;  ">74,6</span></span><span style="mso-bookmark:_Hlk3196057"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black"></span></span></p>
  </td>
  
  <td style="width:58.95pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 0cm 0cm 0cm;height:8.1pt">
  <p class="MsoNormal" style="text-align:center"><span style="mso-bookmark:_Hlk3196057"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;color:black;  ">77,6</span></span><span style="mso-bookmark:_Hlk3196057"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black"></span></span></p>
  </td>
  
  <td style="width:49.8pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 0cm 0cm 0cm;height:8.1pt">
  <p class="MsoNormal" style="text-align:center"><span style="mso-bookmark:_Hlk3196057"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;color:black;  ">-4</span></span><span style="mso-bookmark:_Hlk3196057"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black"></span></span></p>
  </td>
  
 </tr>
 <tr style="height:8.1pt">
  <td style="width:333.4pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 0cm 0cm 0cm;height:8.1pt">
  <p class="MsoNormal"><span style="mso-bookmark:_Hlk3196057"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black">HUF/USD záró</span></span></p>
  </td>
  
  <td style="width:58.95pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  background:lightgrey;padding:0cm 0cm 0cm 0cm;&#xD;&#xA;  height:8.1pt">
  <p class="MsoNormal" style="text-align:center"><span style="mso-bookmark:_Hlk3196057"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;color:black;  ">393,6</span></span><span style="mso-bookmark:_Hlk3196057"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black"></span></span></p>
  </td>
  
  <td style="width:58.95pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 0cm 0cm 0cm;height:8.1pt">
  <p class="MsoNormal" style="text-align:center"><span style="mso-bookmark:_Hlk3196057"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;color:black;  ">346,4</span></span><span style="mso-bookmark:_Hlk3196057"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black"></span></span></p>
  </td>
  
  <td style="width:49.8pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 0cm 0cm 0cm;height:8.1pt">
  <p class="MsoNormal" style="text-align:center"><span style="mso-bookmark:_Hlk3196057"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;color:black;  ">14</span></span><span style="mso-bookmark:_Hlk3196057"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black"></span></span></p>
  </td>
  
 </tr>
 <tr style="height:8.1pt">
  <td style="width:333.4pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 0cm 0cm 0cm;height:8.1pt">
  <p class="MsoNormal"><span style="mso-bookmark:_Hlk3196057"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black">HUF/EUR záró</span></span></p>
  </td>
  
  <td style="width:58.95pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  background:lightgrey;padding:0cm 0cm 0cm 0cm;&#xD;&#xA;  height:8.1pt">
  <p class="MsoNormal" style="text-align:center"><span style="mso-bookmark:_Hlk3196057"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;color:black;  ">410,1</span></span><span style="mso-bookmark:_Hlk3196057"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black"></span></span></p>
  </td>
  
  <td style="width:58.95pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 0cm 0cm 0cm;height:8.1pt">
  <p class="MsoNormal" style="text-align:center"><span style="mso-bookmark:_Hlk3196057"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;color:black;  ">382,8</span></span><span style="mso-bookmark:_Hlk3196057"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black"></span></span></p>
  </td>
  
  <td style="width:49.8pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 0cm 0cm 0cm;height:8.1pt">
  <p class="MsoNormal" style="text-align:center"><span style="mso-bookmark:_Hlk3196057"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;color:black;  ">7</span></span><span style="mso-bookmark:_Hlk3196057"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black"></span></span></p>
  </td>
  
 </tr>
 <tr style="height:2.95pt">
  <td style="width:333.4pt;border:none;border-bottom:solid windowtext 1.0pt;&#xD;&#xA;  padding:0cm 0cm 0cm 0cm;&#xD;&#xA;  height:2.95pt">
  <p class="MsoNormal" style="text-align:justify"><span style="mso-bookmark:_Hlk3196057"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black">MOL részvény záró (HUF)</span></span></p>
  </td>
  
  <td style="width:58.95pt;border:none;border-bottom:solid windowtext 1.0pt;&#xD;&#xA;  background:lightgrey;padding:&#xD;&#xA;  0cm 0cm 0cm 0cm;height:2.95pt">
  <p class="MsoNormal" style="text-align:center"><span style="mso-bookmark:_Hlk3196057"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;color:black;  ">2.730</span></span><span style="mso-bookmark:_Hlk3196057"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black"></span></span></p>
  </td>
  
  <td style="width:58.95pt;border:none;border-bottom:solid windowtext 1.0pt;&#xD;&#xA;  padding:0cm 0cm 0cm 0cm;&#xD;&#xA;  height:2.95pt">
  <p class="MsoNormal" style="text-align:center"><span style="mso-bookmark:_Hlk3196057"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;color:black;  ">2.826</span></span><span style="mso-bookmark:_Hlk3196057"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black"></span></span></p>
  </td>
  
  <td style="width:49.8pt;border:none;border-bottom:solid windowtext 1.0pt;&#xD;&#xA;  padding:0cm 0cm 0cm 0cm;&#xD;&#xA;  height:2.95pt">
  <p class="MsoNormal" style="text-align:center"><span style="mso-bookmark:_Hlk3196057"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;color:black;  ">-3</span></span><span style="mso-bookmark:_Hlk3196057"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black"></span></span></p>
  </td>
  
 </tr>
</tbody></table>

<p class="MsoNormal" style="text-align:justify;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-size:7.0pt;font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;"><span> </span></span></span></p>

<p class="MsoNormal" style="text-align:justify;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-size:7.0pt;font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;">A megjegyzéseket és speciális tételeket az 1. és 2. számú
melléklet tartalmazza.</span></span></p>

<p class="MsoNormal" style="text-align:justify;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-size:7.0pt;font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;">A Külső környezetre vonatkozó <i>historikus</i>
adatok elérhetőek az éves <span style="text-decoration: underline;"><span style="color:#0563C1">Adattárban</span></span>
a Társaság honlapján</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-size:7.0pt;">.<a id="_Toc2082443"></a><a id="_Toc2241790"></a><a id="_Toc2687177"></a></span></span></p>

<p class="MsoNormal" style="text-align:justify;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-size:7.0pt;"><span> </span></span></span></p>

<i><span style="font-size:7.0pt;font-family:&quot;Calibri&quot;,sans-serif;color:#6E6E6E;">
</span></i>

<p class="MsoNormal" style="text-align:justify;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><i><span style="font-size:7.0pt;font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;color:#6E6E6E"></span></i></span></p>

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  <td style="width:13.0cm;background:#F2F2F2;padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:21.6pt">
  <p class="MsoNormal" style="text-align:center;line-height:normal"><span style="color:black;">Üzleti
  jelentés 2024</span><span style="font-size:11.0pt"></span></p>
  </td>
  <td style="width:4.0cm;background:#E30018;padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:21.6pt">
  <p class="MsoNormal" style="text-align:center;line-height:normal"><span style="font-size:10.0pt;color:white;">7</span><span style="font-size:10.0pt"></span></p>
  </td>
 </tr>
</tbody></table>

<p class="MsoHeader"><b><span> </span></b></p>

</div></div><div class="WordSection7">

<p class="MsoNormal" style="margin-left:18.0pt;text-indent:-18.0pt;"><span style="mso-bookmark:_Hlk3196057"><a id="_Toc1472172"></a><a id="_Toc1720865"></a><a id="_Toc2589745"></a><a id="_Toc129160665"></a><a id="_Toc129243816"><b><span style="font-size:9.0pt;line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;color:#E30018"><span>2.<span style="font:7.0pt &quot;Times New Roman&quot;">       
</span></span></span></b><b><span style="font-size:9.0pt;line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;color:#E30018">INTEGRÁLT
TÁRSASÁGI KOCKÁZATKEZELÉSI RENDSZER</span></b></a></span><span style="mso-bookmark:_Hlk3196057"><b><span style="font-size:9.0pt;line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;color:#E30018"></span></b></span></p>

<p class="MsoNormal" style="text-align:justify;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><b><span style="font-size:9.0pt;font-family:&#xD;&#xA;&quot;Calibri&quot;,sans-serif;color:#E30018"><span> </span></span></b></span></p>

<p class="MsoNormal" style="margin-top:6.0pt;margin-right:0cm;margin-bottom:8.0pt;margin-left:0cm;text-align:justify;"><span style="mso-bookmark:&#xD;&#xA;_Hlk3196057"><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;">A MOL Csoport magas kockázatú iparág piaci szereplőjeként elkötelezett
a magas színvonalú kockázatkezelés és a kockázatok elfogadható határokon belül
tartása iránt.</span></span></p>

<p class="MsoNormal" style="margin-top:6.0pt;margin-right:0cm;margin-bottom:8.0pt;margin-left:0cm;text-align:justify;"><span style="mso-bookmark:&#xD;&#xA;_Hlk3196057"><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;">A MOL Csoport kockázatkezelési célja, hogy az üzleti kockázatait
elfogadható szinten belül tartsa, valamint védje a vállalat változásokhoz való
alkalmazkodóképességét és fenntartható működését. Ennek érdekében a MOL Csoport
társaság-irányítási struktúrájába integráltan került kialakításra az Átfogó
Egységes Vállalati Kockázatkezelési Rendszer (ERM), mely a vállalati
értékteremtés folyamataira fókuszál, a Csoport stratégiai céljai
megvalósításának sikerét befolyásoló tényezőkre és az azokat fenyegető
veszélyekre fókuszál, továbbá az olyan kockázati eseményekre, amelyek
potenciális veszélyt jelenthetnek emberekre, vállalati eszközökre, a
környezetre vagy a vállalati hírnévre. Az ERM keretében végezzük az összes
jelentős kockázat feltárását, értékelését, kezelését és nyomon követését, a
Csoport egészére vonatkozóan: minden üzletágra, valamint funkcionális
szervezetekre, a különböző régiókra és projektekre is, több időhorizonton.</span></span></p>

<p class="MsoNormal" style="margin-top:6.0pt;margin-right:0cm;margin-bottom:8.0pt;margin-left:0cm;text-align:justify;"><span style="mso-bookmark:&#xD;&#xA;_Hlk3196057"><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;">A felső vezetői testületek, beleértve az Igazgatóság és annak
bizottságai számára készülő rendszeres kockázatkezelési jelentések biztosítják
a legnagyobb kockázatok és az átfogó kockázati profil felügyeletét, a
kontrollok és kockázatcsökkentő intézkedések meghatározásnak és
megvalósításának rendszeres felülvizsgálatát.</span></span></p>

<p class="MsoNormal" style="margin-top:6.0pt;margin-right:0cm;margin-bottom:8.0pt;margin-left:0cm;text-align:justify;"><span style="mso-bookmark:&#xD;&#xA;_Hlk3196057"><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;">A Csoport pénzügyi, működési és stratégiai kockázatokkal nézz szembe,
beleértve, de nem kizárólagosan az alábbiakat.</span></span></p>

<p class="MsoNormal" style="margin-top:6.0pt;margin-right:0cm;margin-bottom:8.0pt;margin-left:0cm;text-align:justify;"><span style="mso-bookmark:&#xD;&#xA;_Hlk3196057"><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;"><span> </span></span></span></p>

<table class="Rcsostblzat23" title="e99013ff-eddc-46ed-b0a1-9666c0b49f80" style="border-collapse:collapse;border-spacing:0;;border:none;"><thead>
  <tr style="height:12.25pt">
   <td style="width:116.4pt;border:solid windowtext 1.0pt;padding:2.9pt 2.9pt 2.9pt 2.9pt;height:12.25pt">
   <p class="MsoNormal" style="margin-bottom:8.0pt;text-align:center;&#xD;&#xA;   line-height:normal"><span style="mso-bookmark:_Hlk3196057"><a><span style="font-size:9.0pt;font-family:&quot;Calibri&quot;,sans-serif;">Kockázatok/folyamatok</span></a></span></p>
   </td>
   
   <td style="vertical-align:bottom;width:202.3pt;border:solid windowtext 1.0pt;&#xD;&#xA;   border-left:none;padding:2.9pt 2.9pt 2.9pt 2.9pt;height:12.25pt">
   <p class="MsoNormal" style="margin-bottom:8.0pt;text-align:center;&#xD;&#xA;   line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk96325240"><span style="font-size:9.0pt;font-family:&quot;Calibri&quot;,sans-serif;">Kockázat leírása</span></span></span></p>
   </td>
   
   <td style="width:191.35pt;border:solid windowtext 1.0pt;&#xD;&#xA;   border-left:none;padding:2.9pt 2.9pt 2.9pt 2.9pt;height:12.25pt">
   <p class="MsoNormal" style="margin-bottom:8.0pt;text-align:center;&#xD;&#xA;   line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk96325240"><span style="font-size:9.0pt;font-family:&quot;Calibri&quot;,sans-serif;">Kockázat mérséklésének módja</span></span></span></p>
   </td>
   
  </tr>
 </thead><tbody>
 
 <tr style="height:12.85pt">
  <td colspan="3" style="width:510.05pt;border:solid windowtext 1.0pt;&#xD;&#xA;  border-top:none;&#xD;&#xA;  padding:2.9pt 2.9pt 2.9pt 2.9pt;height:12.85pt">
  <p class="MsoNormal" style="margin-bottom:8.0pt;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk96325240"><span style="font-size:9.0pt;font-family:&#xD;&#xA;  &quot;Calibri&quot;,sans-serif;">Piaci és pénzügyi kockázatok</span></span></span></p>
  </td>
  
 </tr>
 <tr style="height:12.25pt">
  <td style="width:116.4pt;border:solid windowtext 1.0pt;border-top:&#xD;&#xA;  none;&#xD;&#xA;  padding:2.9pt 2.9pt 2.9pt 2.9pt;height:12.25pt">
  <p class="MsoNormal" style="margin-bottom:8.0pt;text-align:center;&#xD;&#xA;  line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk96325240"><span style="font-size:9.0pt;font-family:&quot;Calibri&quot;,sans-serif;">Árupiaci árkockázat</span></span></span></p>
  </td>
  
  <td style="width:202.3pt;border-top:none;border-left:none;&#xD;&#xA;  border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:2.9pt 2.9pt 2.9pt 2.9pt;&#xD;&#xA;  height:12.25pt">
  <p class="MsoNormal" style="margin-bottom:8.0pt;text-align:center;&#xD;&#xA;  line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk96325240"><span style="font-size:9.0pt;font-family:&quot;Calibri&quot;,sans-serif;">MOL-csoport mind a beszerzési, mind az értékesítési
  oldalon a nyersanyagárak árkockázatának van kitéve. A fő kockázat<span>  </span>a Csoport hosszú pozíciójából adódik a
  nyersolaj, a finomítói marzs és a petchem marzs tekintetében</span></span></span></p>
  </td>
  
  <td style="width:191.35pt;border-top:none;border-left:none;&#xD;&#xA;  border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:2.9pt 2.9pt 2.9pt 2.9pt;&#xD;&#xA;  height:12.25pt">
  <p class="MsoNormal" style="margin-bottom:0;margin-left:15.0pt;text-indent:&#xD;&#xA;  -9.0pt;line-height:normal;"><span style="mso-bookmark:&#xD;&#xA;  _Hlk3196057"><span style="mso-bookmark:&#xD;&#xA;  _Hlk96325240"><span style="font-size:9.0pt;font-family:&#xD;&#xA;  Symbol;"><span style="display:inline-block; text-indent:0pt; min-width:9.0pt;">·<span style="font:7.0pt &quot;Times New Roman&quot;">  
  </span></span></span><span style="font-size:9.0pt;font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  ">Integrált üzleti modell működtetése</span></span></span></p>
  <p class="MsoNormal" style="margin-bottom:0;margin-top:0;margin-left:15.0pt;text-indent:&#xD;&#xA;  -9.0pt;line-height:normal;"><span style="mso-bookmark:&#xD;&#xA;  _Hlk3196057"><span style="mso-bookmark:&#xD;&#xA;  _Hlk96325240"><span style="font-size:9.0pt;font-family:&#xD;&#xA;  Symbol;"><span style="display:inline-block; text-indent:0pt; min-width:9.0pt;">·<span style="font:7.0pt &quot;Times New Roman&quot;">  
  </span></span></span><span style="font-size:9.0pt;font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  ">Folyamatos monitoring</span></span></span></p>
  <p class="MsoNormal" style="margin-top:0;margin-left:15.0pt;text-indent:&#xD;&#xA;  -9.0pt;line-height:normal;"><span style="mso-bookmark:&#xD;&#xA;  _Hlk3196057"><span style="mso-bookmark:&#xD;&#xA;  _Hlk96325240"><span style="font-size:9.0pt;font-family:&#xD;&#xA;  Symbol;"><span style="display:inline-block; text-indent:0pt; min-width:9.0pt;">·<span style="font:7.0pt &quot;Times New Roman&quot;">  
  </span></span></span><span style="font-size:9.0pt;font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  ">Különböző fedezeti ügyletek
  végrehajtását mérlegeljük a normál üzleti tevékenységből, vagy a szokásos
  árupiaci volatilitásból fakadó kockázat szintjét meghaladó mértékű kockázat
  csökkentésére, szükség szerint.</span></span></span></p>
  </td>
  
 </tr>
 <tr style="height:12.25pt">
  <td style="width:116.4pt;border:solid windowtext 1.0pt;border-top:&#xD;&#xA;  none;&#xD;&#xA;  padding:2.9pt 2.9pt 2.9pt 2.9pt;height:12.25pt">
  <p class="MsoNormal" style="margin-bottom:8.0pt;text-align:center;&#xD;&#xA;  line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk96325240"><span style="font-size:9.0pt;font-family:&quot;Calibri&quot;,sans-serif;">Deviza árfolyamkockázat (FX)</span></span></span></p>
  </td>
  
  <td style="width:202.3pt;border-top:none;border-left:none;&#xD;&#xA;  border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:2.9pt 2.9pt 2.9pt 2.9pt;&#xD;&#xA;  height:12.25pt">
  <p class="MsoNormal" style="margin-bottom:8.0pt;text-align:center;&#xD;&#xA;  line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk96325240"><span style="font-size:9.0pt;font-family:&quot;Calibri&quot;,sans-serif;">A Csoport devizakitettséggel rendelkezik a pénzbeáramlások
  és kiáramlások, befektetések, adósságok devizaösszetételének eltérése miatt.</span></span></span></p>
  </td>
  
  <td style="width:191.35pt;border-top:none;border-left:none;&#xD;&#xA;  border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:2.9pt 2.9pt 2.9pt 2.9pt;&#xD;&#xA;  height:12.25pt">
  <p class="MsoNormal" style="margin-left:15.0pt;text-indent:&#xD;&#xA;  -9.0pt;line-height:normal;"><span style="mso-bookmark:&#xD;&#xA;  _Hlk3196057"><span style="mso-bookmark:&#xD;&#xA;  _Hlk96325240"><span style="font-size:9.0pt;font-family:&#xD;&#xA;  Symbol;"><span style="display:inline-block; text-indent:0pt; min-width:9.0pt;">·<span style="font:7.0pt &quot;Times New Roman&quot;">  
  </span></span></span><span style="font-size:9.0pt;font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  ">Az FX kockázatot nyomon követjük, a
  működési és beruházási cash flow kitettségeit szükséges és optimális esetben
  a finanszírozási cash flowhoz igazítjuk.</span></span></span></p>
  </td>
  
 </tr>
 <tr style="height:12.25pt">
  <td style="width:116.4pt;border:solid windowtext 1.0pt;border-top:&#xD;&#xA;  none;&#xD;&#xA;  padding:2.9pt 2.9pt 2.9pt 2.9pt;height:12.25pt">
  <p class="MsoNormal" style="margin-bottom:8.0pt;text-align:center;&#xD;&#xA;  line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk96325240"><span style="font-size:9.0pt;font-family:&quot;Calibri&quot;,sans-serif;">Kamatláb kockázat (IR)</span></span></span></p>
  </td>
  
  <td style="width:202.3pt;border-top:none;border-left:none;&#xD;&#xA;  border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:2.9pt 2.9pt 2.9pt 2.9pt;&#xD;&#xA;  height:12.25pt">
  <p class="MsoNormal" style="margin-bottom:8.0pt;text-align:center;&#xD;&#xA;  line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk96325240"><span style="font-size:9.0pt;font-family:&quot;Calibri&quot;,sans-serif;">A MOL-csoport adósságállománya változó kamatozású és fix
  kamatozású instrumentumokból áll. A változó kamatozású adósságok
  kamatlábváltozásoknak vannak kitéve.</span></span></span></p>
  </td>
  
  <td style="width:191.35pt;border-top:none;border-left:none;&#xD;&#xA;  border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:2.9pt 2.9pt 2.9pt 2.9pt;&#xD;&#xA;  height:12.25pt">
  <p class="MsoNormal" style="margin-bottom:0;margin-left:15.0pt;text-indent:&#xD;&#xA;  -9.0pt;line-height:normal;"><span style="mso-bookmark:&#xD;&#xA;  _Hlk3196057"><span style="mso-bookmark:&#xD;&#xA;  _Hlk96325240"><span style="font-size:9.0pt;font-family:&#xD;&#xA;  Symbol;"><span style="display:inline-block; text-indent:0pt; min-width:9.0pt;">·<span style="font:7.0pt &quot;Times New Roman&quot;">  
  </span></span></span><span style="font-size:9.0pt;font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  ">Folyamatos monitoring</span></span></span></p>
  <p class="MsoNormal" style="margin-bottom:0;margin-top:0;margin-left:15.0pt;text-indent:&#xD;&#xA;  -9.0pt;line-height:normal;"><span style="mso-bookmark:&#xD;&#xA;  _Hlk3196057"><span style="mso-bookmark:&#xD;&#xA;  _Hlk96325240"><span style="font-size:9.0pt;font-family:&#xD;&#xA;  Symbol;"><span style="display:inline-block; text-indent:0pt; min-width:9.0pt;">·<span style="font:7.0pt &quot;Times New Roman&quot;">  
  </span></span></span><span style="font-size:9.0pt;font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  ">A finanszírozási portfólió megfelelő
  keveréke </span></span></span></p>
  <p class="MsoNormal" style="margin-top:0;margin-left:15.0pt;text-indent:&#xD;&#xA;  -9.0pt;line-height:normal;"><span style="mso-bookmark:&#xD;&#xA;  _Hlk3196057"><span style="mso-bookmark:&#xD;&#xA;  _Hlk96325240"><span style="font-size:9.0pt;font-family:&#xD;&#xA;  Symbol;"><span style="display:inline-block; text-indent:0pt; min-width:9.0pt;">·<span style="font:7.0pt &quot;Times New Roman&quot;">  
  </span></span></span><span style="font-size:9.0pt;font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  ">Szükség esetén kamatláb-swap fedezeti
  eszközök a kockázatok csökkentése érdekében</span></span></span></p>
  </td>
  
 </tr>
 <tr style="height:12.25pt">
  <td style="width:116.4pt;border:solid windowtext 1.0pt;border-top:&#xD;&#xA;  none;&#xD;&#xA;  padding:2.9pt 2.9pt 2.9pt 2.9pt;height:12.25pt">
  <p class="MsoNormal" style="margin-bottom:8.0pt;text-align:center;&#xD;&#xA;  line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk96325240"><span style="font-size:9.0pt;font-family:&quot;Calibri&quot;,sans-serif;">Hitelkockázat</span></span></span></p>
  </td>
  
  <td style="width:202.3pt;border-top:none;border-left:none;&#xD;&#xA;  border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:2.9pt 2.9pt 2.9pt 2.9pt;&#xD;&#xA;  height:12.25pt">
  <p class="MsoNormal" style="margin-bottom:8.0pt;text-align:center;&#xD;&#xA;  line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk96325240"><span style="font-size:9.0pt;font-family:&quot;Calibri&quot;,sans-serif;">A MOL-csoport halasztott fizetési feltételekkel kínál
  termékeket és szolgáltatásokat bizonyos ügyfeleinek, ami hitelkockázati
  kitettséget eredményez</span></span></span></p>
  </td>
  
  <td style="width:191.35pt;border-top:none;border-left:none;&#xD;&#xA;  border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:2.9pt 2.9pt 2.9pt 2.9pt;&#xD;&#xA;  height:12.25pt">
  <p class="MsoNormal" style="margin-bottom:0;margin-left:15.0pt;text-indent:&#xD;&#xA;  -9.0pt;line-height:normal;"><span style="mso-bookmark:&#xD;&#xA;  _Hlk3196057"><span style="mso-bookmark:&#xD;&#xA;  _Hlk96325240"><span style="font-size:9.0pt;font-family:&#xD;&#xA;  Symbol;"><span style="display:inline-block; text-indent:0pt; min-width:9.0pt;">·<span style="font:7.0pt &quot;Times New Roman&quot;">  
  </span></span></span><span style="font-size:9.0pt;font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  ">Diverzifikált ügyfélportfólió</span></span></span></p>
  <p class="MsoNormal" style="margin-bottom:0;margin-top:0;margin-left:15.0pt;text-indent:&#xD;&#xA;  -9.0pt;line-height:normal;"><span style="mso-bookmark:&#xD;&#xA;  _Hlk3196057"><span style="mso-bookmark:&#xD;&#xA;  _Hlk96325240"><span style="font-size:9.0pt;font-family:&#xD;&#xA;  Symbol;"><span style="display:inline-block; text-indent:0pt; min-width:9.0pt;">·<span style="font:7.0pt &quot;Times New Roman&quot;">  
  </span></span></span><span style="font-size:9.0pt;font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  ">Ügyfélértékelési modell, folyamatos
  monitorozás</span></span></span></p>
  <p class="MsoNormal" style="margin-top:0;margin-left:15.0pt;text-indent:&#xD;&#xA;  -9.0pt;line-height:normal;"><span style="mso-bookmark:&#xD;&#xA;  _Hlk3196057"><span style="mso-bookmark:&#xD;&#xA;  _Hlk96325240"><span style="font-size:9.0pt;font-family:&#xD;&#xA;  Symbol;"><span style="display:inline-block; text-indent:0pt; min-width:9.0pt;">·<span style="font:7.0pt &quot;Times New Roman&quot;">  
  </span></span></span><span style="font-size:9.0pt;font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  ">Csoportszintű hitelbiztosítási
  program</span></span></span></p>
  </td>
  
 </tr>
 <tr style="height:12.25pt">
  <td style="width:116.4pt;border:solid windowtext 1.0pt;border-top:&#xD;&#xA;  none;&#xD;&#xA;  padding:2.9pt 2.9pt 2.9pt 2.9pt;height:12.25pt">
  <p class="MsoNormal" style="margin-bottom:8.0pt;text-align:center;&#xD;&#xA;  line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk96325240"><span style="font-size:9.0pt;font-family:&quot;Calibri&quot;,sans-serif;">Finanszírozási/refinanszírozási kockázat</span></span></span></p>
  </td>
  
  <td style="width:202.3pt;border-top:none;border-left:none;&#xD;&#xA;  border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:2.9pt 2.9pt 2.9pt 2.9pt;&#xD;&#xA;  height:12.25pt">
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<table class="Rcsostblzat23" title="09ae4763-cffb-4893-b355-8255761f2888" style="border-collapse:collapse;border-spacing:0;;border:none;"><tbody>
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  <td style="width:202.3pt;border-top:none;border-left:none;&#xD;&#xA;  border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:2.9pt 2.9pt 2.9pt 2.9pt;&#xD;&#xA;  height:42.1pt">
  <p class="MsoNormal" style="margin-bottom:8.0pt;text-align:center;&#xD;&#xA;  line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk96325240"><span style="font-size:9.0pt;font-family:&quot;Calibri&quot;,sans-serif;">A kritikus (nyers) anyagok és/vagy berendezések és/vagy
  szolgáltatások beszerzése késedelmet okozhat a működésben és/vagy növelheti a
  költségeket</span></span></span></p>
  </td>
  
  <td style="width:191.35pt;border-top:none;border-left:none;&#xD;&#xA;  border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:2.9pt 2.9pt 2.9pt 2.9pt;&#xD;&#xA;  height:42.1pt">
  <p class="MsoNormal" style="margin-bottom:0;margin-left:18.55pt;text-indent:&#xD;&#xA;  -13.5pt;line-height:normal;"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk96325240"><span style="font-size:9.0pt;font-family:Symbol;&#xD;&#xA;  "><span style="display:inline-block; text-indent:0pt; min-width:13.5pt;">·<span style="font:7.0pt &quot;Times New Roman&quot;">     </span></span></span><span style="font-size:9.0pt;font-family:&quot;Calibri&quot;,sans-serif;">Készletgazdálkodás</span></span></span></p>
  <p class="MsoNormal" style="margin-bottom:0;margin-top:0;margin-left:18.55pt;text-indent:&#xD;&#xA;  -13.5pt;line-height:normal;"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk96325240"><span style="font-size:9.0pt;font-family:Symbol;&#xD;&#xA;  "><span style="display:inline-block; text-indent:0pt; min-width:13.5pt;">·<span style="font:7.0pt &quot;Times New Roman&quot;">     </span></span></span><span style="font-size:9.0pt;font-family:&quot;Calibri&quot;,sans-serif;">Szállítói menedzsment</span></span></span></p>
  <p class="MsoNormal" style="margin-top:0;margin-left:18.55pt;text-indent:&#xD;&#xA;  -13.5pt;line-height:normal;"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk96325240"><span style="font-size:9.0pt;font-family:Symbol;&#xD;&#xA;  "><span style="display:inline-block; text-indent:0pt; min-width:13.5pt;">·<span style="font:7.0pt &quot;Times New Roman&quot;">     </span></span></span><span style="font-size:9.0pt;font-family:&quot;Calibri&quot;,sans-serif;">Beszerzési és az ellátási lánc diverzifikálása</span></span></span></p>
  </td>
  
 </tr>
 <tr style="height:12.25pt">
  <td style="width:116.4pt;border:solid windowtext 1.0pt;border-top:&#xD;&#xA;  none;&#xD;&#xA;  padding:2.9pt 2.9pt 2.9pt 2.9pt;height:12.25pt">
  <p class="MsoNormal" style="margin-bottom:8.0pt;text-align:center;&#xD;&#xA;  line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk96325240"><span style="font-size:9.0pt;font-family:&quot;Calibri&quot;,sans-serif;">Kutatás-termelési készletek pótlása</span></span></span></p>
  </td>
  
  <td style="width:202.3pt;border-top:none;border-left:none;&#xD;&#xA;  border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:2.9pt 2.9pt 2.9pt 2.9pt;&#xD;&#xA;  height:12.25pt">
  <p class="MsoNormal" style="margin-bottom:8.0pt;text-align:center;&#xD;&#xA;  line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk96325240"><span style="font-size:9.0pt;font-family:&quot;Calibri&quot;,sans-serif;">A kitermelés vártnál nagyobb csökkenése és a készletek
  pótlásának sikertelensége</span></span></span></p>
  </td>
  
  <td style="width:191.35pt;border-top:none;border-left:none;&#xD;&#xA;  border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:2.9pt 2.9pt 2.9pt 2.9pt;&#xD;&#xA;  height:12.25pt">
  <p class="MsoNormal" style="margin-left:18.55pt;text-indent:&#xD;&#xA;  -13.5pt;line-height:normal;"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk96325240"><span style="font-size:9.0pt;font-family:Symbol;&#xD;&#xA;  "><span style="display:inline-block; text-indent:0pt; min-width:13.5pt;">·<span style="font:7.0pt &quot;Times New Roman&quot;">     </span></span></span><span style="font-size:9.0pt;font-family:&quot;Calibri&quot;,sans-serif;">A kitermelés-optimalizálási programok és a készletek
  organikus pótlása egyaránt a fókuszterületei a kockázat enyhítésének</span></span></span></p>
  </td>
  
 </tr>
 <tr style="height:99.2pt">
  <td style="width:116.4pt;border:solid windowtext 1.0pt;border-top:&#xD;&#xA;  none;&#xD;&#xA;  padding:2.9pt 2.9pt 2.9pt 2.9pt;height:99.2pt">
  <p class="MsoNormal" style="margin-bottom:8.0pt;text-align:center;&#xD;&#xA;  line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk96325240"><span style="font-size:9.0pt;font-family:&quot;Calibri&quot;,sans-serif;">Kiberbiztonsági kockázat</span></span></span></p>
  </td>
  
  <td style="width:202.3pt;border-top:none;border-left:none;&#xD;&#xA;  border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:2.9pt 2.9pt 2.9pt 2.9pt;&#xD;&#xA;  height:99.2pt">
  <p class="MsoNormal" style="margin-bottom:8.0pt;text-align:center;&#xD;&#xA;  line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk96325240"><span style="font-size:9.0pt;font-family:&quot;Calibri&quot;,sans-serif;">A globális trendek a kibertámadások és incidensek
  folyamatosan növekvő gyakoriságát és intenzitását mutatják. Az MI új globális
  fenyegetés, a támadók egyre szélesebb körben használják. Továbbá az
  irányítási rendszerek gyengeségeit célzó kiberbűnözési csoportok térnyerése
  jellemző, amelyek növekvő hatással lehetnek a MOL-csoportra nézve. RU-UA
  konfliktus során jelentős befektetés a kibertámadási technológiákba a
  különböző érdekcsoportok részéről, és ezek a fejlettebb képességek nagy
  hatással<span>  </span>lehetnek a jövőre nézve.</span></span></span></p>
  </td>
  
  <td style="width:191.35pt;border-top:none;border-left:none;&#xD;&#xA;  border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:2.9pt 2.9pt 2.9pt 2.9pt;&#xD;&#xA;  height:99.2pt">
  <p class="MsoNormal" style="margin-bottom:0;margin-left:18.55pt;text-indent:&#xD;&#xA;  -13.5pt;line-height:normal;"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk96325240"><span style="font-size:9.0pt;font-family:Symbol;&#xD;&#xA;  "><span style="display:inline-block; text-indent:0pt; min-width:13.5pt;">·<span style="font:7.0pt &quot;Times New Roman&quot;">     </span></span></span><span style="font-size:9.0pt;font-family:&quot;Calibri&quot;,sans-serif;">A kiberbiztonsági képességek folyamatos fejlesztése</span></span></span></p>
  <p class="MsoNormal" style="margin-bottom:0;margin-top:0;margin-left:18.55pt;text-indent:&#xD;&#xA;  -13.5pt;line-height:normal;"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk96325240"><span style="font-size:9.0pt;font-family:Symbol;&#xD;&#xA;  "><span style="display:inline-block; text-indent:0pt; min-width:13.5pt;">·<span style="font:7.0pt &quot;Times New Roman&quot;">     </span></span></span><span style="font-size:9.0pt;font-family:&quot;Calibri&quot;,sans-serif;">A kiberbiztonsági kockázatok folyamatos felügyelete
  (Csoport és leányvállalati szinten is), biztosítva az adatok titkosságának,
  integritásának és elérhetőségének védelmét</span></span></span></p>
  <p class="MsoNormal" style="margin-bottom:0;margin-top:0;margin-left:18.55pt;text-indent:&#xD;&#xA;  -13.5pt;line-height:normal;"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk96325240"><span style="font-size:9.0pt;font-family:Symbol;&#xD;&#xA;  "><span style="display:inline-block; text-indent:0pt; min-width:13.5pt;">·<span style="font:7.0pt &quot;Times New Roman&quot;">     </span></span></span><span style="font-size:9.0pt;font-family:&quot;Calibri&quot;,sans-serif;">A kiberbiztonság beépítésre került<span>  </span>a MOL-csoport összes termékébe és
  szolgáltatásába</span></span></span></p>
  <p class="MsoNormal" style="margin-top:0;margin-left:18.55pt;text-indent:&#xD;&#xA;  -13.5pt;line-height:normal;"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk96325240"><span style="font-size:9.0pt;font-family:Symbol;&#xD;&#xA;  "><span style="display:inline-block; text-indent:0pt; min-width:13.5pt;">·<span style="font:7.0pt &quot;Times New Roman&quot;">     </span></span></span><span style="font-size:9.0pt;font-family:&quot;Calibri&quot;,sans-serif;">Az alkalmazottak és üzleti partnerek folyamatos oktatása</span></span></span></p>
  </td>
  
 </tr>
 <tr style="height:12.25pt">
  <td style="width:116.4pt;border:solid windowtext 1.0pt;border-top:&#xD;&#xA;  none;&#xD;&#xA;  padding:2.9pt 2.9pt 2.9pt 2.9pt;height:12.25pt">
  <p class="MsoNormal" style="margin-bottom:8.0pt;text-align:center;&#xD;&#xA;  line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk96325240"><span style="font-size:9.0pt;font-family:&quot;Calibri&quot;,sans-serif;">Visszaélés kockázat</span></span></span></p>
  </td>
  
  <td style="width:202.3pt;border-top:none;border-left:none;&#xD;&#xA;  border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:2.9pt 2.9pt 2.9pt 2.9pt;&#xD;&#xA;  height:12.25pt">
  <p class="MsoNormal" style="margin-bottom:8.0pt;text-align:center;&#xD;&#xA;  line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk96325240"><span style="font-size:9.0pt;font-family:&quot;Calibri&quot;,sans-serif;"><span> </span>A csalási
  tevékenységek jelentős anyagi és reputációs kárt okozhatnak</span></span></span></p>
  </td>
  
  <td style="width:191.35pt;border-top:none;border-left:none;&#xD;&#xA;  border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:2.9pt 2.9pt 2.9pt 2.9pt;&#xD;&#xA;  height:12.25pt">
  <p class="MsoNormal" style="margin-bottom:0;margin-left:18.55pt;text-indent:&#xD;&#xA;  -13.5pt;line-height:normal;"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk96325240"><span style="font-size:9.0pt;font-family:Symbol;&#xD;&#xA;  "><span style="display:inline-block; text-indent:0pt; min-width:13.5pt;">·<span style="font:7.0pt &quot;Times New Roman&quot;">     </span></span></span><span style="font-size:9.0pt;font-family:&quot;Calibri&quot;,sans-serif;">Kontrollfunkciók helyi és csoportszinten</span></span></span></p>
  <p class="MsoNormal" style="margin-bottom:0;margin-top:0;margin-left:18.55pt;text-indent:&#xD;&#xA;  -13.5pt;line-height:normal;"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk96325240"><span style="font-size:9.0pt;font-family:Symbol;&#xD;&#xA;  "><span style="display:inline-block; text-indent:0pt; min-width:13.5pt;">·<span style="font:7.0pt &quot;Times New Roman&quot;">     </span></span></span><span style="font-size:9.0pt;font-family:&quot;Calibri&quot;,sans-serif;">Visszaélés ellenes tudatosság (Hírlevelek, Kötelező
  képzések előírása)</span></span></span></p>
  <p class="MsoNormal" style="margin-top:0;margin-left:18.55pt;text-indent:&#xD;&#xA;  -13.5pt;line-height:normal;"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk96325240"><span style="font-size:9.0pt;font-family:Symbol;&#xD;&#xA;  "><span style="display:inline-block; text-indent:0pt; min-width:13.5pt;">·<span style="font:7.0pt &quot;Times New Roman&quot;">     </span></span></span><span style="font-size:9.0pt;font-family:&quot;Calibri&quot;,sans-serif;">Csalásellenes és nyomozási eljárások, dedikált csapat</span></span></span></p>
  </td>
  
 </tr>
 <tr style="height:12.25pt">
  <td style="width:116.4pt;border:solid windowtext 1.0pt;border-top:&#xD;&#xA;  none;&#xD;&#xA;  padding:2.9pt 2.9pt 2.9pt 2.9pt;height:12.25pt">
  <p class="MsoNormal" style="margin-bottom:8.0pt;text-align:center;&#xD;&#xA;  line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk96325240"><span style="font-size:9.0pt;font-family:&quot;Calibri&quot;,sans-serif;">Pandémiás kockázat</span></span></span></p>
  </td>
  
  <td style="width:202.3pt;border-top:none;border-left:none;&#xD;&#xA;  border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:2.9pt 2.9pt 2.9pt 2.9pt;&#xD;&#xA;  height:12.25pt">
  <p class="MsoNormal" style="margin-bottom:8.0pt;text-align:center;&#xD;&#xA;  line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk96325240"><span style="font-size:9.0pt;font-family:&quot;Calibri&quot;,sans-serif;">A világjárvány hátrányosan befolyásolhatja a Csoport
  üzleti környezetét, beleértve a Csoport termékeinek és szolgáltatásainak árát
  és keresletét, a vállalkozók, alvállalkozók, valamint a nyersanyagok
  elérhetőségét, a üzleti partnereink hitelképességét, a Csoport
  kulcsfontosságú személyzetének elérhetőségét.</span></span></span></p>
  </td>
  
  <td style="width:191.35pt;border-top:none;border-left:none;&#xD;&#xA;  border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:2.9pt 2.9pt 2.9pt 2.9pt;&#xD;&#xA;  height:12.25pt">
  <p class="MsoNormal" style="margin-bottom:0;margin-left:18.55pt;text-indent:&#xD;&#xA;  -13.5pt;line-height:normal;"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk96325240"><span style="font-size:9.0pt;font-family:Symbol;&#xD;&#xA;  "><span style="display:inline-block; text-indent:0pt; min-width:13.5pt;">·<span style="font:7.0pt &quot;Times New Roman&quot;">     </span></span></span><span style="font-size:9.0pt;font-family:&quot;Calibri&quot;,sans-serif;">Krízistervek vannak érvényben</span></span></span></p>
  <p class="MsoNormal" style="margin-bottom:0;margin-top:0;margin-left:18.55pt;text-indent:&#xD;&#xA;  -13.5pt;line-height:normal;"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk96325240"><span style="font-size:9.0pt;font-family:Symbol;&#xD;&#xA;  "><span style="display:inline-block; text-indent:0pt; min-width:13.5pt;">·<span style="font:7.0pt &quot;Times New Roman&quot;">     </span></span></span><span style="font-size:9.0pt;font-family:&quot;Calibri&quot;,sans-serif;">2023 januárjában jelent meg, és 2025 januárjában
  megerősítésre került a Csoport Pandémia Felkészültségi Keretrendszerének
  módszertani összefoglalója, amely nemcsak a WHO általános megközelítését
  foglalja össze, hanem a teljes MOL-csoport elmúlt 3-4 év belső
  tapasztalatait, életszerű és működő keretet biztosítva az esetleges további
  endémiás/pandémiás helyzetek kezelésére.</span></span></span></p>
  <p class="MsoNormal" style="margin-top:0;margin-left:18.55pt;text-indent:&#xD;&#xA;  -13.5pt;line-height:normal;"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk96325240"><span style="font-size:9.0pt;font-family:Symbol;&#xD;&#xA;  "><span style="display:inline-block; text-indent:0pt; min-width:13.5pt;">·<span style="font:7.0pt &quot;Times New Roman&quot;">     </span></span></span><span style="font-size:9.0pt;font-family:&quot;Calibri&quot;,sans-serif;">Folyamatos és fenntartható intézkedések meghatározása, a
  helyi intézkedésekhez és a vállalat belső környezetéhez igazodva</span></span></span></p>
  </td>
  
 </tr>
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  <p class="MsoNormal" style="line-height:normal"><img src="data:image/png;base64,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" alt="footer image" style="position:relative; width:62.5pt;height:11.5pt;visibility:visible;"></img></p>
  </td>
  <td style="width:13.0cm;background:#F2F2F2;padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:21.6pt">
  <p class="MsoNormal" style="text-align:center;line-height:normal"><span style="color:black;">Üzleti
  jelentés 2024</span><span style="font-size:11.0pt"></span></p>
  </td>
  <td style="width:4.0cm;background:#E30018;padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:21.6pt">
  <p class="MsoNormal" style="text-align:center;line-height:normal"><span style="font-size:10.0pt;color:white;">9</span><span style="font-size:10.0pt"></span></p>
  </td>
 </tr>
</tbody></table>

<p class="MsoHeader"><b><span> </span></b></p>

</div></div><div class="WordSection9">

<table class="Rcsostblzat23" title="9dc08742-e3b9-4164-b527-79bb14b09bb6" style="border-collapse:collapse;border-spacing:0;;border:none;"><tbody>
 <tr style="height:12.25pt">
  <td colspan="3" style="width:510.05pt;border:solid windowtext 1.0pt;&#xD;&#xA;  padding:2.9pt 2.9pt 2.9pt 2.9pt;&#xD;&#xA;  height:12.25pt">
  <p class="MsoNormal" style="margin-bottom:8.0pt;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk96325240"><span style="font-size:9.0pt;font-family:&#xD;&#xA;  &quot;Calibri&quot;,sans-serif;">Stratégiai kockázatok</span></span></span></p>
  </td>
  
 </tr>
 <tr style="height:12.25pt">
  <td style="width:116.4pt;border:solid windowtext 1.0pt;border-top:&#xD;&#xA;  none;&#xD;&#xA;  padding:2.9pt 2.9pt 2.9pt 2.9pt;height:12.25pt">
  <p class="MsoNormal" style="margin-bottom:8.0pt;text-align:center;&#xD;&#xA;  line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk96325240"><span style="font-size:9.0pt;font-family:&quot;Calibri&quot;,sans-serif;">Kockázatok/folyamatok</span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk96325240"><span style="font-size:9.0pt;font-family:&#xD;&#xA;  &quot;Calibri&quot;,sans-serif;"></span></span></span></p>
  </td>
  
  <td style="width:202.3pt;border-top:none;border-left:none;&#xD;&#xA;  border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:2.9pt 2.9pt 2.9pt 2.9pt;&#xD;&#xA;  height:12.25pt">
  <p class="MsoNormal" style="margin-bottom:8.0pt;text-align:center;&#xD;&#xA;  line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk96325240"><span style="font-size:9.0pt;font-family:&quot;Calibri&quot;,sans-serif;">Kockázat leírása</span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk96325240"><span style="font-size:9.0pt;font-family:&#xD;&#xA;  &quot;Calibri&quot;,sans-serif;"></span></span></span></p>
  </td>
  
  <td style="width:191.35pt;border-top:none;border-left:none;&#xD;&#xA;  border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:2.9pt 2.9pt 2.9pt 2.9pt;&#xD;&#xA;  height:12.25pt">
  <p class="MsoNormal" style="margin-left:18.55pt;text-align:center;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk96325240"><span style="font-size:9.0pt;font-family:&quot;Calibri&quot;,sans-serif;">Kockázat mérséklésének módja a</span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk96325240"><span style="font-size:9.0pt;font-family:&#xD;&#xA;  &quot;Calibri&quot;,sans-serif;"></span></span></span></p>
  </td>
  
 </tr>
 <tr style="height:12.25pt">
  <td style="width:116.4pt;border:solid windowtext 1.0pt;border-top:&#xD;&#xA;  none;&#xD;&#xA;  padding:2.9pt 2.9pt 2.9pt 2.9pt;height:12.25pt">
  <p class="MsoNormal" style="margin-bottom:8.0pt;text-align:center;&#xD;&#xA;  line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk96325240"><span style="font-size:9.0pt;font-family:&quot;Calibri&quot;,sans-serif;">Szabályozói és szankciós kockázat</span></span></span></p>
  </td>
  
  <td style="width:202.3pt;border-top:none;border-left:none;&#xD;&#xA;  border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:2.9pt 2.9pt 2.9pt 2.9pt;&#xD;&#xA;  height:12.25pt">
  <p class="MsoNormal" style="margin-bottom:8.0pt;text-align:center;&#xD;&#xA;  line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk96325240"><span style="font-size:9.0pt;font-family:&quot;Calibri&quot;,sans-serif;">A MOL Csoportnak jelentős kitettsége van számos törvény,
  rendelet, szabályozás kapcsán, globális, európai és nemzeti szinteken
  egyaránt, amely<span>  </span>jelentősen változhat
  az idő múlásával, és akár a Csoport fő üzleti tevékenységének igazítását is
  szükségessé teheti.</span></span></span></p>
  </td>
  
  <td style="width:191.35pt;border-top:none;border-left:none;&#xD;&#xA;  border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:2.9pt 2.9pt 2.9pt 2.9pt;&#xD;&#xA;  height:12.25pt">
  <p class="MsoNormal" style="margin-bottom:0;margin-left:18.55pt;text-indent:&#xD;&#xA;  -13.5pt;line-height:normal;"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk96325240"><span style="font-size:9.0pt;font-family:Symbol;&#xD;&#xA;  "><span style="display:inline-block; text-indent:0pt; min-width:13.5pt;">·<span style="font:7.0pt &quot;Times New Roman&quot;">     </span></span></span><span style="font-size:9.0pt;font-family:&quot;Calibri&quot;,sans-serif;">Új szabályozások és szankciók folyamatos nyomon követése</span></span></span></p>
  <p class="MsoNormal" style="margin-bottom:0;margin-top:0;margin-left:18.55pt;text-indent:&#xD;&#xA;  -13.5pt;line-height:normal;"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk96325240"><span style="font-size:9.0pt;font-family:Symbol;&#xD;&#xA;  "><span style="display:inline-block; text-indent:0pt; min-width:13.5pt;">·<span style="font:7.0pt &quot;Times New Roman&quot;">     </span></span></span><span style="font-size:9.0pt;font-family:&quot;Calibri&quot;,sans-serif;">Megerősített Compliance folyamat</span></span></span></p>
  <p class="MsoNormal" style="margin-bottom:0;margin-top:0;margin-left:18.55pt;text-indent:&#xD;&#xA;  -13.5pt;line-height:normal;"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk96325240"><span style="font-size:9.0pt;font-family:Symbol;&#xD;&#xA;  "><span style="display:inline-block; text-indent:0pt; min-width:13.5pt;">·<span style="font:7.0pt &quot;Times New Roman&quot;">     </span></span></span><span style="font-size:9.0pt;font-family:&quot;Calibri&quot;,sans-serif;">Részvétel jogalkotási folyamatokban, konzultációkban</span></span></span></p>
  <p class="MsoNormal" style="margin-top:0;margin-left:18.55pt;text-indent:&#xD;&#xA;  -13.5pt;line-height:normal;"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk96325240"><span style="font-size:9.0pt;font-family:Symbol;&#xD;&#xA;  "><span style="display:inline-block; text-indent:0pt; min-width:13.5pt;">·<span style="font:7.0pt &quot;Times New Roman&quot;">     </span></span></span><span style="font-size:9.0pt;font-family:&quot;Calibri&quot;,sans-serif;">Változásokat adoptáló MOL stratégia</span></span></span></p>
  </td>
  
 </tr>
 <tr style="height:12.25pt">
  <td style="width:116.4pt;border:solid windowtext 1.0pt;border-top:&#xD;&#xA;  none;&#xD;&#xA;  padding:2.9pt 2.9pt 2.9pt 2.9pt;height:12.25pt">
  <p class="MsoNormal" style="margin-bottom:8.0pt;text-align:center;&#xD;&#xA;  line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk96325240"><span style="font-size:9.0pt;font-family:&quot;Calibri&quot;,sans-serif;">Országkockázat</span></span></span></p>
  </td>
  
  <td style="width:202.3pt;border-top:none;border-left:none;&#xD;&#xA;  border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:2.9pt 2.9pt 2.9pt 2.9pt;&#xD;&#xA;  height:12.25pt">
  <p class="MsoNormal" style="margin-bottom:8.0pt;text-align:center;&#xD;&#xA;  line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk96325240"><span style="font-size:9.0pt;font-family:&quot;Calibri&quot;,sans-serif;">MOL Csoport nemzetközi kitettséggel rendelkezik, mely
  egyrészt hozzájárul a diverzifikációhoz, másrészt egyedi országkockázatoknak
  való kitettséggel jár. A kormányzati intézkedésekre hatással lehet a
  gazdasági és egyes régiókban (geo)politikai válságok megnövekedett kockázata,
  növelve annak ráhatását a MOL működésére.</span></span></span></p>
  </td>
  
  <td style="width:191.35pt;border-top:none;border-left:none;&#xD;&#xA;  border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:2.9pt 2.9pt 2.9pt 2.9pt;&#xD;&#xA;  height:12.25pt">
  <p class="MsoNormal" style="margin-bottom:0;margin-left:14.05pt;text-indent:&#xD;&#xA;  -9.0pt;line-height:normal;"><span style="mso-bookmark:&#xD;&#xA;  _Hlk3196057"><span style="mso-bookmark:&#xD;&#xA;  _Hlk96325240"><span style="font-size:9.0pt;font-family:&#xD;&#xA;  Symbol;"><span style="display:inline-block; text-indent:0pt; min-width:9.0pt;">·<span style="font:7.0pt &quot;Times New Roman&quot;">  
  </span></span></span><span style="font-size:9.0pt;font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  ">(Geo)politikai kockázatok, a helyi
  előírásoknak való megfelelés, a különböző szankciók monitoringja</span></span></span></p>
  <p class="MsoNormal" style="margin-top:0;margin-left:14.05pt;text-indent:&#xD;&#xA;  -9.0pt;line-height:normal;"><span style="mso-bookmark:&#xD;&#xA;  _Hlk3196057"><span style="mso-bookmark:&#xD;&#xA;  _Hlk96325240"><span style="font-size:9.0pt;font-family:&#xD;&#xA;  Symbol;"><span style="display:inline-block; text-indent:0pt; min-width:9.0pt;">·<span style="font:7.0pt &quot;Times New Roman&quot;">  
  </span></span></span><span style="font-size:9.0pt;font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  ">A befektetési lehetőségek értékelése
  az országkockázat diszkontrátában történő számszerűsítésével történik</span></span></span></p>
  </td>
  
 </tr>
 <tr style="height:12.25pt">
  <td style="width:116.4pt;border:solid windowtext 1.0pt;border-top:&#xD;&#xA;  none;&#xD;&#xA;  padding:2.9pt 2.9pt 2.9pt 2.9pt;height:12.25pt">
  <p class="MsoNormal" style="margin-bottom:8.0pt;text-align:center;&#xD;&#xA;  line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk96325240"><span style="font-size:9.0pt;font-family:&quot;Calibri&quot;,sans-serif;">Reputációs kockázat</span></span></span></p>
  </td>
  
  <td style="width:202.3pt;border-top:none;border-left:none;&#xD;&#xA;  border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:2.9pt 2.9pt 2.9pt 2.9pt;&#xD;&#xA;  height:12.25pt">
  <p class="MsoNormal" style="margin-bottom:8.0pt;text-align:center;&#xD;&#xA;  line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk96325240"><span style="font-size:9.0pt;font-family:&quot;Calibri&quot;,sans-serif;">A MOL Csoport, mint a régió kiemelkedő piaci szereplője és
  munkáltatója, akinek működése jelentős, és különös figyelmet kap jelentős
  számú érdekelt féltől.</span></span></span></p>
  </td>
  
  <td style="width:191.35pt;border-top:none;border-left:none;&#xD;&#xA;  border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:2.9pt 2.9pt 2.9pt 2.9pt;&#xD;&#xA;  height:12.25pt">
  <p class="MsoNormal" style="margin-left:14.05pt;text-indent:&#xD;&#xA;  -9.0pt;line-height:normal;"><span style="mso-bookmark:&#xD;&#xA;  _Hlk3196057"><span style="mso-bookmark:&#xD;&#xA;  _Hlk96325240"><span style="font-size:9.0pt;font-family:&#xD;&#xA;  Symbol;"><span style="display:inline-block; text-indent:0pt; min-width:9.0pt;">·<span style="font:7.0pt &quot;Times New Roman&quot;">  
  </span></span></span><span style="font-size:9.0pt;font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  ">Az érdekelt felekkel kapcsolatos
  irányítási folyamatok bevezetése a reputációs kockázat nyomon követésére és
  az azokhoz való alkalmazkodásra</span></span></span></p>
  </td>
  
 </tr>
 <tr style="height:12.25pt">
  <td style="width:116.4pt;border:solid windowtext 1.0pt;border-top:&#xD;&#xA;  none;&#xD;&#xA;  padding:2.9pt 2.9pt 2.9pt 2.9pt;height:12.25pt">
  <p class="MsoNormal" style="margin-bottom:8.0pt;text-align:center;&#xD;&#xA;  line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk96325240"><span style="font-size:9.0pt;font-family:&quot;Calibri&quot;,sans-serif;">Éghajlatváltozási kockázat</span></span></span></p>
  </td>
  
  <td style="width:202.3pt;border-top:none;border-left:none;&#xD;&#xA;  border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:2.9pt 2.9pt 2.9pt 2.9pt;&#xD;&#xA;  height:12.25pt">
  <p class="MsoNormal" style="margin-bottom:8.0pt;text-align:center;&#xD;&#xA;  line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk96325240"><span style="font-size:9.0pt;font-family:&quot;Calibri&quot;,sans-serif;">Az éghajlatváltozással kapcsolatos gazdasági átállási és
  fizikai kockázatok hátrányosan érinthetik a MOL Csoport jelenlegi és jövőbeni
  bevételeit, kiadásait, eszközeit és finanszírozását.</span></span></span></p>
  </td>
  
  <td style="width:191.35pt;border-top:none;border-left:none;&#xD;&#xA;  border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:2.9pt 2.9pt 2.9pt 2.9pt;&#xD;&#xA;  height:12.25pt">
  <p class="MsoNormal" style="margin-bottom:0;margin-left:14.05pt;text-indent:&#xD;&#xA;  -9.0pt;line-height:normal;"><span style="mso-bookmark:&#xD;&#xA;  _Hlk3196057"><span style="mso-bookmark:&#xD;&#xA;  _Hlk96325240"><span style="font-size:9.0pt;font-family:&#xD;&#xA;  Symbol;"><span style="display:inline-block; text-indent:0pt; min-width:9.0pt;">·<span style="font:7.0pt &quot;Times New Roman&quot;">  
  </span></span></span><span style="font-size:9.0pt;font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  ">A MOL-csoport átalakulási stratégiája</span></span></span></p>
  <p class="MsoNormal" style="margin-top:0;margin-left:14.05pt;text-indent:&#xD;&#xA;  -9.0pt;line-height:normal;"><span style="mso-bookmark:&#xD;&#xA;  _Hlk3196057"><span style="mso-bookmark:&#xD;&#xA;  _Hlk96325240"><span style="font-size:9.0pt;font-family:&#xD;&#xA;  Symbol;"><span style="display:inline-block; text-indent:0pt; min-width:9.0pt;">·<span style="font:7.0pt &quot;Times New Roman&quot;">  
  </span></span></span><span style="font-size:9.0pt;font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  ">Számos operatív lépés történt az
  éghajlatváltozásból eredő fizikai kockázatok mérséklésére (további információ
  a Fenntarthatósági Jelentésben)</span></span></span></p>
  </td>
  
 </tr>
 <tr style="height:12.25pt">
  <td style="width:116.4pt;border:solid windowtext 1.0pt;border-top:&#xD;&#xA;  none;&#xD;&#xA;  padding:2.9pt 2.9pt 2.9pt 2.9pt;height:12.25pt">
  <p class="MsoNormal" style="margin-bottom:8.0pt;text-align:center;&#xD;&#xA;  line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk96325240"><span style="font-size:9.0pt;font-family:&quot;Calibri&quot;,sans-serif;">A beruházások, projektek kivitelezésének kockázata</span></span></span></p>
  </td>
  
  <td style="width:202.3pt;border-top:none;border-left:none;&#xD;&#xA;  border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:2.9pt 2.9pt 2.9pt 2.9pt;&#xD;&#xA;  height:12.25pt">
  <p class="MsoNormal" style="margin-bottom:8.0pt;text-align:center;&#xD;&#xA;  line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk96325240"><span style="font-size:9.0pt;font-family:&quot;Calibri&quot;,sans-serif;">A projektek csúszása, illetve a vártnál kisebb megtérülése
  vagy sikertelensége, melynek számos oka lehet, többek között a költségek
  túllépése, alacsonyabb termékárak, magasabb nyersanyag- vagy energiaárak,
  berendezések hiánya, kivitelezők és alvállalkozók korlátozott elérhetősége,
  valamint kivitelezési, végrehajtási nehézségek.</span></span></span></p>
  </td>
  
  <td style="width:191.35pt;border-top:none;border-left:none;&#xD;&#xA;  border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:2.9pt 2.9pt 2.9pt 2.9pt;&#xD;&#xA;  height:12.25pt">
  <p class="MsoNormal" style="margin-bottom:0;margin-left:14.05pt;text-indent:&#xD;&#xA;  -9.0pt;line-height:normal;"><span style="mso-bookmark:&#xD;&#xA;  _Hlk3196057"><span style="mso-bookmark:&#xD;&#xA;  _Hlk96325240"><span style="font-size:9.0pt;font-family:&#xD;&#xA;  Symbol;"><span style="display:inline-block; text-indent:0pt; min-width:9.0pt;">·<span style="font:7.0pt &quot;Times New Roman&quot;">  
  </span></span></span><span style="font-size:9.0pt;font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  ">Szigorú stage-gate folyamat</span></span></span></p>
  <p class="MsoNormal" style="margin-bottom:0;margin-top:0;margin-left:14.05pt;text-indent:&#xD;&#xA;  -9.0pt;line-height:normal;"><span style="mso-bookmark:&#xD;&#xA;  _Hlk3196057"><span style="mso-bookmark:&#xD;&#xA;  _Hlk96325240"><span style="font-size:9.0pt;font-family:&#xD;&#xA;  Symbol;"><span style="display:inline-block; text-indent:0pt; min-width:9.0pt;">·<span style="font:7.0pt &quot;Times New Roman&quot;">  
  </span></span></span><span style="font-size:9.0pt;font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  ">A kockázat mérséklésére szakosodott
  csapat működik a Csoportban, hogy a kockázatokat már korai stádiumban
  azonosítsák, és a kockázatcsökkentési terveket elkészítsék. A kockázatokat a
  projekt ütemtervhez és költségvetéshez rendelik, ezzel reális becsléseket
  készítve, és a kockázatokat a projekt teljes élettartamán keresztül nyomon
  követik.</span></span></span></p>
  <p class="MsoNormal" style="margin-top:0;margin-left:14.05pt;text-indent:&#xD;&#xA;  -9.0pt;line-height:normal;"><span style="mso-bookmark:&#xD;&#xA;  _Hlk3196057"><span style="mso-bookmark:&#xD;&#xA;  _Hlk96325240"><span style="font-size:9.0pt;font-family:&#xD;&#xA;  Symbol;"><span style="display:inline-block; text-indent:0pt; min-width:9.0pt;">·<span style="font:7.0pt &quot;Times New Roman&quot;">  
  </span></span></span><span style="font-size:9.0pt;font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  ">Szállítói kiválasztási kritériumok,
  auditok</span></span></span></p>
  </td>
  
 </tr>
 <tr style="height:12.25pt">
  <td style="width:116.4pt;border:solid windowtext 1.0pt;border-top:&#xD;&#xA;  none;&#xD;&#xA;  padding:2.9pt 2.9pt 2.9pt 2.9pt;height:12.25pt">
  <p class="MsoNormal" style="margin-bottom:8.0pt;text-align:center;&#xD;&#xA;  line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk96325240"><span style="font-size:9.0pt;font-family:&quot;Calibri&quot;,sans-serif;">Humán Erőforrás kockázat</span></span></span></p>
  </td>
  
  <td style="width:202.3pt;border-top:none;border-left:none;&#xD;&#xA;  border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:2.9pt 2.9pt 2.9pt 2.9pt;&#xD;&#xA;  height:12.25pt">
  <p class="MsoNormal" style="margin-bottom:8.0pt;text-align:center;&#xD;&#xA;  line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk96325240"><span style="font-size:9.0pt;font-family:&quot;Calibri&quot;,sans-serif;">A Csoport képessége, hogy megvalósítsa a Shape Tomorrow
  stratégiáját, az alkalmazottak, a menedzsment, a szakértők és a műszaki
  személyzet képességeitől és teljesítményétől függ.</span></span></span></p>
  </td>
  
  <td style="width:191.35pt;border-top:none;border-left:none;&#xD;&#xA;  border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:2.9pt 2.9pt 2.9pt 2.9pt;&#xD;&#xA;  height:12.25pt">
  <p class="MsoNormal" style="margin-bottom:0;margin-left:18.55pt;text-indent:&#xD;&#xA;  -13.5pt;line-height:normal;"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk96325240"><span style="font-size:9.0pt;font-family:Symbol;&#xD;&#xA;  "><span style="display:inline-block; text-indent:0pt; min-width:13.5pt;">·<span style="font:7.0pt &quot;Times New Roman&quot;">     </span></span></span><span style="font-size:9.0pt;font-family:&quot;Calibri&quot;,sans-serif;">HR programok az alkalmazottak bevonzására, fejlesztésére
  és elkötelezésére</span></span></span></p>
  <p class="MsoNormal" style="margin-bottom:0;margin-top:0;margin-left:18.55pt;text-indent:&#xD;&#xA;  -13.5pt;line-height:normal;"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk96325240"><span style="font-size:9.0pt;font-family:Symbol;&#xD;&#xA;  "><span style="display:inline-block; text-indent:0pt; min-width:13.5pt;">·<span style="font:7.0pt &quot;Times New Roman&quot;">     </span></span></span><span style="font-size:9.0pt;font-family:&quot;Calibri&quot;,sans-serif;">Képességfejlesztés a vállalat minden szintjén az időtálló
  készségek biztosítása érdekében</span></span></span></p>
  <p class="MsoNormal" style="margin-bottom:0;margin-top:0;margin-left:18.55pt;text-indent:&#xD;&#xA;  -13.5pt;line-height:normal;"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk96325240"><span style="font-size:9.0pt;font-family:Symbol;&#xD;&#xA;  "><span style="display:inline-block; text-indent:0pt; min-width:13.5pt;">·<span style="font:7.0pt &quot;Times New Roman&quot;">     </span></span></span><span style="font-size:9.0pt;font-family:&quot;Calibri&quot;,sans-serif;">Generációk közötti együttműködés a belső tudástranszfer
  fejlesztése érdekében</span></span></span></p>
  <p class="MsoNormal" style="margin-bottom:0;margin-top:0;margin-left:18.55pt;text-indent:&#xD;&#xA;  -13.5pt;line-height:normal;"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk96325240"><span style="font-size:9.0pt;font-family:Symbol;&#xD;&#xA;  "><span style="display:inline-block; text-indent:0pt; min-width:13.5pt;">·<span style="font:7.0pt &quot;Times New Roman&quot;">     </span></span></span><span style="font-size:9.0pt;font-family:&quot;Calibri&quot;,sans-serif;">Fókuszba helyezzük a digitális átalakulást és a
  munkavállalói élményt</span></span></span></p>
  <p class="MsoNormal" style="margin-bottom:0;margin-top:0;margin-left:14.05pt;text-indent:&#xD;&#xA;  -9.0pt;line-height:normal;"><span style="mso-bookmark:&#xD;&#xA;  _Hlk3196057"><span style="mso-bookmark:&#xD;&#xA;  _Hlk96325240"><span style="font-size:9.0pt;font-family:&#xD;&#xA;  Symbol;"><span style="display:inline-block; text-indent:0pt; min-width:9.0pt;">·<span style="font:7.0pt &quot;Times New Roman&quot;">  
  </span></span></span><span style="font-size:9.0pt;font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  ">diverzitást és együttműködést
  támogató kultúra, </span></span></span></p>
  <p class="MsoNormal" style="margin-top:0;margin-left:14.05pt;text-indent:&#xD;&#xA;  -9.0pt;line-height:normal;"><span style="mso-bookmark:&#xD;&#xA;  _Hlk3196057"><span style="mso-bookmark:&#xD;&#xA;  _Hlk96325240"><span style="font-size:9.0pt;font-family:&#xD;&#xA;  Symbol;"><span style="display:inline-block; text-indent:0pt; min-width:9.0pt;">·<span style="font:7.0pt &quot;Times New Roman&quot;">  
  </span></span></span><span style="font-size:9.0pt;font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  ">Rugalmas munkakörnyezet és mobilitási
  rendszer a sokszínű tehetségek bevonzására és megtartására</span></span></span></p>
  </td>
  
 </tr>
</tbody></table>

<span style="mso-bookmark:_Hlk96325240"></span>

<p class="MsoNormal" style="margin-bottom:8.0pt;text-align:justify;"><span style="mso-bookmark:_Hlk3196057"><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;color:black;"><span> </span></span></span></p>

<p class="MsoNormal" style="margin-top:6.0pt;margin-right:0cm;margin-bottom:6.0pt;margin-left:0cm;text-align:justify;"><span style="mso-bookmark:&#xD;&#xA;_Hlk3196057"><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;color:black;">Az ESG kockázatok többek között
a következő témák között kerül megjelenítésre és figyelembe vételre:
Éghajlatváltozási kockázat, Humán Erőforrás kockázat, Eszköz- és
folyamatbiztonság és berendezések meghibásodásának kockázata, Kiberbiztonsági
kockázat, Visszaélés kockázat, Pandémiás kockázat , Szabályozói és szankciós
kockázat.</span></span></p>

<p class="MsoNormal" style="margin-top:6.0pt;margin-right:0cm;margin-bottom:6.0pt;margin-left:0cm;text-align:justify;"><span style="mso-bookmark:&#xD;&#xA;_Hlk3196057"><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;color:black;"><span> </span></span></span></p>

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  <p class="MsoNormal" style="text-align:center;line-height:normal"><span style="color:black;">Üzleti
  jelentés 2024</span><span style="font-size:11.0pt"></span></p>
  </td>
  <td style="width:4.0cm;background:#E30018;padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:21.6pt">
  <p class="MsoNormal" style="text-align:center;line-height:normal"><span style="font-size:10.0pt;color:white;">10</span><span style="font-size:10.0pt"></span></p>
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<p class="MsoHeader"><b><span> </span></b></p>

</div></div><div class="WordSection10">

<p class="MsoNormal" style="margin-top:6.0pt;margin-right:0cm;margin-bottom:6.0pt;margin-left:0cm;text-align:justify;"><span style="mso-bookmark:&#xD;&#xA;_Hlk3196057"><b><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;color:black">Kockázat-felülvizsgálati folyamat
2024-ben</span></b></span></p>

<p class="MsoNormal" style="margin-bottom:8.0pt;text-align:justify;"><span style="mso-bookmark:_Hlk3196057"><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;">2024-ben a Csoportban a kockázati felelősök
azonosították, elemezték és értékelték legnagyobb kockázataikat – mind közép,
mind hosszú távú kitekintéssel – és a vonatkozó kockázatcsökkentési terveket
kidolgozták, illetve felülvizsgálták. A kockázati jelentéseket az Igazgatóság
Pénzügyi és Kockázatkezelési Bizottsága és az Audit Bizottság tárgyalta.</span></span></p>

<p class="MsoNormal" style="margin-top:6.0pt;margin-right:0cm;margin-bottom:8.0pt;margin-left:0cm;text-align:justify;"><span style="mso-bookmark:&#xD;&#xA;_Hlk3196057"><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;">A Csoport kihívásokkal nézett szembe a folytatódó éles geopolitikai
helyzet kapcsán, így<span>  </span>2024-ben a Csoport
a kapcsolódó kockázatokat, úgy mint szankciós, szabályozói és ellátási
kockázatokat továbbra is magasabbnak tartja és<span> 
</span>kockázatcsökkentő eszközöket alkalmaz. Ezen felül a kiberkockázat is a
csoport fókuszában van, tekintettel a külső trendekre (geopolitikai helyzet,
mesterséges intelligencia hatása). </span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;"></span></span></p>

<p class="MsoNormal" style="margin-bottom:8.0pt;text-align:justify;"><span style="mso-bookmark:_Hlk3196057"><b><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;">Kőolajellátással kapcsolatos kockázatok:</span></b></span><span style="mso-bookmark:_Hlk3196057"><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;"> a kőolajellátási kockázat mérséklése
érdekében a Csoport kidolgozta a kőolajdiverzifikációs stratégiáját; alternatív
kőolaj típusok kerültek kiválasztásra, releváns beruházási projektek kerültek
meghatározásra és megkezdésre. Az ellátási lánc nehézségei az ellátásilánc,
készlet- és beszállítói menedzsment intézkedésekkel kerülnek enyhítésre. </span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;color:black;">A Barátság kőolajvezetéken történő
folyamatos kőolajszállítás biztosítására a Csoport megállapodásokat kötött
kőolajszállítókkal és csővezeték-üzemeltetőkkel.</span></span></p>

<p class="MsoNormal" style="margin-bottom:8.0pt;text-align:justify;"><span style="mso-bookmark:_Hlk3196057"><b><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;">Szabályozási és szankciós kockázatok:</span></b></span><span style="mso-bookmark:_Hlk3196057"><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;"> A MOL-csoport folyamatosan és szorosan
figyelemmel kíséri a szankciókat, valamint az ellenszankciókat és megerősítette
a megfelelési folyamatokat. Több olyan országban, ahol a Csoport működik a
kormányok különféle energiapiacot érintő beavatkozást hajtottak végre az elmúlt
években (árrés-plafont és extra adók, kormányzati elvonások), amelyek jelentős
pénzügyi hatással voltak a Csoportra. Az EU kezdeményezéseinek (különösen a Fit
for 55 csomaghoz kapcsolódó célkitűzések) nemzeti implementációja továbbá jelentős
compliance kockázatot ró a Csoportra. </span></span></p>

<p class="MsoNormal" style="margin-top:6.0pt;margin-right:0cm;margin-bottom:6.0pt;margin-left:0cm;text-align:justify;"><span style="mso-bookmark:&#xD;&#xA;_Hlk3196057"><b><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;color:black">Főbb kockázatkezelési eszközök</span></b></span></p>

<p class="MsoNormal" style="margin-bottom:8.0pt;text-align:justify;"><span style="mso-bookmark:_Hlk3196057"><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;">A fent leírtaknak megfelelően általános
kockázatkezelési keretként Átfogó Egységes Vállalati Kockázatkezelési Rendszert
(ERM) működtetünk.</span></span></p>

<p class="MsoNormal" style="margin-bottom:8.0pt;text-align:justify;"><span style="mso-bookmark:_Hlk3196057"><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;">A nyereségesség és pénzügyi stabilitás
fenntartásának érdekében célzott pénzügyi kockázatkezelési eljárásaink vannak a
rövid távú piaci kockázatok kezelésére. Az árupiaci árkockázat értekelését
rendszeresen végezzük, és<span>   </span>amikor,
illetve amennyiben szükséges, fedezeti ügyletekkel kezeljük. A derivatív
instrumentumok likviditási kockázatának rendszeres mérését komplex modell
alapján, fejlett statisztikai módszerekkel végezzük.</span></span></p>

<p class="MsoNormal" style="margin-bottom:8.0pt;text-align:justify;"><span style="mso-bookmark:_Hlk3196057"><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;">A működési kockázatok pénzügyi
következményeinek áthárítása a biztosítás menedzsment feladata, a biztosítások
kötése egy fontos kockázatcsökkentő eszköz a leglényegesebb, tevékenységünkből
fakadó kockázati kitettségek és kötelezettségek kezelésében. A biztosítások
kötése egy csoportszintű közös program keretében történik, a jelentős szinergia
hatások kiaknázása érdekében.</span></span></p>

<p class="MsoNormal" style="margin-bottom:8.0pt;text-align:justify;"><span style="mso-bookmark:_Hlk3196057"><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;">A legjobb iparági gyakorlatoknak megfelelően,
az alacsony valószínűségű, de magas potenciális hatású kockázatokra fókuszálva,
amelyek megszakíthatják az operációt, az értékteremtési folyamatot, a
MOL-csoport egy kríziskezelési és üzletfolytonossági programot indított.
Jelenleg ezek integrálásán dolgozunk annak érdekében, hogy elfogadható határok
közé szorítsuk a kritikus üzleti folyamatok helyreállításhoz szükséges időt.</span></span></p>

<p class="MsoNormal" style="margin-top:6.0pt;margin-right:0cm;margin-bottom:6.0pt;margin-left:0cm;text-align:justify;"><span style="mso-bookmark:&#xD;&#xA;_Hlk3196057"><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;">A TCFD közzételt a Fenntarthatósági Jelentés tartalmazza.</span></span></p>

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  <p class="MsoNormal" style="text-align:center;line-height:normal"><span style="color:black;">Üzleti
  jelentés 2024</span><span style="font-size:11.0pt"></span></p>
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  <td style="width:4.0cm;background:#E30018;padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:21.6pt">
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<p class="MsoHeader"><b><span> </span></b></p>

</div></div><div class="WordSection11">

<p class="MsoNormal" style="margin-left:18.0pt;text-indent:-18.0pt;"><span style="mso-bookmark:_Hlk3196057"><a id="_Toc505674362"></a><a id="_Toc129160666"></a><a id="_Toc129243817"><b><span style="font-size:9.0pt;line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;color:#E30018"><span>3.<span style="font:7.0pt &quot;Times New Roman&quot;">       
</span></span></span></b><b><span style="font-size:9.0pt;line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;color:#E30018">A
2024-ES ÉV PÉNZÜGYI ÉS MŰKÖDÉSI ÖSSZEFOGLALÓJA</span></b></a></span><span style="mso-bookmark:_Hlk3196057"><b><span style="font-size:9.0pt;line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;color:#E30018"> </span></b></span></p>

<p class="MsoNormal"><span style="mso-bookmark:_Hlk3196057"><b><span style="font-size:9.0pt;line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;color:#E30018"><span> </span></span></b></span></p>

<table class="MsoNormalTable" title="1211b854-6404-48cf-84d1-0e9e3aceb1ac" style="border:solid 0pt;border-collapse:collapse;border-spacing:0;;"><tbody>
 <tr style="height:14.5pt">
  <td style="vertical-align:bottom;width:177.2pt;border-top:solid windowtext 1.0pt;&#xD;&#xA;  border-left:none;border-bottom:solid windowtext 1.0pt;border-right:none;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;height:14.5pt"><span style="mso-bookmark:_Hlk3196057"></span></td>
  
  <td colspan="3" style="width:6.0cm;border-top:solid windowtext 1.0pt;&#xD;&#xA;  border-left:none;border-bottom:solid windowtext 1.0pt;border-right:none;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;height:14.5pt">
  <p class="MsoNormal" style="text-align:center;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;">Milliárd forint</span></b></span></p>
  </td>
  
  <td colspan="3" style="width:163.0pt;border-top:solid windowtext 1.0pt;&#xD;&#xA;  border-left:none;border-bottom:solid windowtext 1.0pt;border-right:none;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;height:14.5pt">
  <p class="MsoNormal" style="text-align:center;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;">Millió dollár</span></b></span></p>
  </td>
  
 </tr>
 <tr style="height:21.0pt">
  <td style="width:177.2pt;border:none;border-bottom:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:21.0pt">
  <p class="MsoNormal" style="line-height:normal"><span style="mso-bookmark:_Hlk3196057"><b><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">Pénzügyi összefoglaló</span></b></span></p>
  </td>
  
  <td style="width:2.0cm;border:none;border-bottom:solid windowtext 1.0pt;&#xD;&#xA;  background:lightgrey;padding:&#xD;&#xA;  0cm 3.5pt 0cm 3.5pt;height:21.0pt">
  <p class="MsoNormal" style="text-align:center;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;">2024. év</span></b></span></p>
  </td>
  
  <td style="width:2.0cm;border:none;border-bottom:solid windowtext 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:21.0pt">
  <p class="MsoNormal" style="text-align:center;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;">2023. év</span></b></span></p>
  </td>
  
  <td style="width:2.0cm;border:none;border-bottom:solid windowtext 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:21.0pt">
  <p class="MsoNormal" style="text-align:center;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;">Vált. %</span></b></span></p>
  </td>
  
  <td style="width:63.8pt;border:none;border-bottom:solid windowtext 1.0pt;&#xD;&#xA;  background:lightgrey;padding:&#xD;&#xA;  0cm 3.5pt 0cm 3.5pt;height:21.0pt">
  <p class="MsoNormal" style="text-align:center;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;">2024. év</span></b></span></p>
  </td>
  
  <td style="width:63.8pt;border:none;border-bottom:solid windowtext 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:21.0pt">
  <p class="MsoNormal" style="text-align:center;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;">2023. év</span></b></span></p>
  </td>
  
  <td style="width:35.4pt;border:none;border-bottom:solid windowtext 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:21.0pt">
  <p class="MsoNormal" style="text-align:center;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;">Vált. %</span></b></span></p>
  </td>
  
 </tr>
 <tr style="height:14.5pt">
  <td style="width:177.2pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">Értékesítés nettó árbevétele</span></span></p>
  </td>
  
  <td style="width:2.0cm;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  background:lightgrey;padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">9.178,7</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
  <td style="width:2.0cm;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">8.908,5</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
  <td style="width:2.0cm;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">3</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
  <td style="width:63.8pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  background:lightgrey;padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">25.127</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
  <td style="width:63.8pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">25.217</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
  <td style="width:35.4pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">0</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
 </tr>
 <tr style="height:14.5pt">
  <td style="width:177.2pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">EBITDA </span></span></p>
  </td>
  
  <td style="width:2.0cm;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  background:lightgrey;padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">1.091,3</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
  <td style="width:2.0cm;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">1.149,3</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
  <td style="width:2.0cm;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">-5</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
  <td style="width:63.8pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  background:lightgrey;padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">2.992</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
  <td style="width:63.8pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">3.235</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
  <td style="width:35.4pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">-8</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
 </tr>
 <tr style="height:14.5pt">
  <td style="width:177.2pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="line-height:normal"><span style="mso-bookmark:_Hlk3196057"><b><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">EBITDA speciális tételek nélkül</span></b></span><span style="mso-bookmark:_Hlk3196057"><b><sup><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;">(1)</span></sup></b></span><span style="mso-bookmark:_Hlk3196057"><b><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;"></span></b></span></p>
  </td>
  
  <td style="width:2.0cm;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  background:lightgrey;padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">1.091,3</span></b></span><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></b></span></p>
  </td>
  
  <td style="width:2.0cm;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">1.123,7</span></b></span><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></b></span></p>
  </td>
  
  <td style="width:2.0cm;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">-3</span></b></span><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></b></span></p>
  </td>
  
  <td style="width:63.8pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  background:lightgrey;padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">2.992</span></b></span><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></b></span></p>
  </td>
  
  <td style="width:63.8pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">3.162</span></b></span><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></b></span></p>
  </td>
  
  <td style="width:35.4pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">-5</span></b></span><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></b></span></p>
  </td>
  
 </tr>
 <tr style="height:21.0pt">
  <td style="width:177.2pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:21.0pt">
  <p class="MsoNormal" style="line-height:normal"><span style="mso-bookmark:_Hlk3196057"><b><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">Újrabesz. árakkal becsült „tiszta”
  EBITDA</span></b></span><span style="mso-bookmark:_Hlk3196057"><b><sup><span style="font-family:&quot;Calibri&quot;,sans-serif;    color:black;">(1) (2)</span></sup></b></span><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></b></span></p>
  </td>
  
  <td style="width:2.0cm;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  background:lightgrey;padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:21.0pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">1.121,7</span></b></span><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></b></span></p>
  </td>
  
  <td style="width:2.0cm;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:21.0pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">1.098,4</span></b></span><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></b></span></p>
  </td>
  
  <td style="width:2.0cm;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:21.0pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;">2</span></b></span></p>
  </td>
  
  <td style="width:63.8pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  background:lightgrey;padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:21.0pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">3.073</span></b></span><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></b></span></p>
  </td>
  
  <td style="width:63.8pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:21.0pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">3.093</span></b></span><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></b></span></p>
  </td>
  
  <td style="width:35.4pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:21.0pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">-1</span></b></span><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></b></span></p>
  </td>
  
 </tr>
 <tr style="height:14.5pt">
  <td style="width:177.2pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">Üzleti eredmény</span></span></p>
  </td>
  
  <td style="width:2.0cm;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  background:lightgrey;padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">584,9</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
  <td style="width:2.0cm;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">677,6</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
  <td style="width:2.0cm;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">-14</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
  <td style="width:63.8pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  background:lightgrey;padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">1.615</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
  <td style="width:63.8pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">1.898</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
  <td style="width:35.4pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">-15</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
 </tr>
 <tr style="height:14.5pt">
  <td style="width:177.2pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="line-height:normal"><span style="mso-bookmark:_Hlk3196057"><b><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">Üzleti eredmény speciális tételek nélkül</span></b></span><span style="mso-bookmark:_Hlk3196057"><b><sup><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;">(1)</span></sup></b></span><span style="mso-bookmark:_Hlk3196057"><b><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;"></span></b></span></p>
  </td>
  
  <td style="width:2.0cm;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  background:lightgrey;padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">603,8</span></b></span><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></b></span></p>
  </td>
  
  <td style="width:2.0cm;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">722,8</span></b></span><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></b></span></p>
  </td>
  
  <td style="width:2.0cm;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">-16</span></b></span><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></b></span></p>
  </td>
  
  <td style="width:63.8pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  background:lightgrey;padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">1.663</span></b></span><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></b></span></p>
  </td>
  
  <td style="width:63.8pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">2.026</span></b></span><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></b></span></p>
  </td>
  
  <td style="width:35.4pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">-18</span></b></span><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></b></span></p>
  </td>
  
 </tr>
 <tr style="height:21.0pt">
  <td style="width:177.2pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:21.0pt">
  <p class="MsoNormal" style="line-height:normal"><span style="mso-bookmark:_Hlk3196057"><b><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">Újrabesz. árakkal becsült „tiszta”
  üzleti eredmény</span></b></span><span style="mso-bookmark:_Hlk3196057"><b><sup><span style="font-family:&quot;Calibri&quot;,sans-serif;    color:black;">(1) (2)</span></sup></b></span><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></b></span></p>
  </td>
  
  <td style="width:2.0cm;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  background:lightgrey;padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:21.0pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">634,2</span></b></span><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></b></span></p>
  </td>
  
  <td style="width:2.0cm;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:21.0pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">697,5</span></b></span><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></b></span></p>
  </td>
  
  <td style="width:2.0cm;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:21.0pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">-9</span></b></span><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></b></span></p>
  </td>
  
  <td style="width:63.8pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  background:lightgrey;padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:21.0pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">1.744</span></b></span><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></b></span></p>
  </td>
  
  <td style="width:63.8pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:21.0pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">1.957</span></b></span><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></b></span></p>
  </td>
  
  <td style="width:35.4pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:21.0pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">-11</span></b></span><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></b></span></p>
  </td>
  
 </tr>
 <tr style="height:21.0pt">
  <td style="width:177.2pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:21.0pt">
  <p class="MsoNormal" style="line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">Pénzügyi műveletek nyeresége/vesztesége
  (-)</span></span></p>
  </td>
  
  <td style="width:2.0cm;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  background:lightgrey;padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:21.0pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">-66,9</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
  <td style="width:2.0cm;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:21.0pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">12,5</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
  <td style="width:2.0cm;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:21.0pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">n.a.</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
  <td style="width:63.8pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  background:lightgrey;padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:21.0pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">-181</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
  <td style="width:63.8pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:21.0pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">36</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
  <td style="width:35.4pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:21.0pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">n.a.</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
 </tr>
 <tr style="height:21.0pt">
  <td style="width:177.2pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:21.0pt">
  <p class="MsoNormal" style="line-height:normal"><span style="mso-bookmark:_Hlk3196057"><b><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">Anyavállalati részvényesek részesedése a
  nettó eredményből</span></b></span></p>
  </td>
  
  <td style="width:2.0cm;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  background:lightgrey;padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:21.0pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">368,2</span></b></span><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></b></span></p>
  </td>
  
  <td style="width:2.0cm;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:21.0pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">530,4</span></b></span><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></b></span></p>
  </td>
  
  <td style="width:2.0cm;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:21.0pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">-31</span></b></span><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></b></span></p>
  </td>
  
  <td style="width:63.8pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  background:lightgrey;padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:21.0pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">1.023</span></b></span><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></b></span></p>
  </td>
  
  <td style="width:63.8pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:21.0pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">1.484</span></b></span><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></b></span></p>
  </td>
  
  <td style="width:35.4pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:21.0pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">-31</span></b></span><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></b></span></p>
  </td>
  
 </tr>
 <tr style="height:12.45pt">
  <td style="width:177.2pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:12.45pt">
  <p class="MsoNormal" style="line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">Működési cash flow a működőtőke
  változása előtt</span></span></p>
  </td>
  
  <td style="width:2.0cm;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  background:lightgrey;padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:12.45pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">914,6</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
  <td style="width:2.0cm;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:12.45pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">667,3</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
  <td style="width:2.0cm;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:12.45pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">37</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
  <td style="width:63.8pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  background:lightgrey;padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:12.45pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">2.488</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
  <td style="width:63.8pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:12.45pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">1.842</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
  <td style="width:35.4pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:12.45pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">35</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
 </tr>
 <tr style="height:14.5pt">
  <td style="width:177.2pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">Működési cash flow</span></span></p>
  </td>
  
  <td style="width:2.0cm;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  background:lightgrey;padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">820,5</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
  <td style="width:2.0cm;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">754,0</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
  <td style="width:2.0cm;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">9</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
  <td style="width:63.8pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  background:lightgrey;padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">2.218</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
  <td style="width:63.8pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">2.138</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
  <td style="width:35.4pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">4</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
 </tr>
 <tr style="height:14.5pt">
  <td style="width:177.2pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="line-height:normal"><span style="mso-bookmark:_Hlk3196057"><b><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">EGY RÉSZVÉNYRE JUTÓ EREDMÉNY</span></b></span></p>
  </td>
  
  <td style="width:2.0cm;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  background:lightgrey;padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;"> </span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
  <td style="width:2.0cm;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;"> </span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
  <td style="width:2.0cm;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;"> </span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
  <td style="width:63.8pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  background:lightgrey;padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;"> </span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
  <td style="width:63.8pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;"> </span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
  <td style="width:35.4pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;"> </span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
 </tr>
 <tr style="height:14.5pt">
  <td style="width:177.2pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">EPS (forint)</span></span></p>
  </td>
  
  <td style="width:2.0cm;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  background:lightgrey;padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">496,2</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
  <td style="width:2.0cm;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">715,4</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
  <td style="width:2.0cm;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">-31</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
  <td style="width:63.8pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  background:lightgrey;padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">1,38</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
  <td style="width:63.8pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">2,00</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
  <td style="width:35.4pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">-31</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
 </tr>
 <tr style="height:14.5pt">
  <td style="width:177.2pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="line-height:normal"><span style="mso-bookmark:_Hlk3196057"><b><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">ELADÓSODOTTSÁGI MUTATÓK</span></b></span></p>
  </td>
  
  <td style="width:2.0cm;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  background:lightgrey;padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;"> </span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
  <td style="width:2.0cm;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;"> </span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
  <td style="width:2.0cm;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;"> </span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
  <td style="width:63.8pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  background:lightgrey;padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt"><span style="mso-bookmark:_Hlk3196057"></span></td>
  
  <td style="width:63.8pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt"><span style="mso-bookmark:_Hlk3196057"></span></td>
  
  <td style="width:35.4pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt"><span style="mso-bookmark:_Hlk3196057"></span></td>
  
 </tr>
 <tr style="height:14.5pt">
  <td style="width:177.2pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">Egyszerűsített Nettó adósság/EBITDA</span></span></p>
  </td>
  
  <td style="width:2.0cm;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  background:lightgrey;padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">0,74</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
  <td style="width:2.0cm;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">0,59</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
  <td style="width:2.0cm;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">n.a.</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
  <td style="width:63.8pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  background:lightgrey;padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt"><span style="mso-bookmark:_Hlk3196057"></span></td>
  
  <td style="width:63.8pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt"><span style="mso-bookmark:_Hlk3196057"></span></td>
  
  <td style="width:35.4pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt"><span style="mso-bookmark:_Hlk3196057"></span></td>
  
 </tr>
 <tr style="height:14.5pt">
  <td style="width:177.2pt;border:none;border-bottom:solid windowtext 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">Nettó eladósodottság (gearing)</span></span><span style="mso-bookmark:_Hlk3196057"><sup><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"> (4)</span></sup></span><span style="mso-bookmark:_Hlk3196057"><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;"></span></span></p>
  </td>
  
  <td style="width:2.0cm;border:none;border-bottom:solid windowtext 1.0pt;&#xD;&#xA;  background:lightgrey;padding:&#xD;&#xA;  0cm 3.5pt 0cm 3.5pt;height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">14,9%</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
  <td style="width:2.0cm;border:none;border-bottom:solid windowtext 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">14,0%</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
  <td style="width:2.0cm;border:none;border-bottom:solid windowtext 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">n.a.</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
  <td style="width:63.8pt;border:none;border-bottom:solid windowtext 1.0pt;&#xD;&#xA;  background:lightgrey;padding:&#xD;&#xA;  0cm 3.5pt 0cm 3.5pt;height:14.5pt"><span style="mso-bookmark:_Hlk3196057"></span></td>
  
  <td style="width:63.8pt;border:none;border-bottom:solid windowtext 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt"><span style="mso-bookmark:_Hlk3196057"></span></td>
  
  <td style="width:35.4pt;border:none;border-bottom:solid windowtext 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt"><span style="mso-bookmark:_Hlk3196057"></span></td>
  
 </tr>
</tbody></table>

<p class="MsoNormal" style="margin-bottom:6.0pt"><span style="mso-bookmark:_Hlk3196057"><span style="font-size:7.0pt;line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;"><span> </span></span></span></p>

<p class="MsoNormal"><span style="mso-bookmark:_Hlk3196057"><b><span style="font-size:9.0pt;line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;">FŐBB PÉNZÜGYI ADATOK DIVIZIONÁLIS BONTÁSBAN</span></b></span></p>

<table class="MsoNormalTable" title="96b3d4e7-89f0-4eaa-8b2a-3be499b37bde" style="border:solid 0pt;border-collapse:collapse;border-spacing:0;;"><tbody>
 <tr style="height:14.5pt">
  <td style="vertical-align:bottom;width:177.2pt;border-top:solid windowtext 1.0pt;&#xD;&#xA;  border-left:none;border-bottom:solid windowtext 1.0pt;border-right:none;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;height:14.5pt">
  <p class="MsoNormal" style="line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-size:11.0pt;font-family:&#xD;&#xA;  &quot;Calibri&quot;,sans-serif;color:black;&#xD;&#xA;  "> </span></span></p>
  </td>
  
  <td colspan="3" style="width:6.0cm;border-top:solid windowtext 1.0pt;&#xD;&#xA;  border-left:none;border-bottom:solid windowtext 1.0pt;border-right:none;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;height:14.5pt">
  <p class="MsoNormal" style="text-align:center;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;">Milliárd forint</span></b></span></p>
  </td>
  
  <td colspan="3" style="width:163.0pt;border-top:solid windowtext 1.0pt;&#xD;&#xA;  border-left:none;border-bottom:solid windowtext 1.0pt;border-right:none;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;height:14.5pt">
  <p class="MsoNormal" style="text-align:center;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;">Millió dollár</span></b></span></p>
  </td>
  
 </tr>
 <tr style="height:21.0pt">
  <td style="width:177.2pt;border:none;border-bottom:solid windowtext 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:21.0pt">
  <p class="MsoNormal" style="line-height:normal"><span style="mso-bookmark:_Hlk3196057"><b><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">Értékesítés nettó árbevétele</span></b></span><span style="mso-bookmark:_Hlk3196057"><b><sup><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;">(3) (6)</span></sup></b></span><span style="mso-bookmark:_Hlk3196057"><b><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;"></span></b></span></p>
  </td>
  
  <td style="width:2.0cm;border:none;border-bottom:solid windowtext 1.0pt;&#xD;&#xA;  background:lightgrey;padding:&#xD;&#xA;  0cm 3.5pt 0cm 3.5pt;height:21.0pt">
  <p class="MsoNormal" style="text-align:center;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;">2024. év</span></b></span></p>
  </td>
  
  <td style="width:63.8pt;border:none;border-bottom:solid windowtext 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:21.0pt">
  <p class="MsoNormal" style="text-align:center;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;">2023. év</span></b></span></p>
  </td>
  
  <td style="width:49.6pt;border:none;border-bottom:solid windowtext 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:21.0pt">
  <p class="MsoNormal" style="text-align:center;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;">Vált. %</span></b></span></p>
  </td>
  
  <td style="width:63.8pt;border:none;border-bottom:solid windowtext 1.0pt;&#xD;&#xA;  background:lightgrey;padding:&#xD;&#xA;  0cm 3.5pt 0cm 3.5pt;height:21.0pt">
  <p class="MsoNormal" style="text-align:center;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;">2024. év</span></b></span></p>
  </td>
  
  <td style="width:63.8pt;border:none;border-bottom:solid windowtext 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:21.0pt">
  <p class="MsoNormal" style="text-align:center;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;">2023. év</span></b></span></p>
  </td>
  
  <td style="width:35.4pt;border:none;border-bottom:solid windowtext 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:21.0pt">
  <p class="MsoNormal" style="text-align:center;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;">Vált. %</span></b></span></p>
  </td>
  
 </tr>
 <tr style="height:14.5pt">
  <td style="width:177.2pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">Upstream</span></span></p>
  </td>
  
  <td style="width:2.0cm;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  background:lightgrey;padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">685,4</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
  <td style="width:63.8pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">723,9</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
  <td style="width:49.6pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">-5</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
  <td style="width:63.8pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  background:lightgrey;padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">1.871</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
  <td style="width:63.8pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">2.043</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
  <td style="width:35.4pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">-8</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
 </tr>
 <tr style="height:14.5pt">
  <td style="width:177.2pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">Downstream</span></span></p>
  </td>
  
  <td style="width:2.0cm;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  background:lightgrey;padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">7.155,1</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
  <td style="width:63.8pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">7.210,7</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
  <td style="width:49.6pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">-1</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
  <td style="width:63.8pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  background:lightgrey;padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">19.578</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
  <td style="width:63.8pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">20.410</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
  <td style="width:35.4pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">-4</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
 </tr>
 <tr style="height:14.5pt">
  <td style="width:177.2pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">Gáz Midstream</span></span></p>
  </td>
  
  <td style="width:2.0cm;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  background:lightgrey;padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">127,3</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
  <td style="width:63.8pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">141,5</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
  <td style="width:49.6pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">-10</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
  <td style="width:63.8pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  background:lightgrey;padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">348</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
  <td style="width:63.8pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">400</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
  <td style="width:35.4pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">-13</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
 </tr>
 <tr style="height:14.5pt">
  <td style="width:177.2pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">Fogyasztói szolgáltatások <sup>(13)</sup></span></span></p>
  </td>
  
  <td style="width:2.0cm;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  background:lightgrey;padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">3.741,2</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
  <td style="width:63.8pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">3.634,8</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
  <td style="width:49.6pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">3</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
  <td style="width:63.8pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  background:lightgrey;padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">10.240</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
  <td style="width:63.8pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">10.295</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
  <td style="width:35.4pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">-1</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
 </tr>
 <tr style="height:14.5pt">
  <td style="width:177.2pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">Körforgásos Gazdasági Szolgáltatások</span></span></p>
  </td>
  
  <td style="width:2.0cm;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  background:lightgrey;padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">428,6</span></span></p>
  </td>
  
  <td style="width:63.8pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">192,1</span></span></p>
  </td>
  
  <td style="width:49.6pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">123</span></span></p>
  </td>
  
  <td style="width:63.8pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  background:lightgrey;padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">1.182</span></span></p>
  </td>
  
  <td style="width:63.8pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">543</span></span></p>
  </td>
  
  <td style="width:35.4pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">118</span></span></p>
  </td>
  
 </tr>
 <tr style="height:14.5pt">
  <td style="width:177.2pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">Központ és egyéb</span></span></p>
  </td>
  
  <td style="width:2.0cm;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  background:lightgrey;padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">436,4</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
  <td style="width:63.8pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">316,8</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
  <td style="width:49.6pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">38</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
  <td style="width:63.8pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  background:lightgrey;padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">1.187</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
  <td style="width:63.8pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">898</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
  <td style="width:35.4pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">32</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
 </tr>
 <tr style="height:14.5pt">
  <td style="width:177.2pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="line-height:normal"><span style="mso-bookmark:_Hlk3196057"><b><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">Értékesítés nettó árbevétele összesen</span></b></span></p>
  </td>
  
  <td style="width:2.0cm;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  background:lightgrey;padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">12.573,9</span></b></span><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></b></span></p>
  </td>
  
  <td style="width:63.8pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">12.219,8</span></b></span><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></b></span></p>
  </td>
  
  <td style="width:49.6pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">3</span></b></span><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></b></span></p>
  </td>
  
  <td style="width:63.8pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  background:lightgrey;padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">34.406</span></b></span><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></b></span></p>
  </td>
  
  <td style="width:63.8pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">34.589</span></b></span><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></b></span></p>
  </td>
  
  <td style="width:35.4pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">-1</span></b></span><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></b></span></p>
  </td>
  
 </tr>
 <tr style="height:14.5pt">
  <td style="width:177.2pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">Szegmensek közötti átadás</span></span><span style="mso-bookmark:_Hlk3196057"><sup><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;">(7)</span></sup></span><span style="mso-bookmark:_Hlk3196057"><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;"></span></span></p>
  </td>
  
  <td style="width:2.0cm;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  background:lightgrey;padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">-3.395,2</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
  <td style="width:63.8pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">-3.311,3</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
  <td style="width:49.6pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">3</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
  <td style="width:63.8pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  background:lightgrey;padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">-9.279</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
  <td style="width:63.8pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">-9.372</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
  <td style="width:35.4pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">-1</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
 </tr>
 <tr style="height:14.5pt">
  <td style="width:177.2pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">Külső értékesítés nettó árbevétele
  folytatólagos tevékenységből</span></span></p>
  </td>
  
  <td style="width:2.0cm;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  background:lightgrey;padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">9.178,7</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
  <td style="width:63.8pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">8.908,5</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
  <td style="width:49.6pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">3</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
  <td style="width:63.8pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  background:lightgrey;padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">25.127</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
  <td style="width:63.8pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">25.217</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
  <td style="width:35.4pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">0</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
 </tr>
 <tr style="height:14.5pt">
  <td style="width:177.2pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">Külső értékesítés nettó árbevétele
  megszűnő tevékenységből</span></span></p>
  </td>
  
  <td style="width:2.0cm;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  background:lightgrey;padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">0,0</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
  <td style="width:63.8pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">0,0</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
  <td style="width:49.6pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">n.a.</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
  <td style="width:63.8pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  background:lightgrey;padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">0</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
  <td style="width:63.8pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">0</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
  <td style="width:35.4pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">n.a.</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
 </tr>
 <tr style="height:14.5pt">
  <td style="width:177.2pt;border:none;border-bottom:solid windowtext 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="line-height:normal"><span style="mso-bookmark:_Hlk3196057"><b><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">Külső értékesítés nettó árbevétele
  összesen</span></b></span><span style="mso-bookmark:_Hlk3196057"><b><sup><span style="font-family:&quot;Calibri&quot;,sans-serif;    color:black;">(6)</span></sup></b></span><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></b></span></p>
  </td>
  
  <td style="width:2.0cm;border:none;border-bottom:solid windowtext 1.0pt;&#xD;&#xA;  background:lightgrey;padding:&#xD;&#xA;  0cm 3.5pt 0cm 3.5pt;height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">9.178,7</span></b></span><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></b></span></p>
  </td>
  
  <td style="width:63.8pt;border:none;border-bottom:solid windowtext 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">8.908,5</span></b></span><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></b></span></p>
  </td>
  
  <td style="width:49.6pt;border:none;border-bottom:solid windowtext 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">3</span></b></span><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></b></span></p>
  </td>
  
  <td style="width:63.8pt;border:none;border-bottom:solid windowtext 1.0pt;&#xD;&#xA;  background:lightgrey;padding:&#xD;&#xA;  0cm 3.5pt 0cm 3.5pt;height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">25.127</span></b></span><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></b></span></p>
  </td>
  
  <td style="width:63.8pt;border:none;border-bottom:solid windowtext 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">25.217</span></b></span><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></b></span></p>
  </td>
  
  <td style="width:35.4pt;border:none;border-bottom:solid windowtext 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">0</span></b></span><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></b></span></p>
  </td>
  
 </tr>
 <tr style="height:4.0pt">
  <td style="width:177.2pt;border:none;border-bottom:solid windowtext 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:4.0pt"><span style="mso-bookmark:_Hlk3196057"></span>
  <p class="MsoNormal" style="line-height:normal"><span style="mso-bookmark:_Hlk3196057"><b><span style="font-size:2.0pt;&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;"></span></b></span></p>
  </td>
  
  <td colspan="3" style="width:6.0cm;border:none;border-bottom:solid windowtext 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:4.0pt"><span style="mso-bookmark:_Hlk3196057"></span>
  <p class="MsoNormal" style="text-align:center;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><b><span style="font-size:2.0pt;font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></b></span></p>
  </td>
  
  <td colspan="3" style="width:163.0pt;border:none;border-bottom:solid windowtext 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:4.0pt"><span style="mso-bookmark:_Hlk3196057"></span>
  <p class="MsoNormal" style="text-align:center;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><b><span style="font-size:2.0pt;font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></b></span></p>
  </td>
  
 </tr>
</tbody></table>

<p class="MsoNormal"><span style="mso-bookmark:_Hlk3196057"><span> </span></span></p>

<p class="MsoNormal"><span style="mso-bookmark:_Hlk3196057"><span> </span></span></p>

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  <p class="MsoNormal" style="line-height:normal"><span></span></p>
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  <p class="MsoNormal" style="text-align:center;line-height:normal"><span style="color:black;">Üzleti
  jelentés 2024</span><span style="font-size:11.0pt"></span></p>
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  <td style="width:4.0cm;background:#E30018;padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:21.6pt">
  <p class="MsoNormal" style="text-align:center;line-height:normal"><span style="font-size:10.0pt;color:white;">12</span><span style="font-size:10.0pt"></span></p>
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<table class="MsoNormalTable" title="6743bac1-f902-4b41-a9d5-8becf8f8e639" style="border:solid 0pt;border-collapse:collapse;border-spacing:0;;"><tbody>
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  <td colspan="3" style="width:163.0pt;border-top:solid windowtext 1.0pt;&#xD;&#xA;  border-left:none;border-bottom:solid windowtext 1.0pt;border-right:none;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;height:13.7pt">
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 <tr style="height:13.8pt">
  <td style="width:177.2pt;border:none;border-bottom:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:13.8pt">
  <p class="MsoNormal" style="line-height:normal"><span style="mso-bookmark:_Hlk3196057"><b><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">EBITDA</span></b></span></p>
  </td>
  
  <td style="width:2.0cm;border:none;border-bottom:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  background:lightgrey;padding:&#xD;&#xA;  0cm 3.5pt 0cm 3.5pt;height:13.8pt">
  <p class="MsoNormal" style="text-align:center;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;">2024. év</span></b></span></p>
  </td>
  
  <td style="width:63.8pt;border:none;border-bottom:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:13.8pt">
  <p class="MsoNormal" style="text-align:center;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;">2023. év</span></b></span></p>
  </td>
  
  <td style="width:49.6pt;border:none;border-bottom:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:13.8pt">
  <p class="MsoNormal" style="text-align:center;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;">Vált. %</span></b></span></p>
  </td>
  
  <td style="width:63.8pt;border:none;border-bottom:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  background:lightgrey;padding:&#xD;&#xA;  0cm 3.5pt 0cm 3.5pt;height:13.8pt">
  <p class="MsoNormal" style="text-align:center;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;">2024. év</span></b></span></p>
  </td>
  
  <td style="width:63.8pt;border:none;border-bottom:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:13.8pt">
  <p class="MsoNormal" style="text-align:center;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;">2023. év</span></b></span></p>
  </td>
  
  <td style="width:35.4pt;border:none;border-bottom:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:13.8pt">
  <p class="MsoNormal" style="text-align:center;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;">Vált. %</span></b></span></p>
  </td>
  
 </tr>
 <tr style="height:14.5pt">
  <td style="width:177.2pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">Upstream</span></span></p>
  </td>
  
  <td style="width:2.0cm;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  background:lightgrey;padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">402,1</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
  <td style="width:63.8pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">365,5</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
  <td style="width:49.6pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">10</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
  <td style="width:63.8pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  background:lightgrey;padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">1.099</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
  <td style="width:63.8pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">1.026</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
  <td style="width:35.4pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">7</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
 </tr>
 <tr style="height:14.5pt">
  <td style="width:177.2pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">Downstream</span></span></p>
  </td>
  
  <td style="width:2.0cm;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  background:lightgrey;padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">427,4</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
  <td style="width:63.8pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">490,2</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
  <td style="width:49.6pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">-13</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
  <td style="width:63.8pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  background:lightgrey;padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">1.171</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
  <td style="width:63.8pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">1.375</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
  <td style="width:35.4pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">-15</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
 </tr>
 <tr style="height:14.5pt">
  <td style="width:177.2pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">Gáz Midstream</span></span></p>
  </td>
  
  <td style="width:2.0cm;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  background:lightgrey;padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">89,0</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
  <td style="width:63.8pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">93,8</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
  <td style="width:49.6pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">-5</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
  <td style="width:63.8pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  background:lightgrey;padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">244</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
  <td style="width:63.8pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">265</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
  <td style="width:35.4pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">-8</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
 </tr>
 <tr style="height:14.5pt">
  <td style="width:177.2pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">Fogyasztói szolgáltatások<sup>(13)</sup></span></span></p>
  </td>
  
  <td style="width:2.0cm;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  background:lightgrey;padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">271,0</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
  <td style="width:63.8pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">244,8</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
  <td style="width:49.6pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">11</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
  <td style="width:63.8pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  background:lightgrey;padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">743</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
  <td style="width:63.8pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">695</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
  <td style="width:35.4pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">7</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
 </tr>
 <tr style="height:14.5pt">
  <td style="width:177.2pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">Körforgásos Gazdasági Szolgáltatások</span></span></p>
  </td>
  
  <td style="width:2.0cm;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  background:lightgrey;padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">-20,3</span></span></p>
  </td>
  
  <td style="width:63.8pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">13,2</span></span></p>
  </td>
  
  <td style="width:49.6pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">n.a.</span></span></p>
  </td>
  
  <td style="width:63.8pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  background:lightgrey;padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">-52</span></span></p>
  </td>
  
  <td style="width:63.8pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">37</span></span></p>
  </td>
  
  <td style="width:35.4pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">n.a.</span></span></p>
  </td>
  
 </tr>
 <tr style="height:14.5pt">
  <td style="width:177.2pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">Központ és egyéb</span></span></p>
  </td>
  
  <td style="width:2.0cm;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  background:lightgrey;padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">-68,0</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
  <td style="width:63.8pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">-73,2</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
  <td style="width:49.6pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">-7</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
  <td style="width:63.8pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  background:lightgrey;padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">-185</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
  <td style="width:63.8pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">-209</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
  <td style="width:35.4pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">-11</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
 </tr>
 <tr style="height:14.5pt">
  <td style="width:177.2pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">Szegmensek közötti átadás</span></span><span style="mso-bookmark:_Hlk3196057"><sup><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;">(7)</span></sup></span><span style="mso-bookmark:_Hlk3196057"><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;"></span></span></p>
  </td>
  
  <td style="width:2.0cm;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  background:lightgrey;padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">-9,9</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
  <td style="width:63.8pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">15,0</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
  <td style="width:49.6pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">n.a.</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
  <td style="width:63.8pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  background:lightgrey;padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">-29</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
  <td style="width:63.8pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">46</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
  <td style="width:35.4pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">n.a.</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
 </tr>
 <tr style="height:14.5pt">
  <td style="width:177.2pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="line-height:normal"><span style="mso-bookmark:_Hlk3196057"><b><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">EBITDA összesen folytatólagos
  tevékenységből</span></b></span></p>
  </td>
  
  <td style="width:2.0cm;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  background:lightgrey;padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">1.091,3</span></b></span><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></b></span></p>
  </td>
  
  <td style="width:63.8pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">1.149,3</span></b></span><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></b></span></p>
  </td>
  
  <td style="width:49.6pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">-5</span></b></span><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></b></span></p>
  </td>
  
  <td style="width:63.8pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  background:lightgrey;padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">2.992</span></b></span><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></b></span></p>
  </td>
  
  <td style="width:63.8pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">3.235</span></b></span><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></b></span></p>
  </td>
  
  <td style="width:35.4pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">-8</span></b></span><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></b></span></p>
  </td>
  
 </tr>
 <tr style="height:14.5pt">
  <td style="width:177.2pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">EBITDA összesen megszűnő tevékenységből</span></span></p>
  </td>
  
  <td style="width:2.0cm;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  background:lightgrey;padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">-40,7</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
  <td style="width:63.8pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">-2,5</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
  <td style="width:49.6pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">n.a.</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
  <td style="width:63.8pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  background:lightgrey;padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">-111</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
  <td style="width:63.8pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">-8</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
  <td style="width:35.4pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">n.a.</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
 </tr>
 <tr style="height:14.5pt">
  <td style="width:177.2pt;border:none;border-bottom:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="line-height:normal"><span style="mso-bookmark:_Hlk3196057"><b><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">EBITDA összesen</span></b></span></p>
  </td>
  
  <td style="width:2.0cm;border:none;border-bottom:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  background:lightgrey;padding:&#xD;&#xA;  0cm 3.5pt 0cm 3.5pt;height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">1.050,6</span></b></span><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></b></span></p>
  </td>
  
  <td style="width:63.8pt;border:none;border-bottom:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">1.146,8</span></b></span><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></b></span></p>
  </td>
  
  <td style="width:49.6pt;border:none;border-bottom:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">-8</span></b></span><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></b></span></p>
  </td>
  
  <td style="width:63.8pt;border:none;border-bottom:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  background:lightgrey;padding:&#xD;&#xA;  0cm 3.5pt 0cm 3.5pt;height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">2.881</span></b></span><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></b></span></p>
  </td>
  
  <td style="width:63.8pt;border:none;border-bottom:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">3.227</span></b></span><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></b></span></p>
  </td>
  
  <td style="width:35.4pt;border:none;border-bottom:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">-11</span></b></span><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></b></span></p>
  </td>
  
 </tr>
 <tr style="height:6.0pt">
  <td style="vertical-align:bottom;width:177.2pt;border:none;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:6.0pt"><span style="mso-bookmark:_Hlk3196057"></span>
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></b></span></p>
  </td>
  
  <td colspan="3" style="width:6.0cm;border:none;padding:0cm 3.5pt 0cm 3.5pt;height:6.0pt"><span style="mso-bookmark:_Hlk3196057"></span>
  <p class="MsoNormal" style="text-align:center;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></b></span></p>
  </td>
  
  <td colspan="3" style="width:163.0pt;border:none;border-bottom:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:6.0pt"><span style="mso-bookmark:_Hlk3196057"></span>
  <p class="MsoNormal" style="text-align:center;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></b></span></p>
  </td>
  
 </tr>
 <tr style="height:17.45pt">
  <td style="width:177.2pt;border-top:solid windowtext 1.0pt;&#xD;&#xA;  border-left:none;border-bottom:solid windowtext 1.0pt;border-right:none;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;height:17.45pt">
  <p class="MsoNormal" style="line-height:normal"><span style="mso-bookmark:_Hlk3196057"><b><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">Értékcsökkenés</span></b></span></p>
  </td>
  
  <td style="width:2.0cm;border-top:solid windowtext 1.0pt;border-left:&#xD;&#xA;  none;border-bottom:solid windowtext 1.0pt;border-right:none;background:&#xD;&#xA;  lightgrey;padding:0cm 3.5pt 0cm 3.5pt;height:17.45pt">
  <p class="MsoNormal" style="text-align:center;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;">2024. év</span></b></span></p>
  </td>
  
  <td style="width:63.8pt;border-top:solid windowtext 1.0pt;&#xD;&#xA;  border-left:none;border-bottom:solid windowtext 1.0pt;border-right:none;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;height:17.45pt">
  <p class="MsoNormal" style="text-align:center;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;">2023. év</span></b></span></p>
  </td>
  
  <td style="width:49.6pt;border-top:solid windowtext 1.0pt;&#xD;&#xA;  border-left:none;border-bottom:solid windowtext 1.0pt;border-right:none;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;height:17.45pt">
  <p class="MsoNormal" style="text-align:center;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;">Vált. %</span></b></span></p>
  </td>
  
  <td style="width:63.8pt;border:none;border-bottom:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  background:lightgrey;padding:&#xD;&#xA;  0cm 3.5pt 0cm 3.5pt;height:17.45pt">
  <p class="MsoNormal" style="text-align:center;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;">2024. év</span></b></span></p>
  </td>
  
  <td style="width:63.8pt;border-top:solid windowtext 1.0pt;&#xD;&#xA;  border-left:none;border-bottom:solid windowtext 1.0pt;border-right:none;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;height:17.45pt">
  <p class="MsoNormal" style="text-align:center;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;">2023. év</span></b></span></p>
  </td>
  
  <td style="width:35.4pt;border-top:solid windowtext 1.0pt;&#xD;&#xA;  border-left:none;border-bottom:solid windowtext 1.0pt;border-right:none;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;height:17.45pt">
  <p class="MsoNormal" style="text-align:center;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;">Vált. %</span></b></span></p>
  </td>
  
 </tr>
 <tr style="height:14.5pt">
  <td style="width:177.2pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">Upstream</span></span></p>
  </td>
  
  <td style="width:2.0cm;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  background:lightgrey;padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">170,3</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
  <td style="width:63.8pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">126,8</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
  <td style="width:49.6pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">34</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
  <td style="width:63.8pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  background:lightgrey;padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">462</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
  <td style="width:63.8pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">358</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
  <td style="width:35.4pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">29</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
 </tr>
 <tr style="height:14.5pt">
  <td style="width:177.2pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">Downstream</span></span></p>
  </td>
  
  <td style="width:2.0cm;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  background:lightgrey;padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">180,3</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
  <td style="width:63.8pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">161,1</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
  <td style="width:49.6pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">12</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
  <td style="width:63.8pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  background:lightgrey;padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">491</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
  <td style="width:63.8pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">457</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
  <td style="width:35.4pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">7</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
 </tr>
 <tr style="height:14.5pt">
  <td style="width:177.2pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">Gáz Midstream</span></span></p>
  </td>
  
  <td style="width:2.0cm;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  background:lightgrey;padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">16,6</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
  <td style="width:63.8pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">17,4</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
  <td style="width:49.6pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">-4</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
  <td style="width:63.8pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  background:lightgrey;padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">46</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
  <td style="width:63.8pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">49</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
  <td style="width:35.4pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">-8</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
 </tr>
 <tr style="height:14.5pt">
  <td style="width:177.2pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">Fogyasztói szolgáltatások<sup>(13)</sup></span></span></p>
  </td>
  
  <td style="width:2.0cm;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  background:lightgrey;padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">77,3</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
  <td style="width:63.8pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">122,8</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
  <td style="width:49.6pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">-37</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
  <td style="width:63.8pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  background:lightgrey;padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">210</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
  <td style="width:63.8pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">349</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
  <td style="width:35.4pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">-40</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
 </tr>
 <tr style="height:14.5pt">
  <td style="width:177.2pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">Körforgásos Gazdasági Szolgáltatások</span></span></p>
  </td>
  
  <td style="width:2.0cm;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  background:lightgrey;padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">13,1</span></span></p>
  </td>
  
  <td style="width:63.8pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">1,5</span></span></p>
  </td>
  
  <td style="width:49.6pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">776</span></span></p>
  </td>
  
  <td style="width:63.8pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  background:lightgrey;padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">36</span></span></p>
  </td>
  
  <td style="width:63.8pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">4</span></span></p>
  </td>
  
  <td style="width:35.4pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">755</span></span></p>
  </td>
  
 </tr>
 <tr style="height:14.5pt">
  <td style="width:177.2pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">Központ és egyéb</span></span></p>
  </td>
  
  <td style="width:2.0cm;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  background:lightgrey;padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">50,2</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
  <td style="width:63.8pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">43,0</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
  <td style="width:49.6pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">17</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
  <td style="width:63.8pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  background:lightgrey;padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">137</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
  <td style="width:63.8pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">122</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
  <td style="width:35.4pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">13</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
 </tr>
 <tr style="height:14.5pt">
  <td style="width:177.2pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">Szegmensek közötti átadás</span></span><span style="mso-bookmark:_Hlk3196057"><sup><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;">(7)</span></sup></span><span style="mso-bookmark:_Hlk3196057"><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;"></span></span></p>
  </td>
  
  <td style="width:2.0cm;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  background:lightgrey;padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">-1,4</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
  <td style="width:63.8pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">-1,0</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
  <td style="width:49.6pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">46</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
  <td style="width:63.8pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  background:lightgrey;padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">-5</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
  <td style="width:63.8pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">-2</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
  <td style="width:35.4pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">182</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
 </tr>
 <tr style="height:14.5pt">
  <td style="width:177.2pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="line-height:normal"><span style="mso-bookmark:_Hlk3196057"><b><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">Értékcsökkenés folytatólagos
  tevékenységből</span></b></span></p>
  </td>
  
  <td style="width:2.0cm;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  background:lightgrey;padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">506,4</span></b></span><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></b></span></p>
  </td>
  
  <td style="width:63.8pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">471,7</span></b></span><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></b></span></p>
  </td>
  
  <td style="width:49.6pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">7</span></b></span><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></b></span></p>
  </td>
  
  <td style="width:63.8pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  background:lightgrey;padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">1.377</span></b></span><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></b></span></p>
  </td>
  
  <td style="width:63.8pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">1.337</span></b></span><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></b></span></p>
  </td>
  
  <td style="width:35.4pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">3</span></b></span><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></b></span></p>
  </td>
  
 </tr>
 <tr style="height:14.5pt">
  <td style="width:177.2pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">Értékcsökkenés megszűnő tevékenységből</span></span></p>
  </td>
  
  <td style="width:2.0cm;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  background:lightgrey;padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">0,0</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
  <td style="width:63.8pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">0,0</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
  <td style="width:49.6pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">n.a.</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
  <td style="width:63.8pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  background:lightgrey;padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">0</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
  <td style="width:63.8pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">0</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
  <td style="width:35.4pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">n.a.</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
 </tr>
 <tr style="height:14.5pt">
  <td style="width:177.2pt;border:none;border-bottom:solid windowtext 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="line-height:normal"><span style="mso-bookmark:_Hlk3196057"><b><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">Értékcsökkenés összesen</span></b></span></p>
  </td>
  
  <td style="width:2.0cm;border:none;border-bottom:solid windowtext 1.0pt;&#xD;&#xA;  background:lightgrey;padding:&#xD;&#xA;  0cm 3.5pt 0cm 3.5pt;height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">506,4</span></b></span><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></b></span></p>
  </td>
  
  <td style="width:63.8pt;border:none;border-bottom:solid windowtext 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">471,7</span></b></span><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></b></span></p>
  </td>
  
  <td style="width:49.6pt;border:none;border-bottom:solid windowtext 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">7</span></b></span><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></b></span></p>
  </td>
  
  <td style="width:63.8pt;border:none;border-bottom:solid windowtext 1.0pt;&#xD;&#xA;  background:lightgrey;padding:&#xD;&#xA;  0cm 3.5pt 0cm 3.5pt;height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">1.377</span></b></span><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></b></span></p>
  </td>
  
  <td style="width:63.8pt;border:none;border-bottom:solid windowtext 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">1.337</span></b></span><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></b></span></p>
  </td>
  
  <td style="width:35.4pt;border:none;border-bottom:solid windowtext 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">3</span></b></span><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></b></span></p>
  </td>
  
 </tr>
 <tr style="height:6.2pt">
  <td style="width:177.2pt;padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:6.2pt"><span style="mso-bookmark:_Hlk3196057"></span></td>
  
  <td style="width:2.0cm;border:none;border-bottom:solid windowtext 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:6.2pt">
  <p class="MsoNormal" style="line-height:normal"><span style="mso-bookmark:_Hlk3196057"><b><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;"> </span></b></span></p>
  </td>
  
  <td style="width:63.8pt;border:none;border-bottom:solid windowtext 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:6.2pt">
  <p class="MsoNormal" style="line-height:normal"><span style="mso-bookmark:_Hlk3196057"><b><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;"> </span></b></span></p>
  </td>
  
  <td style="width:49.6pt;border:none;border-bottom:solid windowtext 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:6.2pt">
  <p class="MsoNormal" style="line-height:normal"><span style="mso-bookmark:_Hlk3196057"><b><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;"> </span></b></span></p>
  </td>
  
  <td style="width:63.8pt;border:none;border-bottom:solid windowtext 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:6.2pt">
  <p class="MsoNormal" style="line-height:normal"><span style="mso-bookmark:_Hlk3196057"><b><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;"> </span></b></span></p>
  </td>
  
  <td style="width:63.8pt;border:none;border-bottom:solid windowtext 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:6.2pt">
  <p class="MsoNormal" style="line-height:normal"><span style="mso-bookmark:_Hlk3196057"><b><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;"> </span></b></span></p>
  </td>
  
  <td style="width:35.4pt;border:none;border-bottom:solid windowtext 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:6.2pt">
  <p class="MsoNormal" style="line-height:normal"><span style="mso-bookmark:_Hlk3196057"><b><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;"> </span></b></span></p>
  </td>
  
 </tr>
 <tr style="height:16.95pt">
  <td style="width:177.2pt;border-top:solid windowtext 1.0pt;&#xD;&#xA;  border-left:none;border-bottom:solid windowtext 1.0pt;border-right:none;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;height:16.95pt">
  <p class="MsoNormal" style="line-height:normal"><span style="mso-bookmark:_Hlk3196057"><b><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">Üzleti eredmény</span></b></span></p>
  </td>
  
  <td style="width:2.0cm;border:none;border-bottom:solid windowtext 1.0pt;&#xD;&#xA;  background:lightgrey;padding:&#xD;&#xA;  0cm 3.5pt 0cm 3.5pt;height:16.95pt">
  <p class="MsoNormal" style="text-align:center;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;">2024. év</span></b></span></p>
  </td>
  
  <td style="width:63.8pt;border:none;border-bottom:solid windowtext 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:16.95pt">
  <p class="MsoNormal" style="text-align:center;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;">2023. év</span></b></span></p>
  </td>
  
  <td style="width:49.6pt;border:none;border-bottom:solid windowtext 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:16.95pt">
  <p class="MsoNormal" style="text-align:center;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;">Vált. %</span></b></span></p>
  </td>
  
  <td style="width:63.8pt;border:none;border-bottom:solid windowtext 1.0pt;&#xD;&#xA;  background:lightgrey;padding:&#xD;&#xA;  0cm 3.5pt 0cm 3.5pt;height:16.95pt">
  <p class="MsoNormal" style="text-align:center;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;">2024. év</span></b></span></p>
  </td>
  
  <td style="width:63.8pt;border:none;border-bottom:solid windowtext 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:16.95pt">
  <p class="MsoNormal" style="text-align:center;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;">2023. év</span></b></span></p>
  </td>
  
  <td style="width:35.4pt;border:none;border-bottom:solid windowtext 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:16.95pt">
  <p class="MsoNormal" style="text-align:center;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;">Vált. %</span></b></span></p>
  </td>
  
 </tr>
 <tr style="height:14.4pt">
  <td style="width:177.2pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.4pt">
  <p class="MsoNormal" style="line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">Upstream</span></span></p>
  </td>
  
  <td style="width:2.0cm;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  background:lightgrey;padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.4pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">231,8</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
  <td style="width:63.8pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.4pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">238,7</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
  <td style="width:49.6pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.4pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">-3</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
  <td style="width:63.8pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  background:lightgrey;padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.4pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">638</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
  <td style="width:63.8pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.4pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">667</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
  <td style="width:35.4pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.4pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">-4</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
 </tr>
 <tr style="height:13.15pt">
  <td style="width:177.2pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:13.15pt">
  <p class="MsoNormal" style="line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">Downstream</span></span></p>
  </td>
  
  <td style="width:2.0cm;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  background:lightgrey;padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:13.15pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">247,0</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
  <td style="width:63.8pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:13.15pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">329,1</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
  <td style="width:49.6pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:13.15pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">-25</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
  <td style="width:63.8pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  background:lightgrey;padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:13.15pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">681</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
  <td style="width:63.8pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:13.15pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">919</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
  <td style="width:35.4pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:13.15pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">-26</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
 </tr>
 <tr style="height:13.35pt">
  <td style="width:177.2pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:13.35pt">
  <p class="MsoNormal" style="line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">Gáz Midstream</span></span></p>
  </td>
  
  <td style="width:2.0cm;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  background:lightgrey;padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:13.35pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">72,4</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
  <td style="width:63.8pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:13.35pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">76,4</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
  <td style="width:49.6pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:13.35pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">-5</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
  <td style="width:63.8pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  background:lightgrey;padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:13.35pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">199</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
  <td style="width:63.8pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:13.35pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">216</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
  <td style="width:35.4pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:13.35pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">-8</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
 </tr>
 <tr style="height:17.05pt">
  <td style="width:177.2pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:17.05pt">
  <p class="MsoNormal" style="line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">Fogyasztói szolgáltatások<sup>(13)</sup></span></span></p>
  </td>
  
  <td style="width:2.0cm;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  background:lightgrey;padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:17.05pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">193,8</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
  <td style="width:63.8pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:17.05pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">122,0</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
  <td style="width:49.6pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:17.05pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">59</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
  <td style="width:63.8pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  background:lightgrey;padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:17.05pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">532</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
  <td style="width:63.8pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:17.05pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">346</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
  <td style="width:35.4pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:17.05pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">54</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
 </tr>
 <tr style="height:14.4pt">
  <td style="width:177.2pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.4pt">
  <p class="MsoNormal" style="line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">Körforgásos Gazdasági Szolgáltatások</span></span></p>
  </td>
  
  <td style="width:2.0cm;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  background:lightgrey;padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.4pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">-33,4</span></span></p>
  </td>
  
  <td style="width:63.8pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.4pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">11,7</span></span></p>
  </td>
  
  <td style="width:49.6pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.4pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">n.a.</span></span></p>
  </td>
  
  <td style="width:63.8pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  background:lightgrey;padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.4pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">-88</span></span></p>
  </td>
  
  <td style="width:63.8pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.4pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">33</span></span></p>
  </td>
  
  <td style="width:35.4pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.4pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">n.a.</span></span></p>
  </td>
  
 </tr>
 <tr style="height:14.4pt">
  <td style="width:177.2pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.4pt">
  <p class="MsoNormal" style="line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">Központ és egyéb</span></span></p>
  </td>
  
  <td style="width:2.0cm;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  background:lightgrey;padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.4pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">-118,3</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
  <td style="width:63.8pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.4pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">-116,2</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
  <td style="width:49.6pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.4pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">2</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
  <td style="width:63.8pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  background:lightgrey;padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.4pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">-323</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
  <td style="width:63.8pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.4pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">-331</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
  <td style="width:35.4pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.4pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">-3</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
 </tr>
 <tr style="height:14.5pt">
  <td style="width:177.2pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">Szegmensek közötti átadás</span></span><span style="mso-bookmark:_Hlk3196057"><sup><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;">(7)</span></sup></span><span style="mso-bookmark:_Hlk3196057"><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;"></span></span></p>
  </td>
  
  <td style="width:2.0cm;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  background:lightgrey;padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">-8,5</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
  <td style="width:63.8pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">15,9</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
  <td style="width:49.6pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">n.a.</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
  <td style="width:63.8pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  background:lightgrey;padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">-24</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
  <td style="width:63.8pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">49</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
  <td style="width:35.4pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">n.a.</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
 </tr>
 <tr style="height:14.5pt">
  <td style="width:177.2pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="line-height:normal"><span style="mso-bookmark:_Hlk3196057"><b><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">Üzleti eredmény folytatólagos
  tevékenységből</span></b></span></p>
  </td>
  
  <td style="width:2.0cm;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  background:lightgrey;padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">584,9</span></b></span><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></b></span></p>
  </td>
  
  <td style="width:63.8pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">677,6</span></b></span><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></b></span></p>
  </td>
  
  <td style="width:49.6pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">-14</span></b></span><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></b></span></p>
  </td>
  
  <td style="width:63.8pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  background:lightgrey;padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">1.615</span></b></span><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></b></span></p>
  </td>
  
  <td style="width:63.8pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">1.898</span></b></span><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></b></span></p>
  </td>
  
  <td style="width:35.4pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">-15</span></b></span><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></b></span></p>
  </td>
  
 </tr>
 <tr style="height:14.5pt">
  <td style="width:177.2pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">Üzleti eredmény megszűnő tevékenységből</span></span></p>
  </td>
  
  <td style="width:2.0cm;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  background:lightgrey;padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">-40,7</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
  <td style="width:63.8pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">-2,5</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
  <td style="width:49.6pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">n.a.</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
  <td style="width:63.8pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  background:lightgrey;padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">-111</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
  <td style="width:63.8pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">-8</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
  <td style="width:35.4pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">n.a.</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
 </tr>
 <tr style="height:14.5pt">
  <td style="width:177.2pt;border:none;border-bottom:solid windowtext 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="line-height:normal"><span style="mso-bookmark:_Hlk3196057"><b><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">Üzleti eredmény összesen</span></b></span></p>
  </td>
  
  <td style="width:2.0cm;border:none;border-bottom:solid windowtext 1.0pt;&#xD;&#xA;  background:lightgrey;padding:&#xD;&#xA;  0cm 3.5pt 0cm 3.5pt;height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">544,2</span></b></span><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></b></span></p>
  </td>
  
  <td style="width:63.8pt;border:none;border-bottom:solid windowtext 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">675,1</span></b></span><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></b></span></p>
  </td>
  
  <td style="width:49.6pt;border:none;border-bottom:solid windowtext 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">-19</span></b></span><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></b></span></p>
  </td>
  
  <td style="width:63.8pt;border:none;border-bottom:solid windowtext 1.0pt;&#xD;&#xA;  background:lightgrey;padding:&#xD;&#xA;  0cm 3.5pt 0cm 3.5pt;height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">1.504</span></b></span><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></b></span></p>
  </td>
  
  <td style="width:63.8pt;border:none;border-bottom:solid windowtext 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">1.891</span></b></span><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></b></span></p>
  </td>
  
  <td style="width:35.4pt;border:none;border-bottom:solid windowtext 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">-20</span></b></span><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></b></span></p>
  </td>
  
 </tr>
</tbody></table>

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  <p class="MsoNormal" style="line-height:normal"><span></span></p>
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  <td style="width:78.0pt;background:#F2F2F2;padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:21.6pt">
  <p class="MsoNormal" style="line-height:normal"><img src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAFMAAAAPCAIAAAAXnGTbAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAAAXCSURBVEhL5VZ5TBRXHCZpm5i0sTSKieEsKne5BEEEvBWN1njUIxbjlYoXgoBKTa218WgL2mBsrFqLihYPtKhYPIpnFQ/wQkEEtYoo7M7Mzs7Ozs7O7NDvzZtSxP/6L1825Hft2/f9roebtauCMBfLytWGRqp3HRDmDWnppn5R4vZfNFGk1v8H1+sWpeah62WzoetwtZjUJ88M5U24TGalptb1osnQdagNT5T7D8nn3gPX8xeGtQPUR4/VunpD0aGxnFrfYChQLTxiqKzWPTZOu//A1fyKGikI86pl2U8/8mF6+nMpk+SKi9TREa4XL8WN+Zrdbug6lJvV9q07qKw5HOKGfCYoxuwTyvSLtq1aq1EHGip/q+XT6YbSAfaC7UxYvNk7lOkbKSzJQRZg1ASBGzbe7Bls9o8w+4UzfSLE735sU1T6FaXyFjdqotk3DB+EOS9fpXZpXzGbMBKEqeooKWX7D9Z43tX8molIxJX00z5hAqKlwv00BiDMK9Ozb3r4sV7B5l59TF5B1iVZauNT6qZAGZnQOCEzt83ppBb1YR0bnSxk5FJVXJ9n9g+3/7QL6ZAKDzCBMULGqjaV3FjMK7CMm0rD2mHfthO3t+dvJfEHDgvpK12tOnOrwCWPQRKVuzXKnfv2HYVM3yj5whW4UEYmPIGfPtd58Yrz8jU+dQETFIu+gIswjx/+H/MjpWxUks78FRMaL+3ep592T9y42dwnQq035powv56efaqXr8k72AzynkGmnh8zYXGoSRsNAfPmV2x0ksndx7bqa6hoLXbgCFN3T2Glrj57jupJvxbpsQTyiXJUXrl9FzJhPn4atVO4WlrZ2CHi5m2GroOmiTKXDx+jRoBLGGnfWQjBlrsWddZsNmrXJIlLmSykr4AsFR3Efd5gHp1sMA+LR3KpXWNYFF8+e56qhPnN9OxDHr6N3sG8V4jVO4T3DmF7BzS7ezcOSbHXPUIAao67ouZIs3VhJpeUYpn0uWXcNCFrNbyoADqi4zCjddmYIY5DhMDbzFFMxOMvZLm0jI1MZCKThEVZIA9i3OCxttxv5D8v4oNWQos6b1Qhkp8007Z2o36AAXHTFsvICRA6My853oH5QPuWbeS0s+eF5eT+qBMNM5gf9PC57BtY3bvviZ5+he6e6979MD8w4vbPu2Q9iDCPTJQrLsmnK8y9A9C9ZCznLUFLw6tU32EC+yu3buuxBBgWJiRO/uMc5LeZo2WI99wFKku7i/iZ83Fmm6JoNpEbOo7xDWNCBpi9Q9CA0q699Ft86hfWtEwqU2DWUAAIUnEJO2Ao+oXakXE2Jhkrg8x5eALjH8EEx+KGKJ6jtIzGAAbzo718N/XwSn3P/TO3brM/8NifkcN2WNEG83LCxHnpqqvpJbHOWkCZ40WwjJ3CT51tbCnkPi2TGzjC1WqCSpi/ueE0Wca44iuupua2NjJSwuJsZAebjNQ8eQwGDb+I0pGCt6+x4hJwkMvOUBWJQ+tihiErVXewJh1Hj0MGf37aHH7KLMi4J7odzQ8BL4gmGJNCQZhXLcvZ08NrzjvdZ7q9vyVlwt+VN6ivHeSI4Fj55GlDp5g+V1icRUWl+i7WKRs5iJ8xjx0wDBVDg1CX+EMB4xdmRcVmLYBX2vsbjGptPZc4GtdCCrhBo/AoOI6fgh33ZuOGO/QYgjmLLKMnthdTWLEGjYAcWSbMgIAhx7RTl231OrNPCD85lR00Gqc5rxEKeBTN/aLac9cJhPmtpVk5bt1yAsIr9xRp+qbpBI3jbF+tV+7VGLoOaUehtP+woZCfabLnFQhpmeKGPLXeeE4B+UwFSRAaFZ/5Sx3FJdSOxx+1FRYuF7/9Xn1QS41ggsXu/Os6VZW6emH5l2ot2TUU8slyrBth2UrHsZOG6V84jvwuLM2xrVmP/xGoBe88MtLp8W8HYX4pO/dIRratpZWauggIc4lhqNKlQJh3TXRV5lbrP2AAPTmZMnX5AAAAAElFTkSuQmCC" alt="footer image" style="position:relative; width:62.5pt;height:11.5pt;visibility:visible;"></img></p>
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  jelentés 2024</span><span style="font-size:11.0pt"></span></p>
  </td>
  <td style="width:4.0cm;background:#E30018;padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:21.6pt">
  <p class="MsoNormal" style="text-align:center;line-height:normal"><span style="font-size:10.0pt;color:white;">13</span><span style="font-size:10.0pt"></span></p>
  </td>
 </tr>
</tbody></table>

<p class="MsoHeader"><b><span> </span></b></p>

</div></div><div class="WordSection13">

<table class="MsoNormalTable" title="b95f68fe-1f22-42c7-af39-5da17b0e7bd2" style="border:solid 0pt;border-collapse:collapse;border-spacing:0;;"><tbody>
 <tr style="height:13.7pt">
  <td style="width:177.2pt;border-top:solid windowtext 1.0pt;&#xD;&#xA;  border-left:none;border-bottom:solid windowtext 1.0pt;border-right:none;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;height:13.7pt"><span style="mso-bookmark:_Hlk3196057"></span>
  <p class="MsoNormal" style="line-height:normal"><span style="mso-bookmark:_Hlk3196057"><b><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;"></span></b></span></p>
  </td>
  
  <td colspan="3" style="width:6.0cm;border-top:solid windowtext 1.0pt;&#xD;&#xA;  border-left:none;border-bottom:solid windowtext 1.0pt;border-right:none;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;height:13.7pt">
  <p class="MsoNormal" style="text-align:center;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;">Milliárd forint</span></b></span></p>
  </td>
  
  <td colspan="3" style="width:163.0pt;border-top:solid windowtext 1.0pt;&#xD;&#xA;  border-left:none;border-bottom:solid windowtext 1.0pt;border-right:none;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;height:13.7pt">
  <p class="MsoNormal" style="text-align:center;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;">Millió dollár</span></b></span></p>
  </td>
  
 </tr>
 <tr style="height:12.95pt">
  <td style="width:177.2pt;border:none;border-bottom:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:12.95pt">
  <p class="MsoNormal" style="line-height:normal"><span style="mso-bookmark:_Hlk3196057"><b><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  ">EBITDA speciális tételek nélkül</span></b></span><span style="mso-bookmark:_Hlk3196057"><sup><span style="font-family:&quot;Calibri&quot;,sans-serif;">(1)</span></sup></span><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:red;"></span></b></span></p>
  </td>
  
  <td style="width:2.0cm;border:none;border-bottom:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  background:#D9D9D9;padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:12.95pt">
  <p class="MsoNormal" style="text-align:center;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;">2024. év</span></b></span><span style="mso-bookmark:_Hlk3196057"></span><span style="mso-bookmark:_Hlk3196057"><span style="font-size:10.0pt;font-family:&quot;Times New Roman&quot;,serif;"></span></span></p>
  </td>
  
  <td style="width:63.8pt;border:none;border-bottom:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:12.95pt">
  <p class="MsoNormal" style="text-align:center;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;">2023. év</span></b></span><span style="mso-bookmark:_Hlk3196057"><span style="font-size:10.0pt;font-family:&quot;Times New Roman&quot;,serif;"></span></span></p>
  </td>
  
  <td style="width:49.6pt;border:none;border-bottom:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:12.95pt">
  <p class="MsoNormal" style="text-align:center;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;">Vált. %</span></b></span><span style="mso-bookmark:_Hlk3196057"><span style="font-size:10.0pt;font-family:&quot;Times New Roman&quot;,serif;"></span></span></p>
  </td>
  
  <td style="width:63.8pt;border:none;border-bottom:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  background:#D9D9D9;padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:12.95pt">
  <p class="MsoNormal" style="text-align:center;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;">2024. év</span></b></span><span style="mso-bookmark:_Hlk3196057"></span><span style="mso-bookmark:_Hlk3196057"><span style="font-size:10.0pt;font-family:&quot;Times New Roman&quot;,serif;"></span></span></p>
  </td>
  
  <td style="width:63.8pt;border:none;border-bottom:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:12.95pt">
  <p class="MsoNormal" style="text-align:center;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;">2023. év</span></b></span><span style="mso-bookmark:_Hlk3196057"><span style="font-size:10.0pt;font-family:&quot;Times New Roman&quot;,serif;"></span></span></p>
  </td>
  
  <td style="width:35.4pt;border:none;border-bottom:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:12.95pt">
  <p class="MsoNormal" style="text-align:center;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;">Vált. %</span></b></span><span style="mso-bookmark:_Hlk3196057"><span style="font-size:10.0pt;font-family:&quot;Times New Roman&quot;,serif;"></span></span></p>
  </td>
  
 </tr>
 <tr style="height:14.5pt">
  <td style="width:177.2pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">Upstream</span></span></p>
  </td>
  
  <td style="width:2.0cm;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  &#xD;&#xA;  background:lightgrey;padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">402,1</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
  <td style="width:63.8pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">339,9</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
  <td style="width:49.6pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">18</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
  <td style="width:63.8pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  &#xD;&#xA;  background:lightgrey;padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">1.099</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
  <td style="width:63.8pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">953</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
  <td style="width:35.4pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">15</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
 </tr>
 <tr style="height:14.5pt">
  <td style="width:177.2pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">Downstream</span></span></p>
  </td>
  
  <td style="width:2.0cm;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  background:lightgrey;padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">427,4</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
  <td style="width:63.8pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">490,2</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
  <td style="width:49.6pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">-13</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
  <td style="width:63.8pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  background:lightgrey;padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">1.171</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
  <td style="width:63.8pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">1.375</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
  <td style="width:35.4pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">-15</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
 </tr>
 <tr style="height:14.5pt">
  <td style="width:177.2pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="margin-left:10.8pt;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;">Downstream
  újrabeszerzési árakkal becsült „tiszta" EBITDA-ja</span></span><span style="mso-bookmark:_Hlk3196057"><sup><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;">(2)</span></sup></span><span style="mso-bookmark:_Hlk3196057"><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;"></span></span></p>
  </td>
  
  <td style="width:2.0cm;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  background:lightgrey;padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">463,4</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
  <td style="width:63.8pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">472,4</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
  <td style="width:49.6pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">-2</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
  <td style="width:63.8pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  background:lightgrey;padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">1.267</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
  <td style="width:63.8pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">1.328</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
  <td style="width:35.4pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">-5</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
 </tr>
 <tr style="height:14.5pt">
  <td style="width:177.2pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">Gáz Midstream</span></span></p>
  </td>
  
  <td style="width:2.0cm;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  background:lightgrey;padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">89,0</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
  <td style="width:63.8pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">93,8</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
  <td style="width:49.6pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">-5</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
  <td style="width:63.8pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  background:lightgrey;padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">244</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
  <td style="width:63.8pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">265</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
  <td style="width:35.4pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">-8</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
 </tr>
 <tr style="height:14.5pt">
  <td style="width:177.2pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">Fogyasztói szolgáltatások<sup>(13)</sup></span></span></p>
  </td>
  
  <td style="width:2.0cm;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  background:lightgrey;padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">271,0</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
  <td style="width:63.8pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">244,8</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
  <td style="width:49.6pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">11</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
  <td style="width:63.8pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  background:lightgrey;padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">743</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
  <td style="width:63.8pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">695</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
  <td style="width:35.4pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">7</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
 </tr>
 <tr style="height:12.75pt">
  <td style="width:177.2pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:12.75pt">
  <p class="MsoNormal" style="line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">Körforgásos Gazdasági Szolgáltatások</span></span></p>
  </td>
  
  <td style="width:2.0cm;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  background:lightgrey;padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:12.75pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">-20,3</span></span></p>
  </td>
  
  <td style="width:63.8pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:12.75pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">13,2</span></span></p>
  </td>
  
  <td style="width:49.6pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:12.75pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">n.a.</span></span></p>
  </td>
  
  <td style="width:63.8pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  background:lightgrey;padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:12.75pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">-52</span></span></p>
  </td>
  
  <td style="width:63.8pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:12.75pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">37</span></span></p>
  </td>
  
  <td style="width:35.4pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:12.75pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">n.a.</span></span></p>
  </td>
  
 </tr>
 <tr style="height:12.75pt">
  <td style="width:177.2pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:12.75pt">
  <p class="MsoNormal" style="line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">Központ és egyéb</span></span></p>
  </td>
  
  <td style="width:2.0cm;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  background:lightgrey;padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:12.75pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">-68,0</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
  <td style="width:63.8pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:12.75pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">-73,2</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
  <td style="width:49.6pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:12.75pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">-7</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
  <td style="width:63.8pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  background:lightgrey;padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:12.75pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">-185</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
  <td style="width:63.8pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:12.75pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">-209</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
  <td style="width:35.4pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:12.75pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">-11</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
 </tr>
 <tr style="height:14.5pt">
  <td style="width:177.2pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">Szegmensek közötti átadás</span></span><span style="mso-bookmark:_Hlk3196057"><i><sup><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;">(7)</span></sup></i></span><span style="mso-bookmark:_Hlk3196057"><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;"></span></span></p>
  </td>
  
  <td style="width:2.0cm;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  background:lightgrey;padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">-9,9</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
  <td style="width:63.8pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">15,0</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
  <td style="width:49.6pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">n.a.</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
  <td style="width:63.8pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  background:lightgrey;padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">-29</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
  <td style="width:63.8pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">46</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
  <td style="width:35.4pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">n.a.</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
 </tr>
 <tr style="height:14.5pt">
  <td style="width:177.2pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="line-height:normal"><span style="mso-bookmark:_Hlk3196057"><b><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">Újrabesz. árakkal becsült „tiszta”
  EBITDA</span></b></span><span style="mso-bookmark:_Hlk3196057"><b><sup><span style="font-family:&quot;Calibri&quot;,sans-serif;    color:black;">(2) (10)</span></sup></b></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
  <td style="width:2.0cm;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  background:lightgrey;padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">1.121,7</span></b></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
  <td style="width:63.8pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">1.098,4</span></b></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
  <td style="width:49.6pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">2</span></b></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
  <td style="width:63.8pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  background:lightgrey;padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">3.073</span></b></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
  <td style="width:63.8pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">3.093</span></b></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
  <td style="width:35.4pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">-1</span></b></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
 </tr>
 <tr style="height:14.5pt">
  <td style="width:177.2pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="line-height:normal"><span style="mso-bookmark:_Hlk3196057"><b><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">EBITDA spec. tételek nélkül
  folytatólagos tevékenység</span></b></span></p>
  </td>
  
  <td style="width:2.0cm;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  background:lightgrey;padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">1.091,3</span></b></span><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></b></span></p>
  </td>
  
  <td style="width:63.8pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">1.123,7</span></b></span><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></b></span></p>
  </td>
  
  <td style="width:49.6pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">-3</span></b></span><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></b></span></p>
  </td>
  
  <td style="width:63.8pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  background:lightgrey;padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">2.992</span></b></span><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></b></span></p>
  </td>
  
  <td style="width:63.8pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">3.162</span></b></span><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></b></span></p>
  </td>
  
  <td style="width:35.4pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">-5</span></b></span><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></b></span></p>
  </td>
  
 </tr>
 <tr style="height:14.5pt">
  <td style="width:177.2pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="line-height:normal"><span style="mso-bookmark:_Hlk3196057"><b><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">EBITDA spec. tételek nélkül megszűnő
  tevékenység</span></b></span></p>
  </td>
  
  <td style="width:2.0cm;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  background:lightgrey;padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">-40,7</span></span><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></b></span></p>
  </td>
  
  <td style="width:63.8pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">-2,5</span></span><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></b></span></p>
  </td>
  
  <td style="width:49.6pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">n.a.</span></span><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></b></span></p>
  </td>
  
  <td style="width:63.8pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  background:lightgrey;padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">-111</span></span><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></b></span></p>
  </td>
  
  <td style="width:63.8pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">-8</span></span><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></b></span></p>
  </td>
  
  <td style="width:35.4pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">n.a.</span></span><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></b></span></p>
  </td>
  
 </tr>
 <tr style="height:14.5pt">
  <td style="width:177.2pt;border:none;border-bottom:solid windowtext 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="line-height:normal"><span style="mso-bookmark:_Hlk3196057"><b><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">EBITDA spec. tételek nélkül összesen</span></b></span></p>
  </td>
  
  <td style="width:2.0cm;border:none;border-bottom:solid windowtext 1.0pt;&#xD;&#xA;  background:lightgrey;padding:&#xD;&#xA;  0cm 3.5pt 0cm 3.5pt;height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">1.050,6</span></b></span><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></b></span></p>
  </td>
  
  <td style="width:63.8pt;border:none;border-bottom:solid windowtext 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">1.121,2</span></b></span><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></b></span></p>
  </td>
  
  <td style="width:49.6pt;border:none;border-bottom:solid windowtext 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">-6</span></b></span><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></b></span></p>
  </td>
  
  <td style="width:63.8pt;border:none;border-bottom:solid windowtext 1.0pt;&#xD;&#xA;  background:lightgrey;padding:&#xD;&#xA;  0cm 3.5pt 0cm 3.5pt;height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">2.881</span></b></span><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></b></span></p>
  </td>
  
  <td style="width:63.8pt;border:none;border-bottom:solid windowtext 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">3.154</span></b></span><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></b></span></p>
  </td>
  
  <td style="width:35.4pt;border:none;border-bottom:solid windowtext 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">-9</span></b></span><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></b></span></p>
  </td>
  
 </tr>
 <tr style="height:6.2pt">
  <td style="width:177.2pt;padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:6.2pt"><span style="mso-bookmark:_Hlk3196057"></span></td>
  
  <td style="width:2.0cm;border:none;border-bottom:solid windowtext 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:6.2pt">
  <p class="MsoNormal" style="line-height:normal"><span style="mso-bookmark:_Hlk3196057"><b><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;"> </span></b></span></p>
  </td>
  
  <td style="width:63.8pt;border:none;border-bottom:solid windowtext 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:6.2pt">
  <p class="MsoNormal" style="line-height:normal"><span style="mso-bookmark:_Hlk3196057"><b><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;"> </span></b></span></p>
  </td>
  
  <td style="width:49.6pt;border:none;border-bottom:solid windowtext 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:6.2pt">
  <p class="MsoNormal" style="line-height:normal"><span style="mso-bookmark:_Hlk3196057"><b><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;"> </span></b></span></p>
  </td>
  
  <td style="width:63.8pt;border:none;border-bottom:solid windowtext 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:6.2pt">
  <p class="MsoNormal" style="line-height:normal"><span style="mso-bookmark:_Hlk3196057"><b><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;"> </span></b></span></p>
  </td>
  
  <td style="width:63.8pt;border:none;border-bottom:solid windowtext 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:6.2pt">
  <p class="MsoNormal" style="line-height:normal"><span style="mso-bookmark:_Hlk3196057"><b><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;"> </span></b></span></p>
  </td>
  
  <td style="width:35.4pt;border:none;border-bottom:solid windowtext 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:6.2pt">
  <p class="MsoNormal" style="line-height:normal"><span style="mso-bookmark:_Hlk3196057"><b><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;"> </span></b></span></p>
  </td>
  
 </tr>
 <tr style="height:14.5pt">
  <td style="width:177.2pt;border-top:solid windowtext 1.0pt;&#xD;&#xA;  border-left:none;border-bottom:solid windowtext 1.0pt;border-right:none;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;height:14.5pt">
  <p class="MsoNormal" style="line-height:normal"><span style="mso-bookmark:_Hlk3196057"><b><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">Üzleti eredmény speciális tét. nélkül</span></b></span></p>
  </td>
  
  <td style="width:2.0cm;border:none;border-bottom:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:center;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;">2024. év</span></b></span><span style="mso-bookmark:_Hlk3196057"><span style="font-size:10.0pt;font-family:&quot;Times New Roman&quot;,serif;"></span></span></p>
  </td>
  
  <td style="width:63.8pt;border:none;border-bottom:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:center;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;">2023. év</span></b></span><span style="mso-bookmark:_Hlk3196057"><span style="font-size:10.0pt;font-family:&quot;Times New Roman&quot;,serif;"></span></span></p>
  </td>
  
  <td style="width:49.6pt;border:none;border-bottom:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:center;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;">Vált. %</span></b></span><span style="mso-bookmark:_Hlk3196057"><span style="font-size:10.0pt;font-family:&quot;Times New Roman&quot;,serif;"></span></span></p>
  </td>
  
  <td style="width:63.8pt;border:none;border-bottom:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:center;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;">2024. év</span></b></span><span style="mso-bookmark:_Hlk3196057"><span style="font-size:10.0pt;font-family:&quot;Times New Roman&quot;,serif;"></span></span></p>
  </td>
  
  <td style="width:63.8pt;border:none;border-bottom:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:center;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;">2023. év</span></b></span><span style="mso-bookmark:_Hlk3196057"><span style="font-size:10.0pt;font-family:&quot;Times New Roman&quot;,serif;"></span></span></p>
  </td>
  
  <td style="width:35.4pt;border:none;border-bottom:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:center;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;">Vált. %</span></b></span><span style="mso-bookmark:_Hlk3196057"><span style="font-size:10.0pt;font-family:&quot;Times New Roman&quot;,serif;"></span></span></p>
  </td>
  
 </tr>
 <tr style="height:14.5pt">
  <td style="width:177.2pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">Upstream</span></span></p>
  </td>
  
  <td style="width:2.0cm;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  &#xD;&#xA;  background:lightgrey;padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">250,8</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
  <td style="width:63.8pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">216,8</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
  <td style="width:49.6pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">16</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
  <td style="width:63.8pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  &#xD;&#xA;  background:lightgrey;padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">686</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
  <td style="width:63.8pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">605</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
  <td style="width:35.4pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">13</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
 </tr>
 <tr style="height:14.5pt">
  <td style="width:177.2pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">Downstream</span></span></p>
  </td>
  
  <td style="width:2.0cm;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  background:lightgrey;padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">247,0</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
  <td style="width:63.8pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">329,1</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
  <td style="width:49.6pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">-25</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
  <td style="width:63.8pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  background:lightgrey;padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">681</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
  <td style="width:63.8pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">919</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
  <td style="width:35.4pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">-26</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
 </tr>
 <tr style="height:14.5pt">
  <td style="width:177.2pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">Gáz Midstream</span></span></p>
  </td>
  
  <td style="width:2.0cm;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  background:lightgrey;padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">72,4</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
  <td style="width:63.8pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">76,4</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
  <td style="width:49.6pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">-5</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
  <td style="width:63.8pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  background:lightgrey;padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">199</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
  <td style="width:63.8pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">216</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
  <td style="width:35.4pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">-8</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
 </tr>
 <tr style="height:14.5pt">
  <td style="width:177.2pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">Fogyasztói szolgáltatások<sup>(13)</sup></span></span></p>
  </td>
  
  <td style="width:2.0cm;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  background:lightgrey;padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">193,8</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
  <td style="width:63.8pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">183,3</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
  <td style="width:49.6pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">6</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
  <td style="width:63.8pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  background:lightgrey;padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">532</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
  <td style="width:63.8pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">521</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
  <td style="width:35.4pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">2</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
 </tr>
 <tr style="height:14.5pt">
  <td style="width:177.2pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">Körforgásos Gazdasági Szolgáltatások</span></span></p>
  </td>
  
  <td style="width:2.0cm;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  background:lightgrey;padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">-33,4</span></span></p>
  </td>
  
  <td style="width:63.8pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">11,7</span></span></p>
  </td>
  
  <td style="width:49.6pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">n.a.</span></span></p>
  </td>
  
  <td style="width:63.8pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  background:lightgrey;padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">-88</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;"></span></span></p>
  </td>
  
  <td style="width:63.8pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">33</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;"></span></span></p>
  </td>
  
  <td style="width:35.4pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">n.a.</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;"></span></span></p>
  </td>
  
 </tr>
 <tr style="height:14.5pt">
  <td style="width:177.2pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">Központ és egyéb</span></span></p>
  </td>
  
  <td style="width:2.0cm;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  background:lightgrey;padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">-118,3</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
  <td style="width:63.8pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">-110,4</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
  <td style="width:49.6pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">7</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
  <td style="width:63.8pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  background:lightgrey;padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">-323</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
  <td style="width:63.8pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">-315</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
  <td style="width:35.4pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">3</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
 </tr>
 <tr style="height:14.5pt">
  <td style="width:177.2pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">Szegmensek közötti átadás</span></span><span style="mso-bookmark:_Hlk3196057"><sup><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;">(7)</span></sup></span><span style="mso-bookmark:_Hlk3196057"><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;"></span></span></p>
  </td>
  
  <td style="width:2.0cm;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  background:lightgrey;padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">-8,5</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
  <td style="width:63.8pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">15,9</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
  <td style="width:49.6pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">n.a.</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
  <td style="width:63.8pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  background:lightgrey;padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">-24</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
  <td style="width:63.8pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">48</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
  <td style="width:35.4pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">n.a.</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
 </tr>
 <tr style="height:14.5pt">
  <td style="width:177.2pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="line-height:normal"><span style="mso-bookmark:_Hlk3196057"><b><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">Üzleti eredmény speciális tét. nélkül
  folytatólagos tevékenységből</span></b></span></p>
  </td>
  
  <td style="width:2.0cm;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  background:lightgrey;padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">603,8</span></b></span><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></b></span></p>
  </td>
  
  <td style="width:63.8pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">722,8</span></b></span><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></b></span></p>
  </td>
  
  <td style="width:49.6pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">-16</span></b></span><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></b></span></p>
  </td>
  
  <td style="width:63.8pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  background:lightgrey;padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">1.663</span></b></span><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></b></span></p>
  </td>
  
  <td style="width:63.8pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">2.026</span></b></span><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></b></span></p>
  </td>
  
  <td style="width:35.4pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">-18</span></b></span><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></b></span></p>
  </td>
  
 </tr>
 <tr style="height:14.5pt">
  <td style="width:177.2pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">Üzleti eredmény speciális tét. nélkül megszűnő
  tevékenységből</span></span></p>
  </td>
  
  <td style="width:2.0cm;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  background:lightgrey;padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">-40,7</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
  <td style="width:63.8pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">-2,5</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
  <td style="width:49.6pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">n.a.</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
  <td style="width:63.8pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  background:lightgrey;padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">-111</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
  <td style="width:63.8pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">-8</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
  <td style="width:35.4pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">n.a.</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
 </tr>
 <tr style="height:14.5pt">
  <td style="width:177.2pt;border:none;border-bottom:solid windowtext 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="line-height:normal"><span style="mso-bookmark:_Hlk3196057"><b><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">Üzleti eredmény speciális tét. nélkül
  összesen</span></b></span></p>
  </td>
  
  <td style="width:2.0cm;border:none;border-bottom:solid windowtext 1.0pt;&#xD;&#xA;  background:lightgrey;padding:&#xD;&#xA;  0cm 3.5pt 0cm 3.5pt;height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">563,1</span></b></span><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></b></span></p>
  </td>
  
  <td style="width:63.8pt;border:none;border-bottom:solid windowtext 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">720,3</span></b></span><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></b></span></p>
  </td>
  
  <td style="width:49.6pt;border:none;border-bottom:solid windowtext 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">-22</span></b></span><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></b></span></p>
  </td>
  
  <td style="width:63.8pt;border:none;border-bottom:solid windowtext 1.0pt;&#xD;&#xA;  background:lightgrey;padding:&#xD;&#xA;  0cm 3.5pt 0cm 3.5pt;height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">1.552</span></b></span><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></b></span></p>
  </td>
  
  <td style="width:63.8pt;border:none;border-bottom:solid windowtext 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">2.018</span></b></span><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></b></span></p>
  </td>
  
  <td style="width:35.4pt;border:none;border-bottom:solid windowtext 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">-23</span></b></span><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></b></span></p>
  </td>
  
 </tr>
</tbody></table>

<p class="MsoNormal"><span style="mso-bookmark:_Hlk3196057"><b><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;"></span></b></span></p>

<table class="MsoNormalTable" title="cc8cc511-ab09-4b29-85e0-065d6f3d579b" style="border:solid 0pt;border-collapse:collapse;border-spacing:0;;"><tbody>
 <tr style="height:21.0pt">
  <td style="width:177.2pt;border-top:solid windowtext 1.0pt;&#xD;&#xA;  border-left:none;border-bottom:solid windowtext 1.0pt;border-right:none;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;height:21.0pt">
  <p class="MsoNormal" style="line-height:normal"><span style="mso-bookmark:_Hlk3196057"><b><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">Beruházások és befektetések</span></b></span></p>
  </td>
  
  <td style="width:2.0cm;border-top:solid windowtext 1.0pt;border-left:&#xD;&#xA;  none;border-bottom:solid windowtext 1.0pt;border-right:none;background:&#xD;&#xA;  lightgrey;padding:0cm 3.5pt 0cm 3.5pt;height:21.0pt">
  <p class="MsoNormal" style="text-align:center;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;">2024. év</span></b></span></p>
  </td>
  
  <td style="width:63.8pt;border-top:solid windowtext 1.0pt;&#xD;&#xA;  border-left:none;border-bottom:solid windowtext 1.0pt;border-right:none;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;height:21.0pt">
  <p class="MsoNormal" style="text-align:center;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;">2023. év</span></b></span></p>
  </td>
  
  <td style="width:49.6pt;border-top:solid windowtext 1.0pt;&#xD;&#xA;  border-left:none;border-bottom:solid windowtext 1.0pt;border-right:none;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;height:21.0pt">
  <p class="MsoNormal" style="text-align:center;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;">Vált. %</span></b></span></p>
  </td>
  
  <td style="width:63.8pt;border-top:solid windowtext 1.0pt;&#xD;&#xA;  border-left:none;border-bottom:solid windowtext 1.0pt;border-right:none;&#xD;&#xA;  &#xD;&#xA;  background:lightgrey;padding:0cm 3.5pt 0cm 3.5pt;height:21.0pt">
  <p class="MsoNormal" style="text-align:center;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;">2024. év</span></b></span></p>
  </td>
  
  <td style="width:63.8pt;border-top:solid windowtext 1.0pt;&#xD;&#xA;  border-left:none;border-bottom:solid windowtext 1.0pt;border-right:none;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;height:21.0pt">
  <p class="MsoNormal" style="text-align:center;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;">2023. év</span></b></span></p>
  </td>
  
  <td style="width:35.4pt;border-top:solid windowtext 1.0pt;&#xD;&#xA;  border-left:none;border-bottom:solid windowtext 1.0pt;border-right:none;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;height:21.0pt">
  <p class="MsoNormal" style="text-align:center;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;">Vált. %</span></b></span></p>
  </td>
  
 </tr>
 <tr style="height:14.5pt">
  <td style="width:177.2pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">Upstream</span></span></p>
  </td>
  
  <td style="width:2.0cm;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  background:lightgrey;padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">115,8</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
  <td style="width:63.8pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">129,6</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
  <td style="width:49.6pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">-11</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
  <td style="width:63.8pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  background:lightgrey;padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">316</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
  <td style="width:63.8pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">367</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
  <td style="width:35.4pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">-14</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
 </tr>
 <tr style="height:14.5pt">
  <td style="width:177.2pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">Downstream</span></span></p>
  </td>
  
  <td style="width:2.0cm;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  background:lightgrey;padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">316,0</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
  <td style="width:63.8pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">223,0</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
  <td style="width:49.6pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">42</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
  <td style="width:63.8pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  background:lightgrey;padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">860</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
  <td style="width:63.8pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">634</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
  <td style="width:35.4pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">36</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
 </tr>
 <tr style="height:14.5pt">
  <td style="width:177.2pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">Gáz Midstream</span></span></p>
  </td>
  
  <td style="width:2.0cm;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  background:lightgrey;padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">17,8</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
  <td style="width:63.8pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">12,4</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
  <td style="width:49.6pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">44</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
  <td style="width:63.8pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  background:lightgrey;padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">47</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
  <td style="width:63.8pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">35</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
  <td style="width:35.4pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">34</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
 </tr>
 <tr style="height:14.5pt">
  <td style="width:177.2pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">Fogyasztói szolgáltatások<sup>(13)</sup></span></span></p>
  </td>
  
  <td style="width:2.0cm;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  background:lightgrey;padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">62,8</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
  <td style="width:63.8pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">181,3</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
  <td style="width:49.6pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">-65</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
  <td style="width:63.8pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  background:lightgrey;padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">169</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
  <td style="width:63.8pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">525</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
  <td style="width:35.4pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">-68</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
 </tr>
 <tr style="height:14.5pt">
  <td style="width:177.2pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">Körforgásos Gazdasági Szolgáltatások</span></span></p>
  </td>
  
  <td style="width:2.0cm;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  background:lightgrey;padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">34,1</span></span></p>
  </td>
  
  <td style="width:63.8pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">22,1</span></span></p>
  </td>
  
  <td style="width:49.6pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">54</span></span></p>
  </td>
  
  <td style="width:63.8pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  background:lightgrey;padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">93</span></span></p>
  </td>
  
  <td style="width:63.8pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">63</span></span></p>
  </td>
  
  <td style="width:35.4pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">48</span></span></p>
  </td>
  
 </tr>
 <tr style="height:14.5pt">
  <td style="width:177.2pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">Központ és egyéb</span></span></p>
  </td>
  
  <td style="width:2.0cm;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  background:lightgrey;padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">85,9</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
  <td style="width:63.8pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">53,4</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
  <td style="width:49.6pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">61</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
  <td style="width:63.8pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  background:lightgrey;padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">227</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
  <td style="width:63.8pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">152</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
  <td style="width:35.4pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">50</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
 </tr>
 <tr style="height:14.5pt">
  <td style="width:177.2pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">Szegmensek közötti átadás</span></span><span style="mso-bookmark:_Hlk3196057"><sup><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;">(7)</span></sup></span><span style="mso-bookmark:_Hlk3196057"><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;"></span></span></p>
  </td>
  
  <td style="width:2.0cm;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  background:lightgrey;padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">-2,4</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
  <td style="width:63.8pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">-3,0</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
  <td style="width:49.6pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">-20</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
  <td style="width:63.8pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  background:lightgrey;padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">-7</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
  <td style="width:63.8pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">-9</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
  <td style="width:35.4pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">-22</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
 </tr>
 <tr style="height:14.5pt">
  <td style="width:177.2pt;border:none;border-bottom:solid windowtext 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="line-height:normal"><span style="mso-bookmark:_Hlk3196057"><b><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">Beruházások és befektetések összesen</span></b></span></p>
  </td>
  
  <td style="width:2.0cm;border:none;border-bottom:solid windowtext 1.0pt;&#xD;&#xA;  background:lightgrey;padding:&#xD;&#xA;  0cm 3.5pt 0cm 3.5pt;height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">630,0</span></b></span><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></b></span></p>
  </td>
  
  <td style="width:63.8pt;border:none;border-bottom:solid windowtext 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">618,7</span></b></span><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></b></span></p>
  </td>
  
  <td style="width:49.6pt;border:none;border-bottom:solid windowtext 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">2</span></b></span><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></b></span></p>
  </td>
  
  <td style="width:63.8pt;border:none;border-bottom:solid windowtext 1.0pt;&#xD;&#xA;  background:lightgrey;padding:&#xD;&#xA;  0cm 3.5pt 0cm 3.5pt;height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">1.705</span></b></span><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></b></span></p>
  </td>
  
  <td style="width:63.8pt;border:none;border-bottom:solid windowtext 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">1.767</span></b></span><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></b></span></p>
  </td>
  
  <td style="width:35.4pt;border:none;border-bottom:solid windowtext 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">-3</span></b></span><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></b></span></p>
  </td>
  
 </tr>
</tbody></table>

<p class="MsoNormal" style="text-align:justify;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><a id="_Toc1472173"></a><a id="_Toc1720866"></a><a id="_Toc2589747"><span style="font-size:7.0pt;font-family:&quot;Calibri&quot;,sans-serif;"><span> </span>A megjegyzéseket és speciális tételeket az 1.
és 2. számú melléklet tartalmazza.</span></a></span></p>

<p class="MsoNormal" style="text-align:justify;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-size:7.0pt;font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;"><span> </span></span></span></p>



<p class="MsoNormal" style="margin-top:6.0pt;margin-right:0cm;margin-bottom:6.0pt;margin-left:36.0pt;text-align:justify;text-indent:-36.0pt;page-break-after:avoid;"><span style="mso-bookmark:_Hlk3196057"><a id="_Toc129160667"></a><a id="_Toc129243818"><b><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;"><span>3.1<span style="font:7.0pt &quot;Times New Roman&quot;">                
</span></span></span></b><b><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;">A
2024-ES ÉV LEGFONTOSABB EREDMÉNYEINEK ÖSSZEFOGLALÓJA</span></b></a></span><span style="mso-bookmark:_Hlk3196057"><b><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;"></span></b></span></p>

<p class="MsoNormal" style="text-align:justify"><span style="mso-bookmark:_Hlk3196057"><a id="_Toc505674363"></a><a id="_Toc1472174"></a><a id="_Toc1720867"></a><a id="_Toc2589748"></a><a><span style="font-size:9.0pt;line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;">2024-ben a MOL 1.121,7 milliárd
forintos (3.073 millió dollár) </span></a></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk64979926"><span style="font-size:9.0pt;line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;color:black;">újrabeszerzési árakkal becsült „tiszta" </span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk64979926"><span style="font-size:9.0pt;line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;">EBITDA-t
ért el, ami forintban kifejezve 2%-kal magasabb, mint az előző évben, és
meghaladja a 3 milliárd dollár körüli tőkepiaci iránymutatást. A működési cash
flow-t 195,6 milliárd forint (540 millió dollár) összegű társasági adó
befizetés és a működőtőke 94,1 milliárd forintos (270 millió dolláros)
növekedése terhelte; ennek megfelelően a működőtőke változása utáni működési
cash flow 820,5 milliárd forintot (2.218 millió dollárt) ért el 2024-ben.</span></span></span></p>

<p class="MsoNormal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk64979926"><span style="font-size:9.0pt;line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;"></span></span></span></p>

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  <p class="MsoNormal" style="text-align:center;line-height:normal"><span style="color:black;">Üzleti
  jelentés 2024</span><span style="font-size:11.0pt"></span></p>
  </td>
  <td style="width:4.0cm;background:#E30018;padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:21.6pt">
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<p class="MsoHeader"><b><span> </span></b></p>

</div></div><div class="WordSection14">

<p class="MsoNormal" style="margin-top:6.0pt;text-align:justify;"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk64979926"><b><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;">Legfőbb
pénzügyi eredmények</span></b></span></span></p>

<p class="MsoNormal" style="margin-top:6.0pt;margin-right:0cm;margin-bottom:0cm;margin-left:18.0pt;margin-bottom:.0001pt;text-align:justify;text-indent:-18.0pt;"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk64979926"><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Molgroup Regular&quot;;"><span style="display:inline-block; text-indent:0pt; min-width:18.0pt;">•<span style="font:7.0pt &quot;Times New Roman&quot;">        
</span></span></span><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;">Az Upstream szegmens speciális tételek nélküli EBITDA-ja
2024-ben elérte a 402,1 milliárd forintot (1.099 millió dollárt), ami forintban
kifejezve 18%-os növekedést jelent 2023-hoz képest, mivel a kitermelési volumen
nőtt, és a magyarországi bányajáradék kifizetések csökkentek a termelési kvóták
teljesülése következményeként. </span></span></span></p>

<p class="MsoNormal" style="margin-top:6.0pt;margin-right:0cm;margin-bottom:0cm;margin-left:18.0pt;margin-bottom:.0001pt;text-align:justify;text-indent:-18.0pt;"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk64979926"><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Molgroup Regular&quot;;"><span style="display:inline-block; text-indent:0pt; min-width:18.0pt;">•<span style="font:7.0pt &quot;Times New Roman&quot;">        
</span></span></span><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;">A Downstream 2024-ben 463,4 milliárd forint (1,267 millió
dollár) </span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk64979926"><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;color:black;">újrabeszerzési árakkal becsült „tiszta" </span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk64979926"><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;">EBITDA
ért el, ami 2%-kal alacsonyabb az előző évi teljesítménynél. A makrokörnyezet
negatívan hatott a finomítás eredményére a 2024-ben jelentősen gyengülő
finomítói árréssel, amit részben ellensúlyozott a magasabb értékesítés hatása.
Az iparágban folytatódó romló tendencia miatt a petrolkémiai szegmens negatívan
járult hozzá a </span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk64979926"><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;color:black;">újrabeszerzési árakkal becsült „tiszta" </span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk64979926"><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;">EBITDA-hoz.</span></span></span></p>

<p class="MsoNormal" style="margin-top:6.0pt;margin-right:0cm;margin-bottom:0cm;margin-left:18.0pt;margin-bottom:.0001pt;text-align:justify;text-indent:-18.0pt;"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk64979926"><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Molgroup Regular&quot;;"><span style="display:inline-block; text-indent:0pt; min-width:18.0pt;">•<span style="font:7.0pt &quot;Times New Roman&quot;">        
</span></span></span><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;">A Fogyasztói szolgáltatások EBITDA-ja 11%-kal nőtt 2024-en,
és elérte a 271,0 milliárd forintot (743 millió USD), ami a nem
üzemanyag-értékesítések által vezérelt szerves növekedés és a 2023 közepén
lezárt szlovéniai akvizíció kombinációjának köszönhető.</span></span></span></p>

<p class="MsoNormal" style="margin-top:6.0pt;margin-right:0cm;margin-bottom:0cm;margin-left:18.0pt;margin-bottom:.0001pt;text-align:justify;text-indent:-18.0pt;"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk64979926"><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Molgroup Regular&quot;;"><span style="display:inline-block; text-indent:0pt; min-width:18.0pt;">•<span style="font:7.0pt &quot;Times New Roman&quot;">        
</span></span></span><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;">A Gáz Midstream 2024-ben 89,0 milliárd forint (244 millió
USD) EBITDA-t ért el, ami 5%-os csökkenést jelent 2023-hoz képest, a növekvő
transzmissziós kereslet és a szabályozott tarifák változásai miatt. </span></span></span></p>

<p class="MsoNormal" style="margin-top:6.0pt;margin-right:0cm;margin-bottom:0cm;margin-left:18.0pt;margin-bottom:.0001pt;text-align:justify;text-indent:-18.0pt;"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk64979926"><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Molgroup Regular&quot;;"><span style="display:inline-block; text-indent:0pt; min-width:18.0pt;">•<span style="font:7.0pt &quot;Times New Roman&quot;">        
</span></span></span><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;">A Körforgásos Gazdasági Szolgáltatások 2024-től különálló
szegmensként kerül kimutatásra, és 20,3 milliárd forint (-52 millió USD)
negatív EBITDA-t jelentett a teljes évre vonatkozóan a szegmensen belüli
tevékenységek kezdeti szakasza és a kötelező visszaváltási rendszer (DRS)
felfutása miatt, ami többletkiadásokat eredményezett. </span></span></span></p>

<p class="MsoNormal" style="margin-top:6.0pt;margin-right:0cm;margin-bottom:0cm;margin-left:18.0pt;margin-bottom:.0001pt;text-align:justify;text-indent:-18.0pt;"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk64979926"><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Molgroup Regular&quot;;"><span style="display:inline-block; text-indent:0pt; min-width:18.0pt;">•<span style="font:7.0pt &quot;Times New Roman&quot;">        
</span></span></span><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;">A teljes CAPEX-ráfordítás elérte a 630,0 milliárd forintot
(1.705 millió dollár), ami 2%-os növekedést jelent az előző évhez képest annak
ellenére, hogy 2024-ben kevesebb akvizíció történt, mint 2023-ban. Az organikus
CAPEX-et tekintve a 2024-es érték 21%-kal magasabb, 603,5 milliárd forint (1
636 millió USD) volt, mint 2023-ban, ami elsősorban az év során a magasabb
fenntartási célú CAPEX-et eredményező nagyleállásoknak köszönhető.</span></span></span></p>

<p class="MsoNormal" style="margin-top:6.0pt;margin-right:0cm;margin-bottom:0cm;margin-left:18.0pt;margin-bottom:.0001pt;text-align:justify;text-indent:-18.0pt;"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk64979926"><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Molgroup Regular&quot;;"><span style="display:inline-block; text-indent:0pt; min-width:18.0pt;">•<span style="font:7.0pt &quot;Times New Roman&quot;">        
</span></span></span><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;">Az eladósodottság nettó adósság/EBITDA alapon 2024 végére
enyhén, 0,74x-re emelkedett az egy évvel korábbi 0,59x-ről, de a menedzsment
1,0x-os előrejelzési küszöbértéke alatt maradt.</span></span></span></p>

<p class="MsoNormal" style="margin-top:6.0pt;text-align:justify;"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk64979926"><b><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;">Legfőbb működési eredmények</span></b></span></span></p>

<p class="MsoNormal" style="margin-top:6.0pt;margin-right:0cm;margin-bottom:0cm;margin-left:18.0pt;margin-bottom:.0001pt;text-align:justify;text-indent:-18.0pt;"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk64979926"><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Molgroup Regular&quot;;"><span style="display:inline-block; text-indent:0pt; min-width:18.0pt;">•<span style="font:7.0pt &quot;Times New Roman&quot;">        
</span></span></span><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;">Az éves olaj- és gáztermelés 2024-ben elérte a 93,8 ezer
hordó egyenérték/nap szintet, ami jóval meghaladja a ~90 egyenérték/nap éves
iránymutatást (amely 2024 novemberében 92-94 egyenérték/napra módosult).
Magyarországon jelentősen nőtt a termelés, Kazahsztánban pedig 2023
decemberében indult a kitermelés, ami jelentősen növelte a Csoport termelését
2024-ben.</span></span></span></p>

<p class="MsoNormal" style="margin-top:6.0pt;margin-right:0cm;margin-bottom:0cm;margin-left:18.0pt;margin-bottom:.0001pt;text-align:justify;text-indent:-18.0pt;"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk64979926"><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Molgroup Regular&quot;;"><span style="display:inline-block; text-indent:0pt; min-width:18.0pt;">•<span style="font:7.0pt &quot;Times New Roman&quot;">        
</span></span></span><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;">A Fogyasztói Szolgáltatások hálózata 2024 végére 2.330
töltőállomásra csökkent, ami 4%-os csökkenés az előző évhez képest.
Folytatódott a nem üzemanyag-koncepció bővítése, a teljes árrés 36,8%-át
2024-ben a nem üzemanyag termékek és szolgáltatások értékesítéséből származó
árrés adja, ami 2,5 százalékpontos növekedést jelent.</span></span></span></p>

<p class="MsoNormal" style="margin-top:6.0pt;margin-right:0cm;margin-bottom:0cm;margin-left:18.0pt;margin-bottom:.0001pt;text-align:justify;text-indent:-18.0pt;"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk64979926"><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Molgroup Regular&quot;;"><span style="display:inline-block; text-indent:0pt; min-width:18.0pt;">•<span style="font:7.0pt &quot;Times New Roman&quot;">        
</span></span></span><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;">A Downstream üzletágban jelentősen nőttek az organikus
beruházások, mivel az év során számos élettartam-hosszabbítási projekt
fejeződött be, és 2024 tavaszán a poliol-komplexumot is felavatásra került.</span></span></span></p>

<p class="MsoNormal" style="margin-top:6.0pt;margin-right:0cm;margin-bottom:0cm;margin-left:18.0pt;margin-bottom:.0001pt;text-align:justify;text-indent:-18.0pt;"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk64979926"><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Molgroup Regular&quot;;"><span style="display:inline-block; text-indent:0pt; min-width:18.0pt;">•<span style="font:7.0pt &quot;Times New Roman&quot;">        
</span></span></span><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;">A MOL folytatja a zöld átállást:</span></span></span></p>

<p class="MsoNormal" style="margin-top:6.0pt;margin-right:0cm;margin-bottom:0cm;margin-left:35.45pt;margin-bottom:.0001pt;text-align:justify;text-indent:-18.0pt;"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk64979926"><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Courier New&quot;;"><span style="display:inline-block; text-indent:0pt; min-width:18.0pt;">o<span style="font:7.0pt &quot;Times New Roman&quot;">   
</span></span></span><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;">66 MWp teljesítményű fotovoltaikus erőmű került
megvásárlásra Közép-Magyarországon, amely hozzájárul a megújuló energiaforrások
növekvő részarányához a MOL energiamixében.</span></span></span></p>

<p class="MsoNormal" style="margin-top:6.0pt;margin-right:0cm;margin-bottom:0cm;margin-left:35.45pt;margin-bottom:.0001pt;text-align:justify;text-indent:-18.0pt;"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk64979926"><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Courier New&quot;;"><span style="display:inline-block; text-indent:0pt; min-width:18.0pt;">o<span style="font:7.0pt &quot;Times New Roman&quot;">   
</span></span></span><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;">Szeptemberben megkezdődött a termelés a 10 MW-os
elektrolízisegységben Százhalombattán, amely várhatóan 1.600 tonna zöld
hidrogént használ majd fel a Duna-finomítóban.</span></span></span></p>

<p class="MsoNormal" style="margin-top:6.0pt;margin-right:0cm;margin-bottom:0cm;margin-left:35.45pt;margin-bottom:.0001pt;text-align:justify;text-indent:-18.0pt;"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk64979926"><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Courier New&quot;;"><span style="display:inline-block; text-indent:0pt; min-width:18.0pt;">o<span style="font:7.0pt &quot;Times New Roman&quot;">   
</span></span></span><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;">Megkezdődött a magyarországi 40 ktpa kapacitású kémiai
újrahasznosító egység tervezési fázisa.</span></span></span></p>

<p class="MsoNormal" style="margin-top:6.0pt;margin-right:0cm;margin-bottom:0cm;margin-left:18.0pt;margin-bottom:.0001pt;text-align:justify;text-indent:-18.0pt;"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk64979926"><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Molgroup Regular&quot;;"><span style="display:inline-block; text-indent:0pt; min-width:18.0pt;">•<span style="font:7.0pt &quot;Times New Roman&quot;">        
</span></span></span><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;">A kiemelt pénzügyi és üzleti adatok és historikus pénzügyi
kimutatások elérhetőek az éves Adattárban a Társaság honlapján.</span></span></span></p>

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<p class="MsoNormal" style="margin-top:6.0pt;margin-right:0cm;margin-bottom:6.0pt;margin-left:36.0pt;text-align:justify;text-indent:-36.0pt;page-break-after:avoid;"><span style="mso-bookmark:_Hlk3196057"><a id="_Toc129160668"></a><a id="_Toc129243819"><b><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;"><span>3.2<span style="font:7.0pt &quot;Times New Roman&quot;">                
</span></span></span></b><b><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;">VÁLLALATI
STRATÉGIA</span></b></a></span><span style="mso-bookmark:_Hlk3196057"><b><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;"></span></b></span></p>

<p class="MsoNormal" style="margin-top:6.0pt;margin-right:0cm;margin-bottom:6.0pt;margin-left:0cm;text-align:justify;"><span style="mso-bookmark:&#xD;&#xA;_Hlk3196057"><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;">A
MOL-csoport az iparág egyik első szereplője volt, amely szembenézett a változó
környezettel, és nyilvánosságra hozta a tervét a leginkább megfelelő
megoldásról. A 2016-ban közzétett 2030-as stratégia az alacsony
szén-dioxid-kibocsátású gazdaság követelményeinek kielégítésére irányuló
kiegyensúlyozott átmenetre összpontosított, ugyanakkor foglalkozott azzal is,
hogy a hagyományos fosszilis alapú gazdaság hogyan tud alkalmazkodni, és milyen
szerepet játszhat a MOL-csoport ebben a változásban. Ez az irány már kétszer is
megerősítésre került, először 2021-ben, majd legutóbb 2024 márciusában a „Shape
Tomorrow” stratégiában. </span></span></p>

<p class="MsoNormal" style="margin-top:6.0pt;margin-right:0cm;margin-bottom:6.0pt;margin-left:0cm;text-align:justify;"><span style="mso-bookmark:&#xD;&#xA;_Hlk3196057"><b><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;">„Shape
Tomorrow” stratégia</span></b></span></p>

<p class="MsoNormal" style="margin-top:6.0pt;margin-right:0cm;margin-bottom:6.0pt;margin-left:0cm;text-align:justify;"><span style="mso-bookmark:&#xD;&#xA;_Hlk3196057"><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;">A
COVID-19 világjárvány és az azóta bekövetkezett geopolitikai válságok
tanulságait levonva a vállalat világosabb, 2030-ig tartó átmenetet vázolt fel,
amelynek végső célja a nettó klímasemlegesség elérése 2050-re. Ezt az átmenetet
a közép- és kelet-európai (KKE) gazdaságok viszonylag erőteljes bővülése,
valamint a MOL azon törekvése támasztja alá, hogy fenntartsa vagy bővítse
jelenlétét az alapvető nagykereskedelmi és kiskereskedelmi piacokon, ami
elegendő pénzügyi és időhorizontot biztosít ahhoz, hogy megkezdje ambiciózus
átállási programját.</span></span></p>

<p class="MsoNormal" style="margin-top:6.0pt;margin-right:0cm;margin-bottom:6.0pt;margin-left:0cm;text-align:justify;"><span style="mso-bookmark:&#xD;&#xA;_Hlk3196057"><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;">Az
átállás terén a MOL aktualizált stratégiája ambiciózus célokat tűzött ki, és a
Scope 1 és 2 kibocsátások abszolút értékének 25%-os csökkentését tűzte ki célul
2030-ra 2019-hez képest. A Scope 3 körbe tartozó kibocsátások tekintetében a
MOL elismeri, hogy a fejlődés nagy része a fosszilis tüzelőanyagok iránti
regionális kereslet alakulására épül, és így kevésbé áll a vállalat ellenőrzése
alatt, mint az első két hatókörbe tartozó kibocsátások. Ennek ellenére a 3.
hatókörbe tartozó kibocsátások abszolút értékének 5%-os csökkentését tűzték ki
célul 2030-ra.</span></span></p>

<p class="MsoNormal" style="margin-top:6.0pt;margin-right:0cm;margin-bottom:6.0pt;margin-left:0cm;text-align:justify;"><span style="mso-bookmark:&#xD;&#xA;_Hlk3196057"><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;">A MOL
azt is elismeri, hogy a zöld átmenet tőkeigényes lesz, és a MOL-nak nem csupán
a hagyományos olaj- és gázipari szakterületeket kell meghaladnia, hanem a
tőkeallokációt is új alapokra kell helyeznie. Ezért 2025-2030 között a MOL
CAPEX költségvetésének kb. 30-40%-át alacsony szén-dioxid-kibocsátású
kezdeményezésekre fogja fordítani. Fontos azonban megjegyezni, hogy a MOL
továbbra is konzervatív marad a megtérülési küszöbértékek tekintetében és úgy
általában a CAPEX költségvetésével kapcsolatban is, és arra számít, hogy az
organikus beruházások 2025-2030-ban reálértéken átlagosan 1,9 milliárd dollárt
tesznek ki, ami egy kicsivel magasabb, mint a 2018-2023-közötti 1,8 milliárd
dolláros átlag. Ez lehetővé teszi a MOL számára, hogy stabil mérleget tartson fenn,
és elegendő forrást különítsen el az esetleges akvizíciók és a versenyképes
részvényesi javadalmazás finanszírozására.</span></span></p>

<p class="MsoNormal" style="margin-top:6.0pt;margin-right:0cm;margin-bottom:6.0pt;margin-left:0cm;text-align:justify;"><span style="mso-bookmark:&#xD;&#xA;_Hlk3196057"><b><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;">A
szegmensek hozzájárulása a stratégiához</span></b></span></p>

<p class="MsoNormal" style="margin-top:6.0pt;margin-right:0cm;margin-bottom:6.0pt;margin-left:0cm;text-align:justify;"><span style="mso-bookmark:&#xD;&#xA;_Hlk3196057"><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;">Mivel a
MOL <b>Downstream</b> szegmensét érinti a legtöbb átállással kapcsolatos
kihívás, a legösszetettebb és legmesszebb menő projektek már több mint egy
évtizede folyamatban vannak. A petrolkémia irányába történő elmozduláson túl a
körforgás, a bioüzemanyagok, a zöld hidrogén és a biogáz is a fókuszterületek
közé tartoznak. Emellett a villamosítás és a megújuló energia felé való
elmozdulás is fontos pillére a stratégiának. Az ilyen mélyreható átalakulás
folytatása mellett azonban a MOL továbbra is elkötelezett a kőolaj ellátási
útvonalak diverzifikálása és az energiabiztonság erősítése mellett. </span></span></p>

<p class="MsoNormal" style="margin-top:6.0pt;margin-right:0cm;margin-bottom:6.0pt;margin-left:0cm;text-align:justify;"><span style="mso-bookmark:&#xD;&#xA;_Hlk3196057"><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;">A MOL
2023-ban, a magyarországi hulladékgazdálkodási koncesszió üzemeltetésének
megkezdésekor hozta létre a Körforgásos Gazdasági Szolgáltatások operációjának
kereteit. Jelentős lépés volt a kötelező visszaváltási rendszer bevezetése,
amely 2024 folyamán sikeresen felfutott, és jelenleg naponta több mint 6 millió
visszavitt műanyag vagy üveg csomagolást kezel. 2030-ra a MOL
hulladékgazdálkodási részlege 1,5 millió tonna hulladékalapú alapanyagot kíván
szállítani a magyar iparnak, beleértve a saját Downstream tevékenységét is.</span></span></p>

<p class="MsoNormal" style="margin-top:6.0pt;margin-right:0cm;margin-bottom:6.0pt;margin-left:0cm;text-align:justify;"><span style="mso-bookmark:&#xD;&#xA;_Hlk3196057"><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;">A MOL
2023. évi belépése a hulladékgazdálkodási üzletágba nem kevesebbet céloz, mint
a magyarországi hulladékgyűjtés és -hasznosítás átalakítását, valamint az uniós
irányelvekhez igazodva a körforgásos gazdaság koncepciójának támogatását. A MOL
2023-ban már nagy lépést tett e célok elérése felé a betétdíjas visszaváltási
rendszer bevezetésének előkészítésével, amely 2024-től két hullámban indul. A
MOL hulladékgazdálkodási ága 2030-ra 1,5 millió tonna hulladékalapú alapanyagot
kíván biztosítani a magyar ipar számára, ezen belül a MOL downstream üzletága
számára is.</span></span></p>

<p class="MsoNormal" style="margin-top:6.0pt;margin-right:0cm;margin-bottom:6.0pt;margin-left:0cm;text-align:justify;"><span style="mso-bookmark:&#xD;&#xA;_Hlk3196057"><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;">A MOL
fogyasztói szolgáltatások szegmense folytatja fejlődését digitális
kiskereskedővé és integrált mobilitási szolgáltatóvá. A hangsúlyt a többcélú
töltőállomások fejlesztésére, az ügyfélközpontú működés fokozására és a
mobilitási megoldások regionális vezetőjévé válásra helyezi. Miután a szegmens
már 2023-ban majdnem elérte a 2025-re kitűzött 700 millió dolláros EBITDA-célt,
új ambíciót tűzött ki: 2030-ra 1 milliárd dolláros EBITDA elérését.</span></span></p>

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  <p class="MsoNormal" style="line-height:normal"><img src="data:image/png;base64,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" alt="footer image" style="position:relative; width:62.5pt;height:11.5pt;visibility:visible;"></img></p>
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  <td style="width:13.0cm;background:#F2F2F2;padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:21.6pt">
  <p class="MsoNormal" style="text-align:center;line-height:normal"><span style="color:black;">Üzleti
  jelentés 2024</span><span style="font-size:11.0pt"></span></p>
  </td>
  <td style="width:4.0cm;background:#E30018;padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:21.6pt">
  <p class="MsoNormal" style="text-align:center;line-height:normal"><span style="font-size:10.0pt;color:white;">16</span><span style="font-size:10.0pt"></span></p>
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<p class="MsoHeader"><b><span> </span></b></p>

</div></div><div class="WordSection16">

<p class="MsoNormal" style="margin-top:6.0pt;margin-right:0cm;margin-bottom:6.0pt;margin-left:0cm;text-align:justify;"><span style="mso-bookmark:&#xD;&#xA;_Hlk3196057"><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;">Az
Upstream szegmens továbbra is kulcsfontosságú pénztermelője a MOL-csoportnak,
mivel a várható napi átlagos termelés meghaladja a 90 000 hordó
olajegyenértéket (boe), a közvetlen termelési költségek pedig 2025 és 2030
között 6-8 USD/boe értékűek lesznek. A közép- és kelet-közép-európai régióban
az erőfeszítések a termelés optimalizálására, az infrastruktúra fejlesztésére
és a szénhidrogén-kihozatal javítására összpontosítanak a termelés fenntartása
és a regionális energiabiztonság támogatása érdekében. Ugyanakkor a MOL
prioritásként kezeli az alacsony szén-dioxid-kibocsátású technológiákat,
beleértve a geotermikus energiát, a lítium-kitermelést, a metánkibocsátás
csökkentését és a szén-dioxid-leválasztást, -hasznosítást és -tárolást (CCUS).
Nemzetközi portfóliójában a MOL folytatja az aktív portfóliókezelést, a
döntéseket a megtérülési mutatók és a piacra jutási idő szempontjai vezérlik. E
stratégiai kezdeményezések révén a MOL-csoport megerősíti vezető szerepét az
energetikai átmenetben, miközben biztosítja a pénzügyi rugalmasságot és a
hosszú távú növekedést.</span></span></p>

<p class="MsoNormal" style="margin-top:6.0pt;margin-right:0cm;margin-bottom:6.0pt;margin-left:36.0pt;text-align:justify;text-indent:-36.0pt;page-break-after:avoid;"><span style="mso-bookmark:_Hlk3196057"><b><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;text-transform:uppercase"><span style="display:inline-block; text-indent:0pt; min-width:36.0pt;">3.2.1<span style="font:7.0pt &quot;Times New Roman&quot;">           
</span></span></span></b><b><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;text-transform:uppercase">Szcenárió alapú elemzés</span></b></span></p>

<p class="MsoNormal" style="margin-top:6.0pt;margin-right:0cm;margin-bottom:6.0pt;margin-left:0cm;text-align:justify;page-break-after:avoid"><span style="mso-bookmark:_Hlk3196057"><a id="_Toc488056122"></a><a id="_Toc488436496"></a><a id="_Toc488436726"></a><a id="_Toc488437142"></a><a id="_Toc489350816"></a><a id="_Toc505674367"></a><a></a><a></a><a id="_Toc1472176"></a><a id="_Toc1720869"></a><a id="_Toc2589750"></a><a id="_Toc1472175"></a><a id="_Toc1720868"></a><a id="_Toc2589749"></a><a><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;">A 2024
márciusában megjelent Shape Tomorrow stratégiafrissítés a külső környezet
részletes elemzésén alapul, feltárva az általános makrogazdasági viszonyok, az
olaj- és gázipar, valamint a kapcsolódó piacok fő trendjeit és irányait,
amelyek nagy hatással bírhatnak – vagy potenciálisan nagy hatással bírhatnak –
a MOL működésére. Ezen piacok elemzése alapján a MOL számszerű előrejelzéseket
készít a legfontosabb makrogazdasági és iparág-specifikus paraméterekről E
három fogatókönyv a következő: ’lassú átmenet’, ’folyamatos átmenet’ és
’karbonsemlegesség’. A zöldenergia-átállás mindhárom forgatókönyvben
megtörténik, a legnagyobb különbség közöttük az átállás üteme. A Shape Tomorrow
stratégia túlnyomórészt a ’folyamatos átmenet’ forgatókönyvön alapul. Ha a másik
két forgatókönyv valamelyike megvalósulna, az leginkább a Shape Tomorrow
Stratégiában előirányzott beruházások ütemezését érintené, nem pedig magukat a
stratégiai irányokat.</span></span></span></a></span></p>

<p class="MsoNormal" style="margin-top:6.0pt;margin-right:0cm;margin-bottom:6.0pt;margin-left:0cm;text-align:justify;page-break-after:avoid"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk64450810"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;">A MOL-csoport egy “Premissza Bizottságot”
hozott létre, melynek a fő üzletágak és funkcionális területek képviselői a
tagjai. A bizottság feladata a különböző szcenáriók készítésekor használt
legfontosabb mutatószámok és feltételezések folyamatos nyomon követése és
aktualizálása a külső környezet változásaival összhangban. Ezáltal a vállalat
alkalmassá válik arra, hogy időben érzékelje, ha a külső tényezők alapján a
választott szcenárió egy új szakaszába kerültünk, vagy ha esetleg már egy
teljesen másik szcenárió érvényes, és ezáltal lehetősége nyílik a
felsővezetésnek arra, hogy újraértékelje és szükség esetén megváltoztassa a
terveket. A premisszákban bekövetkező változások a felsővezetés és az
igazgatóság automatikus értesítését vonják maguk után és ezáltal a stratégia
megváltozását is maguk után vonhatják. A stratégiában végrehajtott bármilyen
változás feltétele azonban az igazgatóság jóváhagyása.</span></span></span></span></span></p>

<span style="mso-bookmark:_Hlk64450810"></span>

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  <p class="MsoNormal" style="text-align:center;line-height:normal"><span style="color:black;">Üzleti
  jelentés 2024</span><span style="font-size:11.0pt"></span></p>
  </td>
  <td style="width:4.0cm;background:#E30018;padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:21.6pt">
  <p class="MsoNormal" style="text-align:center;line-height:normal"><span style="font-size:10.0pt;color:white;">17</span><span style="font-size:10.0pt"></span></p>
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<p class="MsoHeader"><b><span> </span></b></p>

</div></div><div class="WordSection17">

<p class="MsoNormal" style="margin-top:6.0pt;margin-right:0cm;margin-bottom:2.0pt;margin-left:0cm;text-align:justify;"><span style="mso-bookmark:&#xD;&#xA;_Hlk3196057"><span style="mso-bookmark:&#xD;&#xA;_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><b><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;">3.3 UPSTREAM</span></b></span></span></span></p>

<table class="MsoNormalTable" title="15f060af-c734-4b55-8102-a22380fdc9a8" style="border:solid 0pt;border-collapse:collapse;border-spacing:0;;margin-left:-.25pt;"><tbody>
 <tr style="height:4.15pt">
  <td style="width:328.5pt;border-top:solid windowtext 1.0pt;&#xD;&#xA;  border-left:solid white 1.0pt;border-bottom:solid windowtext 1.0pt;&#xD;&#xA;  border-right:none;padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:4.15pt">
  <p class="MsoNormal" style="line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><b><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">Szegmens IFRS eredmények (Mrd Ft-ban)</span></b></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black"></span></b></span></span></span></p>
  </td>
  
  <td style="width:63.0pt;border-top:solid windowtext 1.0pt;&#xD;&#xA;  border-left:none;border-bottom:solid windowtext 1.0pt;border-right:none;&#xD;&#xA;  &#xD;&#xA;  background:lightgrey;padding:0cm 5.4pt 0cm 5.4pt;height:4.15pt">
  <p class="MsoNormal" style="text-align:center;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black">2024. év</span></b></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black"></span></b></span></span></span></p>
  </td>
  
  <td style="width:58.5pt;border-top:solid windowtext 1.0pt;&#xD;&#xA;  border-left:none;border-bottom:solid windowtext 1.0pt;border-right:none;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;height:4.15pt">
  <p class="MsoNormal" style="text-align:center;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black">2023. év</span></b></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black"></span></b></span></span></span></p>
  </td>
  
  <td colspan="2" style="width:58.5pt;border-top:solid windowtext 1.0pt;&#xD;&#xA;  border-left:none;border-bottom:solid windowtext 1.0pt;border-right:solid white 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;height:&#xD;&#xA;  4.15pt">
  <p class="MsoNormal" style="text-align:center;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black">Vált. %</span></b></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black"></span></b></span></span></span></p>
  </td>
  
 </tr>
 <tr style="height:6.85pt">
  <td style="width:328.5pt;border-top:none;border-left:solid white 1.0pt;&#xD;&#xA;  border-bottom:solid darkgray 1.0pt;border-right:none;padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:6.85pt">
  <p class="MsoNormal" style="text-align:justify;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black">EBITDA</span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black"></span></span></span></span></p>
  </td>
  
  <td style="width:63.0pt;border:none;border-bottom:solid darkgray 1.0pt;&#xD;&#xA;  background:lightgrey;padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:6.85pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black">402,1</span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black"></span></span></span></span></p>
  </td>
  
  <td style="width:58.5pt;border:none;border-bottom:solid darkgray 1.0pt;&#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:6.85pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black">365,5</span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black"></span></span></span></span></p>
  </td>
  
  <td colspan="2" style="width:58.5pt;border-top:none;border-left:none;&#xD;&#xA;  border-bottom:solid darkgray 1.0pt;border-right:solid white 1.0pt;padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:6.85pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black">10</span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black"></span></span></span></span></p>
  </td>
  
 </tr>
 <tr style="height:3.5pt">
  <td style="width:328.5pt;border-top:none;border-left:solid white 1.0pt;&#xD;&#xA;  border-bottom:solid darkgray 1.0pt;border-right:none;padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:3.5pt">
  <p class="MsoNormal" style="text-align:justify;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black">EBITDA speciális tételek nélkül</span></b></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><b><sup><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;">(1)</span></sup></b></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black"></span></b></span></span></span></p>
  </td>
  
  <td style="width:63.0pt;border:none;border-bottom:solid darkgray 1.0pt;&#xD;&#xA;  background:lightgrey;padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:3.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black">402,1</span></b></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black"></span></b></span></span></span></p>
  </td>
  
  <td style="width:58.5pt;border:none;border-bottom:solid darkgray 1.0pt;&#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:3.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black">339,9</span></b></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black"></span></b></span></span></span></p>
  </td>
  
  <td colspan="2" style="width:58.5pt;border-top:none;border-left:none;&#xD;&#xA;  border-bottom:solid darkgray 1.0pt;border-right:solid white 1.0pt;padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:3.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black">18</span></b></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black"></span></b></span></span></span></p>
  </td>
  
 </tr>
 <tr style="height:9.1pt">
  <td style="width:328.5pt;border-top:none;border-left:solid white 1.0pt;&#xD;&#xA;  border-bottom:solid darkgray 1.0pt;border-right:none;padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:9.1pt">
  <p class="MsoNormal" style="text-align:justify;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black">Üzleti eredmény</span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black"></span></span></span></span></p>
  </td>
  
  <td style="width:63.0pt;border:none;border-bottom:solid darkgray 1.0pt;&#xD;&#xA;  background:lightgrey;padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:9.1pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black">231,8</span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black"></span></span></span></span></p>
  </td>
  
  <td style="width:58.5pt;border:none;border-bottom:solid darkgray 1.0pt;&#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:9.1pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black">238,7</span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black"></span></span></span></span></p>
  </td>
  
  <td colspan="2" style="width:58.5pt;border-top:none;border-left:none;&#xD;&#xA;  border-bottom:solid darkgray 1.0pt;border-right:solid white 1.0pt;padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:9.1pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black">-3</span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black"></span></span></span></span></p>
  </td>
  
 </tr>
 <tr style="height:7.75pt">
  <td style="width:328.5pt;border-top:none;border-left:solid white 1.0pt;&#xD;&#xA;  border-bottom:solid darkgray 1.0pt;border-right:none;padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:7.75pt">
  <p class="MsoNormal" style="text-align:justify;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black">Üzleti eredmény speciális tételek nélkül</span></b></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><b><sup><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;">(1)</span></sup></b></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black"></span></b></span></span></span></p>
  </td>
  
  <td style="width:63.0pt;border:none;border-bottom:solid darkgray 1.0pt;&#xD;&#xA;  background:lightgrey;padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:7.75pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black">250,8</span></b></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black"></span></b></span></span></span></p>
  </td>
  
  <td style="width:58.5pt;border:none;border-bottom:solid darkgray 1.0pt;&#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:7.75pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black">216,8</span></b></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black"></span></b></span></span></span></p>
  </td>
  
  <td colspan="2" style="width:58.5pt;border-top:none;border-left:none;&#xD;&#xA;  border-bottom:solid darkgray 1.0pt;border-right:solid white 1.0pt;padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:7.75pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black">16</span></b></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black"></span></b></span></span></span></p>
  </td>
  
 </tr>
 <tr style="height:6.85pt">
  <td style="width:328.5pt;border-top:none;border-left:solid white 1.0pt;&#xD;&#xA;  border-bottom:solid darkgray 1.0pt;border-right:none;padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:6.85pt">
  <p class="MsoNormal" style="text-align:justify;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black">Beruházások és befektetések (organikus)</span></b></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black"></span></b></span></span></span></p>
  </td>
  
  <td style="width:63.0pt;border:none;border-bottom:solid darkgray 1.0pt;&#xD;&#xA;  background:lightgrey;padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:6.85pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black">113,2</span></b></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black"></span></b></span></span></span></p>
  </td>
  
  <td style="width:58.5pt;border:none;border-bottom:solid darkgray 1.0pt;&#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:6.85pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black">129,2</span></b></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black"></span></b></span></span></span></p>
  </td>
  
  <td colspan="2" style="width:58.5pt;border-top:none;border-left:none;&#xD;&#xA;  border-bottom:solid darkgray 1.0pt;border-right:solid white 1.0pt;padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:6.85pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black">-12</span></b></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black"></span></b></span></span></span></p>
  </td>
  
 </tr>
 <tr style="height:10.0pt">
  <td style="width:328.5pt;border-top:none;border-left:solid white 1.0pt;&#xD;&#xA;  border-bottom:solid windowtext 1.0pt;border-right:none;padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:10.0pt">
  <p class="MsoNormal" style="text-align:justify;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black">amiből kutatási CAPEX
  </span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black"></span></span></span></span></p>
  </td>
  
  <td style="width:63.0pt;border:none;border-bottom:solid windowtext 1.0pt;&#xD;&#xA;  background:lightgrey;padding:&#xD;&#xA;  0cm 5.4pt 0cm 5.4pt;height:10.0pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black">17,0</span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black"></span></span></span></span></p>
  </td>
  
  <td style="width:58.5pt;border:none;border-bottom:solid windowtext 1.0pt;&#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:10.0pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black">11,5</span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black"></span></span></span></span></p>
  </td>
  
  <td colspan="2" style="width:58.5pt;border-top:none;border-left:none;&#xD;&#xA;  border-bottom:solid windowtext 1.0pt;border-right:solid white 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;height:10.0pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black">48</span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black"></span></span></span></span></p>
  </td>
  
 </tr>
 <tr style="height:4.15pt">
  <td style="width:328.5pt;border:none;border-left:solid white 1.0pt;&#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;height:4.15pt">
  <p class="MsoNormal" style="line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;color:black"> </span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black"></span></span></span></span></p>
  </td>
  
  <td style="vertical-align:bottom;width:63.0pt;padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:4.15pt"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:&#xD;&#xA;  _Hlk1894388"></span></span></span></td>
  
  <td style="vertical-align:bottom;width:58.5pt;padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:4.15pt"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:&#xD;&#xA;  _Hlk1894388"></span></span></span></td>
  
  <td colspan="2" style="vertical-align:bottom;width:58.5pt;border:none;&#xD;&#xA;  border-right:solid white 1.0pt;&#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;height:4.15pt">
  <p class="MsoNormal" style="line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black"> </span></span></span></span></p>
  </td>
  
 </tr>
 <tr style="height:6.85pt">
  <td style="width:328.5pt;border-top:solid windowtext 1.0pt;&#xD;&#xA;  border-left:solid white 1.0pt;border-bottom:solid windowtext 1.0pt;&#xD;&#xA;  border-right:none;padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:6.85pt">
  <p class="MsoNormal" style="text-align:justify;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black">Szénhidrogén-termelés (ezer hordó/nap)</span></b></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black"></span></b></span></span></span></p>
  </td>
  
  <td style="width:63.0pt;border-top:solid windowtext 1.0pt;&#xD;&#xA;  border-left:none;border-bottom:solid windowtext 1.0pt;border-right:none;&#xD;&#xA;  &#xD;&#xA;  background:lightgrey;padding:0cm 5.4pt 0cm 5.4pt;height:6.85pt">
  <p class="MsoNormal" style="text-align:center;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black">2024. év</span></b></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black"></span></b></span></span></span></p>
  </td>
  
  <td style="width:58.5pt;border-top:solid windowtext 1.0pt;&#xD;&#xA;  border-left:none;border-bottom:solid windowtext 1.0pt;border-right:none;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;height:6.85pt">
  <p class="MsoNormal" style="text-align:center;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black">2023. év</span></b></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black"></span></b></span></span></span></p>
  </td>
  
  <td colspan="2" style="width:58.5pt;border-top:solid windowtext 1.0pt;&#xD;&#xA;  border-left:none;border-bottom:solid windowtext 1.0pt;border-right:solid white 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;height:&#xD;&#xA;  6.85pt">
  <p class="MsoNormal" style="text-align:center;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black">Vált. %</span></b></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black"></span></b></span></span></span></p>
  </td>
  
 </tr>
 <tr style="height:5.5pt">
  <td style="width:328.5pt;border-top:none;border-left:solid white 1.0pt;&#xD;&#xA;  border-bottom:solid darkgray 1.0pt;border-right:none;padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:5.5pt">
  <p class="MsoNormal" style="text-align:justify;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black">Kőolajtermelés</span></b></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black"></span></b></span></span></span></p>
  </td>
  
  <td style="width:63.0pt;border:none;border-bottom:solid darkgray 1.0pt;&#xD;&#xA;  background:lightgrey;padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:5.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black">39,8</span></b></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black"></span></b></span></span></span></p>
  </td>
  
  <td style="width:58.5pt;border:none;border-bottom:solid darkgray 1.0pt;&#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:5.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black">38,1</span></b></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black"></span></b></span></span></span></p>
  </td>
  
  <td colspan="2" style="width:58.5pt;border-top:none;border-left:none;&#xD;&#xA;  border-bottom:solid darkgray 1.0pt;border-right:solid white 1.0pt;padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:5.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black">4</span></b></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black"></span></b></span></span></span></p>
  </td>
  
 </tr>
 <tr style="height:9.1pt">
  <td style="width:328.5pt;border-top:none;border-left:solid white 1.0pt;&#xD;&#xA;  border-bottom:solid darkgray 1.0pt;border-right:none;padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:9.1pt">
  <p class="MsoNormal" style="text-align:justify;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black">Magyarország</span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black"></span></span></span></span></p>
  </td>
  
  <td style="width:63.0pt;border:none;border-bottom:solid darkgray 1.0pt;&#xD;&#xA;  background:lightgrey;padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:9.1pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black">11,5</span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black"></span></span></span></span></p>
  </td>
  
  <td style="width:58.5pt;border:none;border-bottom:solid darkgray 1.0pt;&#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:9.1pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black">10,0</span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black"></span></span></span></span></p>
  </td>
  
  <td colspan="2" style="width:58.5pt;border-top:none;border-left:none;&#xD;&#xA;  border-bottom:solid darkgray 1.0pt;border-right:solid white 1.0pt;padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:9.1pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black">15</span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black"></span></span></span></span></p>
  </td>
  
 </tr>
 <tr style="height:7.75pt">
  <td style="width:328.5pt;border-top:none;border-left:solid white 1.0pt;&#xD;&#xA;  border-bottom:solid darkgray 1.0pt;border-right:none;padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:7.75pt">
  <p class="MsoNormal" style="text-align:justify;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black">Horvátország</span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black"></span></span></span></span></p>
  </td>
  
  <td style="width:63.0pt;border:none;border-bottom:solid darkgray 1.0pt;&#xD;&#xA;  background:lightgrey;padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:7.75pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black">9,3</span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black"></span></span></span></span></p>
  </td>
  
  <td style="width:58.5pt;border:none;border-bottom:solid darkgray 1.0pt;&#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:7.75pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black">9,7</span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black"></span></span></span></span></p>
  </td>
  
  <td colspan="2" style="width:58.5pt;border-top:none;border-left:none;&#xD;&#xA;  border-bottom:solid darkgray 1.0pt;border-right:solid white 1.0pt;padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:7.75pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black">-4</span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black"></span></span></span></span></p>
  </td>
  
 </tr>
 <tr style="height:6.4pt">
  <td style="width:328.5pt;border-top:none;border-left:solid white 1.0pt;&#xD;&#xA;  border-bottom:solid darkgray 1.0pt;border-right:none;padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:6.4pt">
  <p class="MsoNormal" style="text-align:justify;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black">Irak Kurdisztáni Régiója</span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black"></span></span></span></span></p>
  </td>
  
  <td style="width:63.0pt;border:none;border-bottom:solid darkgray 1.0pt;&#xD;&#xA;  background:lightgrey;padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:6.4pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black">4,0</span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black"></span></span></span></span></p>
  </td>
  
  <td style="width:58.5pt;border:none;border-bottom:solid darkgray 1.0pt;&#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:6.4pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black">2,2</span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black"></span></span></span></span></p>
  </td>
  
  <td colspan="2" style="width:58.5pt;border-top:none;border-left:none;&#xD;&#xA;  border-bottom:solid darkgray 1.0pt;border-right:solid white 1.0pt;padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:6.4pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black">82</span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black"></span></span></span></span></p>
  </td>
  
 </tr>
 <tr style="height:10.0pt">
  <td style="width:328.5pt;border-top:none;border-left:solid white 1.0pt;&#xD;&#xA;  border-bottom:solid darkgray 1.0pt;border-right:none;padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:10.0pt">
  <p class="MsoNormal" style="text-align:justify;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black">Pakisztán</span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black"></span></span></span></span></p>
  </td>
  
  <td style="width:63.0pt;border:none;border-bottom:solid darkgray 1.0pt;&#xD;&#xA;  background:lightgrey;padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:10.0pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black">0,5</span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black"></span></span></span></span></p>
  </td>
  
  <td style="width:58.5pt;border:none;border-bottom:solid darkgray 1.0pt;&#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:10.0pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black">0,5</span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black"></span></span></span></span></p>
  </td>
  
  <td colspan="2" style="width:58.5pt;border-top:none;border-left:none;&#xD;&#xA;  border-bottom:solid darkgray 1.0pt;border-right:solid white 1.0pt;padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:10.0pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black">0</span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black"></span></span></span></span></p>
  </td>
  
 </tr>
 <tr style="height:4.15pt">
  <td style="width:328.5pt;border-top:none;border-left:solid white 1.0pt;&#xD;&#xA;  border-bottom:solid darkgray 1.0pt;border-right:none;padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:4.15pt">
  <p class="MsoNormal" style="text-align:justify;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black">Azerbajdzsán</span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black"></span></span></span></span></p>
  </td>
  
  <td style="width:63.0pt;border:none;border-bottom:solid darkgray 1.0pt;&#xD;&#xA;  background:lightgrey;padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:4.15pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black">12,7</span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black"></span></span></span></span></p>
  </td>
  
  <td style="width:58.5pt;border:none;border-bottom:solid darkgray 1.0pt;&#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:4.15pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black">13,9</span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black"></span></span></span></span></p>
  </td>
  
  <td colspan="2" style="width:58.5pt;border-top:none;border-left:none;&#xD;&#xA;  border-bottom:solid darkgray 1.0pt;border-right:solid white 1.0pt;padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:4.15pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black">-9</span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black"></span></span></span></span></p>
  </td>
  
 </tr>
 <tr style="height:6.85pt">
  <td style="width:328.5pt;border-top:none;border-left:solid white 1.0pt;&#xD;&#xA;  border-bottom:solid darkgray 1.0pt;border-right:none;padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:6.85pt">
  <p class="MsoNormal" style="text-align:justify;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black">Egyéb Nemzetközi</span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black"></span></span></span></span></p>
  </td>
  
  <td style="width:63.0pt;border:none;border-bottom:solid darkgray 1.0pt;&#xD;&#xA;  background:lightgrey;padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:6.85pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black">1,7</span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black"></span></span></span></span></p>
  </td>
  
  <td style="width:58.5pt;border:none;border-bottom:solid darkgray 1.0pt;&#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:6.85pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black">1,9</span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black"></span></span></span></span></p>
  </td>
  
  <td colspan="2" style="width:58.5pt;border-top:none;border-left:none;&#xD;&#xA;  border-bottom:solid darkgray 1.0pt;border-right:solid white 1.0pt;padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:6.85pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black">-11</span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black"></span></span></span></span></p>
  </td>
  
 </tr>
 <tr style="height:5.5pt">
  <td style="width:328.5pt;border-top:none;border-left:solid white 1.0pt;&#xD;&#xA;  border-bottom:solid darkgray 1.0pt;border-right:none;padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:5.5pt">
  <p class="MsoNormal" style="text-align:justify;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black">Földgáztermelés</span></b></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black"></span></b></span></span></span></p>
  </td>
  
  <td style="width:63.0pt;border:none;border-bottom:solid darkgray 1.0pt;&#xD;&#xA;  background:lightgrey;padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:5.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black">37,0</span></b></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black"></span></b></span></span></span></p>
  </td>
  
  <td style="width:58.5pt;border:none;border-bottom:solid darkgray 1.0pt;&#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:5.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black">37,7</span></b></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black"></span></b></span></span></span></p>
  </td>
  
  <td colspan="2" style="width:58.5pt;border-top:none;border-left:none;&#xD;&#xA;  border-bottom:solid darkgray 1.0pt;border-right:solid white 1.0pt;padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:5.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black">-2</span></b></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black"></span></b></span></span></span></p>
  </td>
  
 </tr>
 <tr style="height:9.1pt">
  <td style="width:328.5pt;border-top:none;border-left:solid white 1.0pt;&#xD;&#xA;  border-bottom:solid darkgray 1.0pt;border-right:none;padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:9.1pt">
  <p class="MsoNormal" style="text-align:justify;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black">Magyarország</span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black"></span></span></span></span></p>
  </td>
  
  <td style="width:63.0pt;border:none;border-bottom:solid darkgray 1.0pt;&#xD;&#xA;  background:lightgrey;padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:9.1pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black">21,6</span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black"></span></span></span></span></p>
  </td>
  
  <td style="width:58.5pt;border:none;border-bottom:solid darkgray 1.0pt;&#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:9.1pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black">21,3</span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black"></span></span></span></span></p>
  </td>
  
  <td colspan="2" style="width:58.5pt;border-top:none;border-left:none;&#xD;&#xA;  border-bottom:solid darkgray 1.0pt;border-right:solid white 1.0pt;padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:9.1pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black">1</span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black"></span></span></span></span></p>
  </td>
  
 </tr>
 <tr style="height:3.5pt">
  <td style="width:328.5pt;border-top:none;border-left:solid white 1.0pt;&#xD;&#xA;  border-bottom:solid darkgray 1.0pt;border-right:none;padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:3.5pt">
  <p class="MsoNormal" style="text-align:justify;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black">Horvátország</span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black"></span></span></span></span></p>
  </td>
  
  <td style="width:63.0pt;border:none;border-bottom:solid darkgray 1.0pt;&#xD;&#xA;  background:lightgrey;padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:3.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black">11,3</span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black"></span></span></span></span></p>
  </td>
  
  <td style="width:58.5pt;border:none;border-bottom:solid darkgray 1.0pt;&#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:3.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black">11,9</span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black"></span></span></span></span></p>
  </td>
  
  <td colspan="2" style="width:58.5pt;border-top:none;border-left:none;&#xD;&#xA;  border-bottom:solid darkgray 1.0pt;border-right:solid white 1.0pt;padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:3.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black">-5</span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black"></span></span></span></span></p>
  </td>
  
 </tr>
 <tr style="height:6.4pt">
  <td style="width:328.5pt;border-top:none;border-left:solid white 1.0pt;&#xD;&#xA;  border-bottom:solid darkgray 1.0pt;border-right:none;padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:6.4pt">
  <p class="MsoNormal" style="text-align:justify;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black">amiből off-shore</span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><i><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black"></span></i></span></span></span></p>
  </td>
  
  <td style="width:63.0pt;border:none;border-bottom:solid darkgray 1.0pt;&#xD;&#xA;  background:lightgrey;padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:6.4pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black">2,8</span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black"></span></span></span></span></p>
  </td>
  
  <td style="width:58.5pt;border:none;border-bottom:solid darkgray 1.0pt;&#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:6.4pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black">3,4</span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black"></span></span></span></span></p>
  </td>
  
  <td colspan="2" style="width:58.5pt;border-top:none;border-left:none;&#xD;&#xA;  border-bottom:solid darkgray 1.0pt;border-right:solid white 1.0pt;padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:6.4pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black">-18</span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black"></span></span></span></span></p>
  </td>
  
 </tr>
 <tr style="height:5.5pt">
  <td style="width:328.5pt;border-top:none;border-left:solid white 1.0pt;&#xD;&#xA;  border-bottom:solid darkgray 1.0pt;border-right:none;padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:5.5pt">
  <p class="MsoNormal" style="text-align:justify;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black">Pakisztán</span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black"></span></span></span></span></p>
  </td>
  
  <td style="width:63.0pt;border:none;border-bottom:solid darkgray 1.0pt;&#xD;&#xA;  background:lightgrey;padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:5.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black">3,9</span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black"></span></span></span></span></p>
  </td>
  
  <td style="width:58.5pt;border:none;border-bottom:solid darkgray 1.0pt;&#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:5.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black">4,5</span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black"></span></span></span></span></p>
  </td>
  
  <td colspan="2" style="width:58.5pt;border-top:none;border-left:none;&#xD;&#xA;  border-bottom:solid darkgray 1.0pt;border-right:solid white 1.0pt;padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:5.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black">-13</span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black"></span></span></span></span></p>
  </td>
  
 </tr>
 <tr style="height:5.5pt">
  <td style="width:328.5pt;border-top:none;border-left:solid white 1.0pt;&#xD;&#xA;  border-bottom:solid darkgray 1.0pt;border-right:none;padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:5.5pt">
  <p class="MsoNormal" style="text-align:justify;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black">Egyéb Nemzetközi</span></span></span></span></p>
  </td>
  
  <td style="width:63.0pt;border:none;border-bottom:solid darkgray 1.0pt;&#xD;&#xA;  background:lightgrey;padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:5.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black">0,2</span></span></span></span></p>
  </td>
  
  <td style="width:58.5pt;border:none;border-bottom:solid darkgray 1.0pt;&#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:5.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black">0,1</span></span></span></span></p>
  </td>
  
  <td colspan="2" style="width:58.5pt;border-top:none;border-left:none;&#xD;&#xA;  border-bottom:solid darkgray 1.0pt;border-right:solid white 1.0pt;padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:5.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black">100</span></span></span></span></p>
  </td>
  
 </tr>
 <tr style="height:4.15pt">
  <td style="width:328.5pt;border-top:none;border-left:solid white 1.0pt;&#xD;&#xA;  border-bottom:solid darkgray 1.0pt;border-right:none;padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:4.15pt">
  <p class="MsoNormal" style="text-align:justify;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black">Kondenzátum<sup>(5)</sup></span></b></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black"></span></b></span></span></span></p>
  </td>
  
  <td style="width:63.0pt;border:none;border-bottom:solid darkgray 1.0pt;&#xD;&#xA;  background:lightgrey;padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:4.15pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black">4,2</span></b></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black"></span></b></span></span></span></p>
  </td>
  
  <td style="width:58.5pt;border:none;border-bottom:solid darkgray 1.0pt;&#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:4.15pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black">4,5</span></b></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black"></span></b></span></span></span></p>
  </td>
  
  <td colspan="2" style="width:58.5pt;border-top:none;border-left:none;&#xD;&#xA;  border-bottom:solid darkgray 1.0pt;border-right:solid white 1.0pt;padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:4.15pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black">-7</span></b></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black"></span></b></span></span></span></p>
  </td>
  
 </tr>
 <tr style="height:6.85pt">
  <td style="width:328.5pt;border-top:none;border-left:solid white 1.0pt;&#xD;&#xA;  border-bottom:solid darkgray 1.0pt;border-right:none;padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:6.85pt">
  <p class="MsoNormal" style="text-align:justify;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black">Magyarország</span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black"></span></span></span></span></p>
  </td>
  
  <td style="width:63.0pt;border:none;border-bottom:solid darkgray 1.0pt;&#xD;&#xA;  background:lightgrey;padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:6.85pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black">2,7</span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black"></span></span></span></span></p>
  </td>
  
  <td style="width:58.5pt;border:none;border-bottom:solid darkgray 1.0pt;&#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:6.85pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black">2,7</span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black"></span></span></span></span></p>
  </td>
  
  <td colspan="2" style="width:58.5pt;border-top:none;border-left:none;&#xD;&#xA;  border-bottom:solid darkgray 1.0pt;border-right:solid white 1.0pt;padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:6.85pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black">0</span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black"></span></span></span></span></p>
  </td>
  
 </tr>
 <tr style="height:6.4pt">
  <td style="width:328.5pt;border-top:none;border-left:solid white 1.0pt;&#xD;&#xA;  border-bottom:solid darkgray 1.0pt;border-right:none;padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:6.4pt">
  <p class="MsoNormal" style="text-align:justify;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black">Horvátország</span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black"></span></span></span></span></p>
  </td>
  
  <td style="width:63.0pt;border:none;border-bottom:solid darkgray 1.0pt;&#xD;&#xA;  background:lightgrey;padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:6.4pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black">0,7</span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black"></span></span></span></span></p>
  </td>
  
  <td style="width:58.5pt;border:none;border-bottom:solid darkgray 1.0pt;&#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:6.4pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black">0,8</span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black"></span></span></span></span></p>
  </td>
  
  <td colspan="2" style="width:58.5pt;border-top:none;border-left:none;&#xD;&#xA;  border-bottom:solid darkgray 1.0pt;border-right:solid white 1.0pt;padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:6.4pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black">-13</span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black"></span></span></span></span></p>
  </td>
  
 </tr>
 <tr style="height:4.6pt">
  <td style="width:328.5pt;border-top:none;border-left:solid white 1.0pt;&#xD;&#xA;  border-bottom:solid darkgray 1.0pt;border-right:none;padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:4.6pt">
  <p class="MsoNormal" style="text-align:justify;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black">Pakisztán</span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black"></span></span></span></span></p>
  </td>
  
  <td style="width:63.0pt;border:none;border-bottom:solid darkgray 1.0pt;&#xD;&#xA;  background:lightgrey;padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:4.6pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black">0,8</span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black"></span></span></span></span></p>
  </td>
  
  <td style="width:58.5pt;border:none;border-bottom:solid darkgray 1.0pt;&#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:4.6pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black">1,0</span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black"></span></span></span></span></p>
  </td>
  
  <td colspan="2" style="width:58.5pt;border-top:none;border-left:none;&#xD;&#xA;  border-bottom:solid darkgray 1.0pt;border-right:solid white 1.0pt;padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:4.6pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black">-20</span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black"></span></span></span></span></p>
  </td>
  
 </tr>
 <tr style="height:7.75pt">
  <td style="width:328.5pt;border-top:none;border-left:solid white 1.0pt;&#xD;&#xA;  border-bottom:solid darkgray 1.0pt;border-right:none;padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:7.75pt">
  <p class="MsoNormal" style="line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><b><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;color:black">Teljeskörűen
  konszolidált vállalatok átlagos napi szénhidrogén-termelése</span></b></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black"></span></b></span></span></span></p>
  </td>
  
  <td style="width:63.0pt;border:none;border-bottom:solid darkgray 1.0pt;&#xD;&#xA;  background:lightgrey;padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:7.75pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black">81,0</span></b></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black"></span></b></span></span></span></p>
  </td>
  
  <td style="width:58.5pt;border:none;border-bottom:solid darkgray 1.0pt;&#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:7.75pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black">80,4</span></b></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black"></span></b></span></span></span></p>
  </td>
  
  <td colspan="2" style="width:58.5pt;border-top:none;border-left:none;&#xD;&#xA;  border-bottom:solid darkgray 1.0pt;border-right:solid white 1.0pt;padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:7.75pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black">1</span></b></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black"></span></b></span></span></span></p>
  </td>
  
 </tr>
 <tr style="height:6.4pt">
  <td style="width:328.5pt;border-top:none;border-left:solid white 1.0pt;&#xD;&#xA;  border-bottom:solid darkgray 1.0pt;border-right:none;padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:6.4pt">
  <p class="MsoNormal" style="text-align:justify;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black">Oroszország (Baitex)</span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black"></span></span></span></span></p>
  </td>
  
  <td style="width:63.0pt;border:none;border-bottom:solid darkgray 1.0pt;&#xD;&#xA;  background:lightgrey;padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:6.4pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black">3,5</span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black"></span></span></span></span></p>
  </td>
  
  <td style="width:58.5pt;border:none;border-bottom:solid darkgray 1.0pt;&#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:6.4pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black">3,8</span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black"></span></span></span></span></p>
  </td>
  
  <td colspan="2" style="width:58.5pt;border-top:none;border-left:none;&#xD;&#xA;  border-bottom:solid darkgray 1.0pt;border-right:solid white 1.0pt;padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:6.4pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black">-8</span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black"></span></span></span></span></p>
  </td>
  
 </tr>
 <tr style="height:6.4pt">
  <td style="width:328.5pt;border-top:none;border-left:solid white 1.0pt;&#xD;&#xA;  border-bottom:solid darkgray 1.0pt;border-right:none;padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:6.4pt">
  <p class="MsoNormal" style="text-align:justify;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black">Kazahsztán</span></span></span></span></p>
  </td>
  
  <td style="width:63.0pt;border:none;border-bottom:solid darkgray 1.0pt;&#xD;&#xA;  background:lightgrey;padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:6.4pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black">2,7</span></span></span></span></p>
  </td>
  
  <td style="width:58.5pt;border:none;border-bottom:solid darkgray 1.0pt;&#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:6.4pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black">0,0</span></span></span></span></p>
  </td>
  
  <td colspan="2" style="width:58.5pt;border-top:none;border-left:none;&#xD;&#xA;  border-bottom:solid darkgray 1.0pt;border-right:solid white 1.0pt;padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:6.4pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black">n,a,</span></span></span></span></p>
  </td>
  
 </tr>
 <tr style="height:6.4pt">
  <td style="width:328.5pt;border-top:none;border-left:solid white 1.0pt;&#xD;&#xA;  border-bottom:solid darkgray 1.0pt;border-right:none;padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:6.4pt">
  <p class="MsoNormal" style="text-align:justify;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black">Magyarország</span></span></span></span></p>
  </td>
  
  <td style="width:63.0pt;border:none;border-bottom:solid darkgray 1.0pt;&#xD;&#xA;  background:lightgrey;padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:6.4pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black">0,4</span></span></span></span></p>
  </td>
  
  <td style="width:58.5pt;border:none;border-bottom:solid darkgray 1.0pt;&#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:6.4pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black">0,0</span></span></span></span></p>
  </td>
  
  <td colspan="2" style="width:58.5pt;border-top:none;border-left:none;&#xD;&#xA;  border-bottom:solid darkgray 1.0pt;border-right:solid white 1.0pt;padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:6.4pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black">n,a,</span></span></span></span></p>
  </td>
  
 </tr>
 <tr style="height:10.0pt">
  <td style="width:328.5pt;border-top:none;border-left:solid white 1.0pt;&#xD;&#xA;  border-bottom:solid darkgray 1.0pt;border-right:none;padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:10.0pt">
  <p class="MsoNormal" style="text-align:justify;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black">Irak Kurdisztáni Régiója (Pearl Petroleum)</span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black"></span></span></span></span></p>
  </td>
  
  <td style="width:63.0pt;border:none;border-bottom:solid darkgray 1.0pt;&#xD;&#xA;  background:lightgrey;padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:10.0pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black">6,3</span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black"></span></span></span></span></p>
  </td>
  
  <td style="width:58.5pt;border:none;border-bottom:solid darkgray 1.0pt;&#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:10.0pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black">6,2</span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black"></span></span></span></span></p>
  </td>
  
  <td colspan="2" style="width:58.5pt;border-top:none;border-left:none;&#xD;&#xA;  border-bottom:solid darkgray 1.0pt;border-right:solid white 1.0pt;padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:10.0pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black">2</span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black"></span></span></span></span></p>
  </td>
  
 </tr>
 <tr style="height:4.15pt">
  <td style="width:328.5pt;border-top:none;border-left:solid white 1.0pt;&#xD;&#xA;  border-bottom:solid darkgray 1.0pt;border-right:none;padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:4.15pt">
  <p class="MsoNormal" style="text-align:justify;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black">Társult és közös vezetésű vállalatok átlagos napi
  szénhidrogén-termelése</span></b></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black"></span></b></span></span></span></p>
  </td>
  
  <td style="width:63.0pt;border:none;border-bottom:solid darkgray 1.0pt;&#xD;&#xA;  background:lightgrey;padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:4.15pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black">12,9</span></b></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black"></span></b></span></span></span></p>
  </td>
  
  <td style="width:58.5pt;border:none;border-bottom:solid darkgray 1.0pt;&#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:4.15pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black">10,0</span></b></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black"></span></b></span></span></span></p>
  </td>
  
  <td colspan="2" style="width:58.5pt;border-top:none;border-left:none;&#xD;&#xA;  border-bottom:solid darkgray 1.0pt;border-right:solid white 1.0pt;padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:4.15pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black">29</span></b></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black"></span></b></span></span></span></p>
  </td>
  
 </tr>
 <tr style="height:6.85pt">
  <td style="width:328.5pt;border-top:none;border-left:solid white 1.0pt;&#xD;&#xA;  border-bottom:solid windowtext 1.0pt;border-right:none;padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:6.85pt">
  <p class="MsoNormal" style="text-align:justify;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black">Csoportszintű átlagos napi szénhidrogén termelés</span></b></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black"></span></b></span></span></span></p>
  </td>
  
  <td style="width:63.0pt;border:none;border-bottom:solid windowtext 1.0pt;&#xD;&#xA;  background:lightgrey;padding:&#xD;&#xA;  0cm 5.4pt 0cm 5.4pt;height:6.85pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black">93,8</span></b></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black"></span></b></span></span></span></p>
  </td>
  
  <td style="width:58.5pt;border:none;border-bottom:solid windowtext 1.0pt;&#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:6.85pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black">90,4</span></b></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black"></span></b></span></span></span></p>
  </td>
  
  <td colspan="2" style="width:58.5pt;border-top:none;border-left:none;&#xD;&#xA;  border-bottom:solid windowtext 1.0pt;border-right:solid white 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;height:6.85pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black">4</span></b></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black"></span></b></span></span></span></p>
  </td>
  
 </tr>
 <tr style="height:5.5pt">
  <td style="width:328.5pt;border:none;border-left:solid white 1.0pt;&#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;height:5.5pt">
  <p class="MsoNormal" style="line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;color:black"> </span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><i><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black"></span></i></span></span></span></p>
  </td>
  
  <td style="width:63.0pt;padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:5.5pt">
  <p class="MsoNormal" style="line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><b><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;color:black"> </span></b></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><i><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black"></span></i></span></span></span></p>
  </td>
  
  <td style="width:58.5pt;padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:5.5pt">
  <p class="MsoNormal" style="line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><b><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;color:black"> </span></b></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="font-family:&quot;Calibri&quot;,sans-serif;"></span></span></span></span></p>
  </td>
  
  <td colspan="2" style="width:58.5pt;border:none;border-right:&#xD;&#xA;  solid white 1.0pt;padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:5.5pt">
  <p class="MsoNormal" style="line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;color:black"> </span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black"></span></span></span></span></p>
  </td>
  
 </tr>
 <tr style="height:4.6pt">
  <td style="width:328.5pt;border-top:solid windowtext 1.0pt;&#xD;&#xA;  border-left:solid white 1.0pt;border-bottom:solid windowtext 1.0pt;&#xD;&#xA;  border-right:none;padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:4.6pt">
  <p class="MsoNormal" style="text-align:justify;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black">Főbb külső makró tényezők</span></b></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black"></span></b></span></span></span></p>
  </td>
  
  <td style="width:63.0pt;border-top:solid windowtext 1.0pt;&#xD;&#xA;  border-left:none;border-bottom:solid windowtext 1.0pt;border-right:none;&#xD;&#xA;  &#xD;&#xA;  background:lightgrey;padding:0cm 5.4pt 0cm 5.4pt;height:4.6pt">
  <p class="MsoNormal" style="text-align:center;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black">2024. év</span></b></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black"></span></b></span></span></span></p>
  </td>
  
  <td style="width:58.5pt;border-top:solid windowtext 1.0pt;&#xD;&#xA;  border-left:none;border-bottom:solid windowtext 1.0pt;border-right:none;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;height:4.6pt">
  <p class="MsoNormal" style="text-align:center;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black">2023. év</span></b></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black"></span></b></span></span></span></p>
  </td>
  
  <td colspan="2" style="width:58.5pt;border-top:solid windowtext 1.0pt;&#xD;&#xA;  border-left:none;border-bottom:solid windowtext 1.0pt;border-right:solid white 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;height:&#xD;&#xA;  4.6pt">
  <p class="MsoNormal" style="text-align:center;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black">Vált. %</span></b></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black"></span></b></span></span></span></p>
  </td>
  
 </tr>
 <tr style="height:7.75pt">
  <td style="width:328.5pt;border-top:none;border-left:solid white 1.0pt;&#xD;&#xA;  border-bottom:solid darkgray 1.0pt;border-right:none;padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:7.75pt">
  <p class="MsoNormal" style="text-align:justify;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black">Brent (USD/bbl)</span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black"></span></span></span></span></p>
  </td>
  
  <td style="width:63.0pt;border:none;border-bottom:solid darkgray 1.0pt;&#xD;&#xA;  background:lightgrey;padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:7.75pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black">80,8</span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black"></span></span></span></span></p>
  </td>
  
  <td style="width:58.5pt;border:none;border-bottom:solid darkgray 1.0pt;&#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:7.75pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black">82,6</span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black"></span></span></span></span></p>
  </td>
  
  <td colspan="2" style="width:58.5pt;border-top:none;border-left:none;&#xD;&#xA;  border-bottom:solid darkgray 1.0pt;border-right:solid white 1.0pt;padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:7.75pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black">-2</span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black"></span></span></span></span></p>
  </td>
  
 </tr>
 <tr style="height:5.5pt">
  <td style="width:328.5pt;border-top:none;border-left:solid white 1.0pt;&#xD;&#xA;  border-bottom:solid windowtext 1.0pt;border-right:none;padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:5.5pt">
  <p class="MsoNormal" style="text-align:justify;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black">TTF havi határidős gázár(EUR/MWH)</span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black"></span></span></span></span></p>
  </td>
  
  <td style="width:63.0pt;border:none;border-bottom:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  background:lightgrey;padding:&#xD;&#xA;  0cm 5.4pt 0cm 5.4pt;height:5.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black">63,7</span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black"></span></span></span></span></p>
  </td>
  
  <td style="width:58.5pt;border:none;border-bottom:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:5.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black">75,6</span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black"></span></span></span></span></p>
  </td>
  
  <td colspan="2" style="width:58.5pt;border-top:none;border-left:none;&#xD;&#xA;  border-bottom:solid windowtext 1.0pt;border-right:solid white 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;height:5.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black">-16</span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black"></span></span></span></span></p>
  </td>
  
 </tr>
 <tr style="height:4.5pt">
  <td style="width:328.5pt;border:none;border-left:solid white 1.0pt;&#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;height:4.5pt">
  <p class="MsoNormal" style="line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;color:black"> </span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black"></span></span></span></span></p>
  </td>
  
  <td style="vertical-align:bottom;width:63.0pt;padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:4.5pt"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:&#xD;&#xA;  _Hlk1894388"></span></span></span></td>
  
  <td style="vertical-align:bottom;width:58.5pt;padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:4.5pt"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:&#xD;&#xA;  _Hlk1894388"></span></span></span></td>
  
  <td colspan="2" style="vertical-align:bottom;width:58.5pt;border:none;&#xD;&#xA;  border-right:solid white 1.0pt;&#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;height:4.5pt">
  <p class="MsoNormal" style="line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black"> </span></span></span></span></p>
  </td>
  
 </tr>
 <tr style="height:11.35pt">
  <td style="width:328.5pt;border-top:solid windowtext 1.0pt;&#xD;&#xA;  border-left:solid white 1.0pt;border-bottom:solid windowtext 1.0pt;&#xD;&#xA;  border-right:none;padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:11.35pt">
  <p class="MsoNormal" style="text-align:justify;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black">Realizált szénhidrogén árak</span></b></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black"></span></b></span></span></span></p>
  </td>
  
  <td style="width:63.0pt;border-top:solid windowtext 1.0pt;&#xD;&#xA;  border-left:none;border-bottom:solid windowtext 1.0pt;border-right:none;&#xD;&#xA;  &#xD;&#xA;  background:lightgrey;padding:0cm 5.4pt 0cm 5.4pt;height:11.35pt">
  <p class="MsoNormal" style="text-align:center;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black">2024. év</span></b></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black"></span></b></span></span></span></p>
  </td>
  
  <td style="width:58.5pt;border-top:solid windowtext 1.0pt;&#xD;&#xA;  border-left:none;border-bottom:solid windowtext 1.0pt;border-right:none;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;height:11.35pt">
  <p class="MsoNormal" style="text-align:center;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black">2023. év</span></b></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black"></span></b></span></span></span></p>
  </td>
  
  <td colspan="2" style="width:58.5pt;border-top:solid windowtext 1.0pt;&#xD;&#xA;  border-left:none;border-bottom:solid windowtext 1.0pt;border-right:solid white 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;height:&#xD;&#xA;  11.35pt">
  <p class="MsoNormal" style="text-align:center;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black">Vált. %</span></b></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black"></span></b></span></span></span></p>
  </td>
  
 </tr>
 <tr style="height:9.1pt">
  <td style="width:328.5pt;border-top:none;border-left:solid white 1.0pt;&#xD;&#xA;  border-bottom:solid darkgray 1.0pt;border-right:none;padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:9.1pt">
  <p class="MsoNormal" style="text-align:justify;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black">Átlagos realizált kőolaj és kondenzátum ár (USD/bbl)</span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black"></span></span></span></span></p>
  </td>
  
  <td style="width:63.0pt;border:none;border-bottom:solid darkgray 1.0pt;&#xD;&#xA;  background:lightgrey;padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:9.1pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black">71,6</span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black"></span></span></span></span></p>
  </td>
  
  <td style="width:58.5pt;border:none;border-bottom:solid darkgray 1.0pt;&#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:9.1pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black">76,8</span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black"></span></span></span></span></p>
  </td>
  
  <td colspan="2" style="width:58.5pt;border-top:none;border-left:none;&#xD;&#xA;  border-bottom:solid darkgray 1.0pt;border-right:solid white 1.0pt;padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:9.1pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black">-7</span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black"></span></span></span></span></p>
  </td>
  
 </tr>
 <tr style="height:7.75pt">
  <td style="width:328.5pt;border-top:none;border-left:solid white 1.0pt;&#xD;&#xA;  border-bottom:solid darkgray 1.0pt;border-right:none;padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:7.75pt">
  <p class="MsoNormal" style="text-align:justify;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black">Átlagos realizált gáz ár (USD/boe)</span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black"></span></span></span></span></p>
  </td>
  
  <td style="width:63.0pt;border:none;border-bottom:solid darkgray 1.0pt;&#xD;&#xA;  background:lightgrey;padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:7.75pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black">51,4</span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black"></span></span></span></span></p>
  </td>
  
  <td style="width:58.5pt;border:none;border-bottom:solid darkgray 1.0pt;&#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:7.75pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black">61,2</span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black"></span></span></span></span></p>
  </td>
  
  <td colspan="2" style="width:58.5pt;border-top:none;border-left:none;&#xD;&#xA;  border-bottom:solid darkgray 1.0pt;border-right:solid white 1.0pt;padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:7.75pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black">-16</span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black"></span></span></span></span></p>
  </td>
  
 </tr>
 <tr style="height:10.9pt">
  <td style="width:328.5pt;border-top:none;border-left:solid white 1.0pt;&#xD;&#xA;  border-bottom:solid windowtext 1.0pt;border-right:none;padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:10.9pt">
  <p class="MsoNormal" style="text-align:justify;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black">Átlagos realizált szénhidrogén ár (USD/boe)</span></b></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black"></span></b></span></span></span></p>
  </td>
  
  <td style="width:63.0pt;border:none;border-bottom:solid windowtext 1.0pt;&#xD;&#xA;  background:lightgrey;padding:&#xD;&#xA;  0cm 5.4pt 0cm 5.4pt;height:10.9pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black">63,2</span></b></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black"></span></b></span></span></span></p>
  </td>
  
  <td style="width:58.5pt;border:none;border-bottom:solid windowtext 1.0pt;&#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:10.9pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black">70,1</span></b></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black"></span></b></span></span></span></p>
  </td>
  
  <td colspan="2" style="width:58.5pt;border-top:none;border-left:none;&#xD;&#xA;  border-bottom:solid windowtext 1.0pt;border-right:solid white 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;height:10.9pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black">-10</span></b></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black"></span></b></span></span></span></p>
  </td>
  
 </tr>
 <tr style="height:4.5pt">
  <td style="vertical-align:bottom;width:328.5pt;border:none;&#xD;&#xA;  border-left:solid white 1.0pt;&#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;height:4.5pt">
  <p class="MsoNormal" style="line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black"> </span></span></span></span></p>
  </td>
  
  <td style="vertical-align:bottom;width:63.0pt;padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:4.5pt"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:&#xD;&#xA;  _Hlk1894388"></span></span></span></td>
  
  <td style="vertical-align:bottom;width:58.5pt;padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:4.5pt"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:&#xD;&#xA;  _Hlk1894388"></span></span></span></td>
  
  <td colspan="2" style="vertical-align:bottom;width:58.5pt;border:none;&#xD;&#xA;  border-right:solid white 1.0pt;&#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;height:4.5pt">
  <p class="MsoNormal" style="line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black"> </span></span></span></span></p>
  </td>
  
 </tr>
 <tr style="height:7.05pt;">
  <td style="width:328.5pt;border-top:solid windowtext 1.0pt;&#xD;&#xA;  border-left:none;border-bottom:solid windowtext 1.0pt;border-right:none;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;height:7.05pt">
  <p class="MsoNormal" style="text-align:justify"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><b><span style="  line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black">Fajlagos
  költség</span></b></span></span></span></p>
  </td>
  
  <td style="width:63.0pt;border-top:solid windowtext 1.0pt;&#xD;&#xA;  border-left:none;border-bottom:solid windowtext 1.0pt;border-right:none;&#xD;&#xA;  &#xD;&#xA;  background:lightgrey;padding:0cm 5.4pt 0cm 5.4pt;height:7.05pt">
  <p class="MsoNormal" style="text-align:center"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><b><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black">2024. év</span></b></span></span></span></p>
  </td>
  
  <td style="width:58.5pt;border-top:solid windowtext 1.0pt;&#xD;&#xA;  border-left:none;border-bottom:solid windowtext 1.0pt;border-right:none;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;height:7.05pt">
  <p class="MsoNormal" style="text-align:center"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><b><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black">2023. év</span></b></span></span></span></p>
  </td>
  
  <td style="width:54.0pt;border-top:solid windowtext 1.0pt;&#xD;&#xA;  border-left:none;border-bottom:solid windowtext 1.0pt;border-right:none;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;height:7.05pt">
  <p class="MsoNormal" style="text-align:center"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><b><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black">Vált. %</span></b></span></span></span></p>
  </td>
  
 </tr>
 <tr style="height:11.35pt;">
  <td style="width:328.5pt;border:none;border-bottom:solid darkgray 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:11.35pt">
  <p class="MsoNormal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><b><span style="  line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black">Teljeskörűen
  konszolidált vállalatok szénhidrogén-termelésének fajlagos költsége (USD/boe)</span></b></span></span></span></p>
  </td>
  
  <td style="width:63.0pt;border:none;border-bottom:solid darkgray 1.0pt;&#xD;&#xA;  &#xD;&#xA;  background:#E0E0E0;padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:11.35pt">
  <p class="MsoNormal" style="text-align:right"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><b><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black">6,7</span></b></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><b><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black"></span></b></span></span></span></p>
  </td>
  
  <td style="width:58.5pt;border:none;border-bottom:solid darkgray 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:11.35pt">
  <p class="MsoNormal" style="text-align:right"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><b><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black">6,6</span></b></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><b><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black"></span></b></span></span></span></p>
  </td>
  
  <td style="width:54.0pt;border:none;border-bottom:solid darkgray 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:11.35pt">
  <p class="MsoNormal" style="text-align:right"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><b><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black">2</span></b></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><b><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black"></span></b></span></span></span></p>
  </td>
  
 </tr>
 <tr style="height:8.65pt;">
  <td style="width:328.5pt;border:none;border-bottom:solid darkgray 1.0pt;&#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:8.65pt">
  <p class="MsoNormal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="  line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black">Társult
  és közös vezetésű vállaltok szénhidrogén termelésének fajlagos költsége
  (USD/boe)</span></span></span></span></p>
  </td>
  
  <td style="width:63.0pt;border:none;border-bottom:solid darkgray 1.0pt;&#xD;&#xA;  background:#E0E0E0;padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:8.65pt">
  <p class="MsoNormal" style="text-align:right"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black">3,5</span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black"></span></span></span></span></p>
  </td>
  
  <td style="width:58.5pt;border:none;border-bottom:solid darkgray 1.0pt;&#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:8.65pt">
  <p class="MsoNormal" style="text-align:right"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black">2,3</span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black"></span></span></span></span></p>
  </td>
  
  <td style="width:54.0pt;border:none;border-bottom:solid darkgray 1.0pt;&#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:8.65pt">
  <p class="MsoNormal" style="text-align:right"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black">52</span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black"></span></span></span></span></p>
  </td>
  
 </tr>
 <tr style="height:10.9pt;">
  <td style="width:328.5pt;border:none;border-bottom:solid windowtext 1.0pt;&#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:10.9pt">
  <p class="MsoNormal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="  line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black">Csoportszintű
  szénhidrogén-termelés fajlagos költsége (USD/boe)</span></span></span></span></p>
  </td>
  
  <td style="width:63.0pt;border:none;border-bottom:solid windowtext 1.0pt;&#xD;&#xA;  background:#E0E0E0;padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:10.9pt">
  <p class="MsoNormal" style="text-align:right"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black">6,2</span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black"></span></span></span></span></p>
  </td>
  
  <td style="width:58.5pt;border:none;border-bottom:solid windowtext 1.0pt;&#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:10.9pt">
  <p class="MsoNormal" style="text-align:right"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black">6,0</span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black"></span></span></span></span></p>
  </td>
  
  <td style="width:54.0pt;border:none;border-bottom:solid windowtext 1.0pt;&#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:10.9pt">
  <p class="MsoNormal" style="text-align:right"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black">3</span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black"></span></span></span></span></p>
  </td>
  
 </tr>
</tbody></table>

<p class="MsoNormal" style="page-break-after:avoid"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="font-size:7.0pt;line-height:0.9799256;;font-family:&quot;Calibri&quot;,sans-serif;"><span> </span></span></span></span></span></p>

<p class="MsoNormal" style="page-break-after:avoid"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="font-size:7.0pt;line-height:0.9799256;;font-family:&quot;Calibri&quot;,sans-serif;"><span> </span></span></span></span></span></p>

<table class="MsoNormalTable" title="49ff14f1-d42f-4789-870b-bf72946ff7b3" style="border:solid 0pt;border-collapse:collapse;border-spacing:0;"><tbody>
 <tr style="height:14.45pt">
  <td colspan="2" style="width:4.0cm;border:none;border-top:solid windowtext 1.0pt;&#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:14.45pt">
  <p class="MsoNormal" style="line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><b><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black">Beruházások</span></b></span></span></span></p>
  </td>
  
  <td style="width:2.0cm;border-top:solid windowtext 1.0pt;border-left:&#xD;&#xA;  none;border-bottom:solid black 1.0pt;border-right:none;padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:14.45pt"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"></span></span></span>
  <p class="MsoNormal" style="text-align:center;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black"></span></b></span></span></span></p>
  </td>
  
  <td style="width:2.0cm;border-top:solid windowtext 1.0pt;border-left:&#xD;&#xA;  none;border-bottom:solid black 1.0pt;border-right:none;padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:14.45pt"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"></span></span></span>
  <p class="MsoNormal" style="text-align:center;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black"></span></b></span></span></span></p>
  </td>
  
  <td style="width:2.0cm;border-top:solid windowtext 1.0pt;border-left:&#xD;&#xA;  none;border-bottom:solid black 1.0pt;border-right:none;padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:14.45pt"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"></span></span></span>
  <p class="MsoNormal" style="text-align:center;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black"></span></b></span></span></span></p>
  </td>
  
  <td style="width:2.0cm;border-top:solid windowtext 1.0pt;border-left:&#xD;&#xA;  none;border-bottom:solid black 1.0pt;border-right:none;padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:14.45pt"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"></span></span></span>
  <p class="MsoNormal" style="text-align:center;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black"></span></b></span></span></span></p>
  </td>
  
  <td colspan="2" style="width:106.35pt;border-top:solid windowtext 1.0pt;&#xD;&#xA;  border-left:none;border-bottom:solid black 1.0pt;border-right:none;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;height:14.45pt"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"></span></span></span>
  <p class="MsoNormal" style="text-align:center;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black"></span></b></span></span></span></p>
  </td>
  
  <td style="width:2.0cm;border-top:solid windowtext 1.0pt;border-left:&#xD;&#xA;  none;border-bottom:solid black 1.0pt;border-right:none;padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:14.45pt"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"></span></span></span>
  <p class="MsoNormal" style="text-align:center;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;"></span></b></span></span></span></p>
  </td>
  
 </tr>
 <tr style="height:14.45pt">
  <td style="width:55.9pt;border:none;border-top:solid windowtext 1.0pt;&#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:14.45pt">
  <p class="MsoNormal" style="line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><b><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black">2024.év</span></b></span></span></span></p>
  </td>
  
  <td rowspan="2" style="width:57.5pt;border-top:solid windowtext 1.0pt;&#xD;&#xA;  border-left:none;border-bottom:solid black 1.0pt;border-right:none;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;height:14.45pt">
  <p class="MsoNormal" style="text-align:center;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black">Magyar-ország</span></b></span></span></span></p>
  </td>
  
  <td rowspan="2" style="width:2.0cm;border:none;border-bottom:solid black 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:14.45pt">
  <p class="MsoNormal" style="text-align:center;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black">Horvát-ország</span></b></span></span></span></p>
  </td>
  
  <td rowspan="2" style="width:2.0cm;border:none;border-bottom:solid black 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:14.45pt">
  <p class="MsoNormal" style="text-align:center;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black">Kurdisztán</span></b></span></span></span></p>
  </td>
  
  <td rowspan="2" style="width:2.0cm;border:none;border-bottom:solid black 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:14.45pt">
  <p class="MsoNormal" style="text-align:center;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black">Pakisztán</span></b></span></span></span></p>
  </td>
  
  <td rowspan="2" style="width:2.0cm;border:none;border-bottom:solid black 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:14.45pt">
  <p class="MsoNormal" style="text-align:center;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black">Azerbajdzsán</span></b></span></span></span></p>
  </td>
  
  <td rowspan="2" style="width:51.2pt;border:none;border-bottom:solid black 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:14.45pt">
  <p class="MsoNormal" style="text-align:center;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black">Egyéb</span></b></span></span></span></p>
  </td>
  
  <td rowspan="2" style="width:55.15pt;border:none;border-bottom:solid black 1.0pt;&#xD;&#xA;  &#xD;&#xA;  background:lightgrey;padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:14.45pt">
  <p class="MsoNormal" style="text-align:center;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black">Összesen 2024. év</span></b></span></span></span></p>
  </td>
  
  <td rowspan="2" style="width:2.0cm;border:none;border-bottom:solid black 1.0pt;&#xD;&#xA;  &#xD;&#xA;  background:#E7E6E6;padding:0cm 5.4pt 0cm 5.4pt;height:14.45pt">
  <p class="MsoNormal" style="text-align:center;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black">Összesen 2023. év</span></b></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;"></span></b></span></span></span></p>
  </td>
  
 </tr>
 <tr style="height:11.45pt">
  <td style="width:55.9pt;border:none;border-bottom:solid windowtext 1.0pt;&#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:11.45pt">
  <p class="MsoNormal" style="line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><b><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black">(HUF, Mrd)</span></b></span></span></span></p>
  </td>
  
 </tr>
 <tr style="height:9.2pt">
  <td style="width:55.9pt;border-top:none;border-left:solid #BFBFBF 1.0pt;&#xD;&#xA;  &#xD;&#xA;  border-bottom:solid #BFBFBF 1.0pt;&#xD;&#xA;  border-right:none;&#xD;&#xA;  &#xD;&#xA;  &#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;height:9.2pt">
  <p class="MsoNormal" style="text-align:justify;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black">Kutatás</span></b></span></span></span></p>
  </td>
  
  <td style="width:57.5pt;border:none;border-bottom:solid #BFBFBF 1.0pt;&#xD;&#xA;  &#xD;&#xA;  &#xD;&#xA;  background:white;padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:9.2pt">
  <p class="MsoNormal" style="text-align:center;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black">9,2</span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black"></span></span></span></span></p>
  </td>
  
  <td style="width:2.0cm;border:none;border-bottom:solid #BFBFBF 1.0pt;&#xD;&#xA;  &#xD;&#xA;  &#xD;&#xA;  background:white;padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:9.2pt">
  <p class="MsoNormal" style="text-align:center;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black">5,2</span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black"></span></span></span></span></p>
  </td>
  
  <td style="width:2.0cm;border:none;border-bottom:solid #BFBFBF 1.0pt;&#xD;&#xA;  &#xD;&#xA;  &#xD;&#xA;  background:white;padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:9.2pt">
  <p class="MsoNormal" style="text-align:center;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black">0,0</span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black"></span></span></span></span></p>
  </td>
  
  <td style="width:2.0cm;border:none;border-bottom:solid #BFBFBF 1.0pt;&#xD;&#xA;  &#xD;&#xA;  &#xD;&#xA;  background:white;padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:9.2pt">
  <p class="MsoNormal" style="text-align:center;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black">0,7</span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black"></span></span></span></span></p>
  </td>
  
  <td style="width:2.0cm;border:none;border-bottom:solid #BFBFBF 1.0pt;&#xD;&#xA;  &#xD;&#xA;  &#xD;&#xA;  background:white;padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:9.2pt">
  <p class="MsoNormal" style="text-align:center;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black">1,9</span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black"></span></span></span></span></p>
  </td>
  
  <td style="width:51.2pt;border:none;border-bottom:solid #BFBFBF 1.0pt;&#xD;&#xA;  &#xD;&#xA;  &#xD;&#xA;  background:white;padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:9.2pt">
  <p class="MsoNormal" style="text-align:center;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black">0,0</span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black"></span></span></span></span></p>
  </td>
  
  <td style="width:55.15pt;border:none;border-bottom:solid #BFBFBF 1.0pt;&#xD;&#xA;  &#xD;&#xA;  &#xD;&#xA;  background:lightgrey;padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:9.2pt">
  <p class="MsoNormal" style="text-align:center;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black">17,0</span></b></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black"></span></b></span></span></span></p>
  </td>
  
  <td style="width:2.0cm;border:none;border-bottom:solid #BFBFBF 1.0pt;&#xD;&#xA;  &#xD;&#xA;  &#xD;&#xA;  background:#E7E6E6;padding:0cm 5.4pt 0cm 5.4pt;height:9.2pt">
  <p class="MsoNormal" style="text-align:center;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black">11,5</span></b></span></span></span></p>
  </td>
  
 </tr>
 <tr style="height:12.8pt">
  <td style="width:55.9pt;border-top:none;border-left:solid #BFBFBF 1.0pt;&#xD;&#xA;  &#xD;&#xA;  border-bottom:solid #BFBFBF 1.0pt;&#xD;&#xA;  border-right:none;&#xD;&#xA;  &#xD;&#xA;  &#xD;&#xA;  &#xD;&#xA;  &#xD;&#xA;  &#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;height:12.8pt">
  <p class="MsoNormal" style="text-align:justify;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black">Fejlesztés</span></b></span></span></span></p>
  </td>
  
  <td style="width:57.5pt;border:none;border-bottom:solid #BFBFBF 1.0pt;&#xD;&#xA;  &#xD;&#xA;  &#xD;&#xA;  &#xD;&#xA;  &#xD;&#xA;  &#xD;&#xA;  background:white;padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:12.8pt">
  <p class="MsoNormal" style="text-align:center;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black">14,2</span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black"></span></span></span></span></p>
  </td>
  
  <td style="width:2.0cm;border:none;border-bottom:solid #BFBFBF 1.0pt;&#xD;&#xA;  &#xD;&#xA;  &#xD;&#xA;  &#xD;&#xA;  &#xD;&#xA;  &#xD;&#xA;  background:white;padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:12.8pt">
  <p class="MsoNormal" style="text-align:center;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black">14,2</span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black"></span></span></span></span></p>
  </td>
  
  <td style="width:2.0cm;border:none;border-bottom:solid #BFBFBF 1.0pt;&#xD;&#xA;  &#xD;&#xA;  &#xD;&#xA;  &#xD;&#xA;  &#xD;&#xA;  &#xD;&#xA;  background:white;padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:12.8pt">
  <p class="MsoNormal" style="text-align:center;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black">0,0</span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black"></span></span></span></span></p>
  </td>
  
  <td style="width:2.0cm;border:none;border-bottom:solid #BFBFBF 1.0pt;&#xD;&#xA;  &#xD;&#xA;  &#xD;&#xA;  &#xD;&#xA;  &#xD;&#xA;  &#xD;&#xA;  background:white;padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:12.8pt">
  <p class="MsoNormal" style="text-align:center;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black">1,4</span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black"></span></span></span></span></p>
  </td>
  
  <td style="width:2.0cm;border:none;border-bottom:solid #BFBFBF 1.0pt;&#xD;&#xA;  &#xD;&#xA;  &#xD;&#xA;  &#xD;&#xA;  &#xD;&#xA;  &#xD;&#xA;  background:white;padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:12.8pt">
  <p class="MsoNormal" style="text-align:center;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black">42,0</span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black"></span></span></span></span></p>
  </td>
  
  <td style="width:51.2pt;border:none;border-bottom:solid #BFBFBF 1.0pt;&#xD;&#xA;  &#xD;&#xA;  &#xD;&#xA;  &#xD;&#xA;  &#xD;&#xA;  &#xD;&#xA;  background:white;padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:12.8pt">
  <p class="MsoNormal" style="text-align:center;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black">3,9</span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black"></span></span></span></span></p>
  </td>
  
  <td style="width:55.15pt;border:none;border-bottom:solid #BFBFBF 1.0pt;&#xD;&#xA;  &#xD;&#xA;  &#xD;&#xA;  &#xD;&#xA;  &#xD;&#xA;  &#xD;&#xA;  background:lightgrey;padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:12.8pt">
  <p class="MsoNormal" style="text-align:center;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black">75,6</span></b></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black"></span></b></span></span></span></p>
  </td>
  
  <td style="width:2.0cm;border:none;border-bottom:solid #BFBFBF 1.0pt;&#xD;&#xA;  &#xD;&#xA;  &#xD;&#xA;  &#xD;&#xA;  &#xD;&#xA;  &#xD;&#xA;  background:#E7E6E6;padding:0cm 5.4pt 0cm 5.4pt;height:12.8pt">
  <p class="MsoNormal" style="text-align:center;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black">94,8</span></b></span></span></span></p>
  </td>
  
 </tr>
 <tr style="height:8.75pt">
  <td style="width:55.9pt;border-top:none;border-left:solid #BFBFBF 1.0pt;&#xD;&#xA;  &#xD;&#xA;  border-bottom:solid #BFBFBF 1.0pt;&#xD;&#xA;  border-right:none;&#xD;&#xA;  &#xD;&#xA;  &#xD;&#xA;  &#xD;&#xA;  &#xD;&#xA;  &#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;height:8.75pt">
  <p class="MsoNormal" style="text-align:justify;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black">Egyéb</span></b></span></span></span></p>
  </td>
  
  <td style="width:57.5pt;border:none;border-bottom:solid #BFBFBF 1.0pt;&#xD;&#xA;  &#xD;&#xA;  &#xD;&#xA;  &#xD;&#xA;  &#xD;&#xA;  &#xD;&#xA;  background:white;padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:8.75pt">
  <p class="MsoNormal" style="text-align:center;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black">6,3</span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black"></span></span></span></span></p>
  </td>
  
  <td style="width:2.0cm;border:none;border-bottom:solid #BFBFBF 1.0pt;&#xD;&#xA;  &#xD;&#xA;  &#xD;&#xA;  &#xD;&#xA;  &#xD;&#xA;  &#xD;&#xA;  background:white;padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:8.75pt">
  <p class="MsoNormal" style="text-align:center;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black">11,1</span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black"></span></span></span></span></p>
  </td>
  
  <td style="width:2.0cm;border:none;border-bottom:solid #BFBFBF 1.0pt;&#xD;&#xA;  &#xD;&#xA;  &#xD;&#xA;  &#xD;&#xA;  &#xD;&#xA;  &#xD;&#xA;  background:white;padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:8.75pt">
  <p class="MsoNormal" style="text-align:center;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black">1,6</span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black"></span></span></span></span></p>
  </td>
  
  <td style="width:2.0cm;border:none;border-bottom:solid #BFBFBF 1.0pt;&#xD;&#xA;  &#xD;&#xA;  &#xD;&#xA;  &#xD;&#xA;  &#xD;&#xA;  &#xD;&#xA;  background:white;padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:8.75pt">
  <p class="MsoNormal" style="text-align:center;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black">0,3</span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black"></span></span></span></span></p>
  </td>
  
  <td style="width:2.0cm;border:none;border-bottom:solid #BFBFBF 1.0pt;&#xD;&#xA;  &#xD;&#xA;  &#xD;&#xA;  &#xD;&#xA;  &#xD;&#xA;  &#xD;&#xA;  background:white;padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:8.75pt">
  <p class="MsoNormal" style="text-align:center;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black">1,4</span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black"></span></span></span></span></p>
  </td>
  
  <td style="width:51.2pt;border:none;border-bottom:solid #BFBFBF 1.0pt;&#xD;&#xA;  &#xD;&#xA;  &#xD;&#xA;  &#xD;&#xA;  &#xD;&#xA;  &#xD;&#xA;  background:white;padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:8.75pt">
  <p class="MsoNormal" style="text-align:center;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black">0,0</span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black"></span></span></span></span></p>
  </td>
  
  <td style="width:55.15pt;border:none;border-bottom:solid #BFBFBF 1.0pt;&#xD;&#xA;  &#xD;&#xA;  &#xD;&#xA;  &#xD;&#xA;  &#xD;&#xA;  &#xD;&#xA;  background:lightgrey;padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:8.75pt">
  <p class="MsoNormal" style="text-align:center;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black">20,6</span></b></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black"></span></b></span></span></span></p>
  </td>
  
  <td style="width:2.0cm;border:none;border-bottom:solid #BFBFBF 1.0pt;&#xD;&#xA;  &#xD;&#xA;  &#xD;&#xA;  &#xD;&#xA;  &#xD;&#xA;  &#xD;&#xA;  background:#E7E6E6;padding:0cm 5.4pt 0cm 5.4pt;height:8.75pt">
  <p class="MsoNormal" style="text-align:center;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black">22,9</span></b></span></span></span></p>
  </td>
  
 </tr>
 <tr style="height:11.45pt">
  <td style="width:55.9pt;border-top:none;border-left:solid #BFBFBF 1.0pt;&#xD;&#xA;  &#xD;&#xA;  border-bottom:solid windowtext 1.0pt;border-right:none;&#xD;&#xA;  &#xD;&#xA;  &#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:11.45pt">
  <p class="MsoNormal" style="text-align:justify;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black">Akvizíció</span></b></span></span></span></p>
  </td>
  
  <td style="width:57.5pt;border:none;border-bottom:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  &#xD;&#xA;  &#xD;&#xA;  background:white;padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:11.45pt">
  <p class="MsoNormal" style="text-align:center;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black">0,0</span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black"></span></span></span></span></p>
  </td>
  
  <td style="width:2.0cm;border:none;border-bottom:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  &#xD;&#xA;  &#xD;&#xA;  background:white;padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:11.45pt">
  <p class="MsoNormal" style="text-align:center;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black">2,5</span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black"></span></span></span></span></p>
  </td>
  
  <td style="width:2.0cm;border:none;border-bottom:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  &#xD;&#xA;  &#xD;&#xA;  background:white;padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:11.45pt">
  <p class="MsoNormal" style="text-align:center;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black">0,0</span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black"></span></span></span></span></p>
  </td>
  
  <td style="width:2.0cm;border:none;border-bottom:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  &#xD;&#xA;  &#xD;&#xA;  background:white;padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:11.45pt">
  <p class="MsoNormal" style="text-align:center;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black">0,0</span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black"></span></span></span></span></p>
  </td>
  
  <td style="width:2.0cm;border:none;border-bottom:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  &#xD;&#xA;  &#xD;&#xA;  background:white;padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:11.45pt">
  <p class="MsoNormal" style="text-align:center;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black">0,0</span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black"></span></span></span></span></p>
  </td>
  
  <td style="width:51.2pt;border:none;border-bottom:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  &#xD;&#xA;  &#xD;&#xA;  background:white;padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:11.45pt">
  <p class="MsoNormal" style="text-align:center;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black">0,0</span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black"></span></span></span></span></p>
  </td>
  
  <td style="width:55.15pt;border:none;border-bottom:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  &#xD;&#xA;  &#xD;&#xA;  background:lightgrey;padding:&#xD;&#xA;  0cm 5.4pt 0cm 5.4pt;height:11.45pt">
  <p class="MsoNormal" style="text-align:center;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black">2,5</span></b></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black"></span></b></span></span></span></p>
  </td>
  
  <td style="width:2.0cm;border:none;border-bottom:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  &#xD;&#xA;  &#xD;&#xA;  background:#E7E6E6;padding:0cm 5.4pt 0cm 5.4pt;height:11.45pt">
  <p class="MsoNormal" style="text-align:center;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black">0,4</span></b></span></span></span></p>
  </td>
  
 </tr>
 <tr style="height:15.0pt">
  <td style="width:55.9pt;border:none;border-bottom:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  background:lightgrey;padding:&#xD;&#xA;  0cm 5.4pt 0cm 5.4pt;height:15.0pt">
  <p class="MsoNormal" style="line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><b><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black">Összesen</span></b></span></span></span></p>
  </td>
  
  <td style="width:57.5pt;border:none;border-bottom:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  background:lightgrey;padding:&#xD;&#xA;  0cm 5.4pt 0cm 5.4pt;height:15.0pt">
  <p class="MsoNormal" style="text-align:center;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black">29,6</span></b></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black"></span></b></span></span></span></p>
  </td>
  
  <td style="width:2.0cm;border:none;border-bottom:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  background:lightgrey;padding:&#xD;&#xA;  0cm 5.4pt 0cm 5.4pt;height:15.0pt">
  <p class="MsoNormal" style="text-align:center;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black">33,0</span></b></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black"></span></b></span></span></span></p>
  </td>
  
  <td style="width:2.0cm;border:none;border-bottom:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  background:lightgrey;padding:&#xD;&#xA;  0cm 5.4pt 0cm 5.4pt;height:15.0pt">
  <p class="MsoNormal" style="text-align:center;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black">1,5</span></b></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black"></span></b></span></span></span></p>
  </td>
  
  <td style="width:2.0cm;border:none;border-bottom:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  background:lightgrey;padding:&#xD;&#xA;  0cm 5.4pt 0cm 5.4pt;height:15.0pt">
  <p class="MsoNormal" style="text-align:center;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black">2,3</span></b></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black"></span></b></span></span></span></p>
  </td>
  
  <td style="width:2.0cm;border:none;border-bottom:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  background:lightgrey;padding:&#xD;&#xA;  0cm 5.4pt 0cm 5.4pt;height:15.0pt">
  <p class="MsoNormal" style="text-align:center;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black">45,3</span></b></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black"></span></b></span></span></span></p>
  </td>
  
  <td style="width:51.2pt;border:none;border-bottom:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  background:lightgrey;padding:&#xD;&#xA;  0cm 5.4pt 0cm 5.4pt;height:15.0pt">
  <p class="MsoNormal" style="text-align:center;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black">3,9</span></b></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black"></span></b></span></span></span></p>
  </td>
  
  <td style="width:55.15pt;border:none;border-bottom:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  background:lightgrey;padding:&#xD;&#xA;  0cm 5.4pt 0cm 5.4pt;height:15.0pt">
  <p class="MsoNormal" style="text-align:center;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black">115,8</span></b></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black"></span></b></span></span></span></p>
  </td>
  
  <td style="width:2.0cm;border:none;border-bottom:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  background:#E7E6E6;padding:0cm 5.4pt 0cm 5.4pt;height:15.0pt">
  <p class="MsoNormal" style="text-align:center;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;&#xD;&#xA;  "> </span></b></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;"></span></b></span></span></span></p>
  </td>
  
 </tr>
 <tr style="height:15.0pt">
  <td style="width:55.9pt;border:none;border-bottom:solid windowtext 1.0pt;&#xD;&#xA;  background:#E7E6E6;padding:0cm 5.4pt 0cm 5.4pt;height:15.0pt">
  <p class="MsoNormal" style="line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><b><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">2023. év</span></b></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;"></span></b></span></span></span></p>
  </td>
  
  <td style="width:57.5pt;border:none;border-bottom:solid windowtext 1.0pt;&#xD;&#xA;  background:#E7E6E6;padding:0cm 5.4pt 0cm 5.4pt;height:15.0pt">
  <p class="MsoNormal" style="text-align:center;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;&#xD;&#xA;  ">34,5</span></b></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;"></span></b></span></span></span></p>
  </td>
  
  <td style="width:2.0cm;border:none;border-bottom:solid windowtext 1.0pt;&#xD;&#xA;  background:#E7E6E6;padding:0cm 5.4pt 0cm 5.4pt;height:15.0pt">
  <p class="MsoNormal" style="text-align:center;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;&#xD;&#xA;  ">32,9</span></b></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;"></span></b></span></span></span></p>
  </td>
  
  <td style="width:2.0cm;border:none;border-bottom:solid windowtext 1.0pt;&#xD;&#xA;  background:#E7E6E6;padding:0cm 5.4pt 0cm 5.4pt;height:15.0pt">
  <p class="MsoNormal" style="text-align:center;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;&#xD;&#xA;  ">6,4</span></b></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;"></span></b></span></span></span></p>
  </td>
  
  <td style="width:2.0cm;border:none;border-bottom:solid windowtext 1.0pt;&#xD;&#xA;  background:#E7E6E6;padding:0cm 5.4pt 0cm 5.4pt;height:15.0pt">
  <p class="MsoNormal" style="text-align:center;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;&#xD;&#xA;  ">(0,5)</span></b></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;"></span></b></span></span></span></p>
  </td>
  
  <td style="width:2.0cm;border:none;border-bottom:solid windowtext 1.0pt;&#xD;&#xA;  background:#E7E6E6;padding:0cm 5.4pt 0cm 5.4pt;height:15.0pt">
  <p class="MsoNormal" style="text-align:center;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;&#xD;&#xA;  ">50,6</span></b></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;"></span></b></span></span></span></p>
  </td>
  
  <td style="width:51.2pt;border:none;border-bottom:solid windowtext 1.0pt;&#xD;&#xA;  background:#E7E6E6;padding:0cm 5.4pt 0cm 5.4pt;height:15.0pt">
  <p class="MsoNormal" style="text-align:center;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;&#xD;&#xA;  ">5,7</span></b></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;"></span></b></span></span></span></p>
  </td>
  
  <td style="width:55.15pt;border:none;border-bottom:solid windowtext 1.0pt;&#xD;&#xA;  background:#E7E6E6;padding:0cm 5.4pt 0cm 5.4pt;height:15.0pt">
  <p class="MsoNormal" style="text-align:center;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;&#xD;&#xA;  "> </span></b></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;"></span></b></span></span></span></p>
  </td>
  
  <td style="width:2.0cm;border:none;border-bottom:solid windowtext 1.0pt;&#xD;&#xA;  background:#E7E6E6;padding:0cm 5.4pt 0cm 5.4pt;height:15.0pt">
  <p class="MsoNormal" style="text-align:center;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;&#xD;&#xA;  ">129,6</span></b></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;"></span></b></span></span></span></p>
  </td>
  
 </tr>
</tbody></table>

<p class="MsoNormal" style="page-break-after:avoid"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="font-size:7.0pt;line-height:0.9799256;;font-family:&quot;Calibri&quot;,sans-serif;"><span> </span></span></span></span></span></p>

<p class="MsoNormal" style="page-break-after:avoid"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="font-size:7.0pt;line-height:0.9799256;;font-family:&quot;Calibri&quot;,sans-serif;">A megjegyzéseket
és speciális tételeket az 1. és 2. számú melléklet tartalmazza.</span></span></span></span></p>

<p class="MsoNormal" style="page-break-after:avoid"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="font-size:7.0pt;line-height:0.9799256;;font-family:&quot;Calibri&quot;,sans-serif;">A Társaság
honlapjára feltöltött éves </span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="font-size:7.0pt;line-height:0.9799256;;font-family:&quot;Calibri&quot;,sans-serif">Adattárban</span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="font-size:7.0pt;line-height:0.9799256;;font-family:&quot;Calibri&quot;,sans-serif;"> megtalálható további táblázatok: Szénhidrogén-termelés (ezer
hordó/nap), Fajlagos költség (USD/boe), Realizált szénhidrogén árak, Bruttó
szénhidrogén készletek alakulása (SPE szerint): Bizonyított készlet (1P),
Bizonyított és valószínű készlet (2P), Felmerült költségek (Millió forint),
Eredmény (Millió forint), Kutatási és termelési kutak.</span></span></span></span></p>

<p class="MsoNormal" style="margin-top:6.0pt;margin-right:0cm;margin-bottom:2.0pt;margin-left:0cm;text-align:justify;"><span style="mso-bookmark:&#xD;&#xA;_Hlk3196057"><span style="mso-bookmark:&#xD;&#xA;_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><b><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;"></span></b></span></span></span></p>

<p class="MsoNormal" style="margin-top:6.0pt;margin-right:0cm;margin-bottom:2.0pt;margin-left:0cm;text-align:justify;"><span style="mso-bookmark:&#xD;&#xA;_Hlk3196057"><span style="mso-bookmark:&#xD;&#xA;_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><b><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;"></span></b></span></span></span></p>

</div><div class="Footer Footer17"><div>

<p class="MsoFooter"></p>

</div></div></div></div><div class="PrintArea PrintArea18"><div class="Page Page18"><div class="Header Header18"><div>

<table class="MsoTableGrid" style="border-collapse:collapse;border-spacing:0;;;margin-left:-49.65pt;border:none;"><tbody>
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  <td style="vertical-align:top;width:42.55pt;background:#F2F2F2;padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:21.6pt">
  <p class="MsoNormal" style="line-height:normal"><span></span></p>
  </td>
  <td style="width:78.0pt;background:#F2F2F2;padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:21.6pt">
  <p class="MsoNormal" style="line-height:normal"><img src="data:image/png;base64,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" alt="footer image" style="position:relative; width:62.5pt;height:11.5pt;visibility:visible;"></img></p>
  </td>
  <td style="width:13.0cm;background:#F2F2F2;padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:21.6pt">
  <p class="MsoNormal" style="text-align:center;line-height:normal"><span style="color:black;">Üzleti
  jelentés 2024</span><span style="font-size:11.0pt"></span></p>
  </td>
  <td style="width:4.0cm;background:#E30018;padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:21.6pt">
  <p class="MsoNormal" style="text-align:center;line-height:normal"><span style="font-size:10.0pt;color:white;">18</span><span style="font-size:10.0pt"></span></p>
  </td>
 </tr>
</tbody></table>

<p class="MsoHeader"><b><span> </span></b></p>

</div></div><div class="WordSection18">

<p class="MsoNormal" style="margin-bottom:0;margin-left:36.0pt;text-align:justify;text-indent:-36.0pt;page-break-after:avoid;"><span style="mso-bookmark:&#xD;&#xA;_Hlk3196057"><span style="mso-bookmark:&#xD;&#xA;_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><a id="_Toc65755806"><b><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;text-transform:uppercase"><span>3.3.1<span style="font:7.0pt &quot;Times New Roman&quot;">           
</span></span></span></b><b><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;text-transform:uppercase">A 2024-es év pénzügyi </span></b></a></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><b><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;text-transform:uppercase">eredményeinek
összefoglalója</span></b></span></span></span></p>

<p class="MsoNormal" style="margin-top:6.0pt;margin-right:0cm;margin-bottom:6.0pt;margin-left:0cm;text-align:justify;page-break-after:avoid"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><a><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;">Az
Upstream speciális tételek nélküli EBITDA-ja 18%-kal növekedett 2024-ben az
előző évhez képest és elérte a 402,1 milliárd forintot, amely a bányajáradék
csökkenésének és a megnövekedett szénhidrogén termelésnek köszönhető. </span></a></span></span></span></p>

<p class="MsoNormal" style="margin-top:6.0pt;margin-right:0cm;margin-bottom:6.0pt;margin-left:0cm;text-align:justify;page-break-after:avoid"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk126669790"><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;">A
csoportszintű szénhidrogén-termelés (társult és közös vezetésű vállalatokkal
együtt) 4%-kal növekedett az előző évhez képest, ami átlagosan napi 93,8 ezer
hordó egyenértéket jelent. A magasabb termelési volument elsősorban az újonnan
fúrt magyarországi és kazahsztáni kutak biztosították, melyek 2024-ben lettek
termelésbe vonva, illetve a kurdisztáni megnövekedett belföldi kereslet. Ezen
pozitív tényezőket részben ellensúlyozta a természetes termeléscsökkenés
Horvátországban, valamint a pakisztáni termeléscsökkenés a csővezeték
üzemeltető által generált rendszerkorlátozása miatt.</span></span></span></span></span></p>

<p class="MsoNormal" style="margin-top:6.0pt;margin-right:0cm;margin-bottom:6.0pt;margin-left:0cm;text-align:justify;page-break-after:avoid"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk126669790"><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;">A
2024. évi csoportszintű közvetlen termelési egységköltség (értékcsökkenés
nélkül, de a társult és közös vezetésű vállalatokkal együtt) 3%-kal, 6,2
dollár/hordó szintre nőtt az inflációs nyomás és a megnövekedett energia árak
hatására. </span></span></span></span></span></p>

<p class="MsoNormal" style="margin-top:6.0pt;margin-right:0cm;margin-bottom:6.0pt;margin-left:0cm;text-align:justify;page-break-after:avoid"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk126669790"><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;">2024-ben
az Upstream üzletág teljes körűen konszolidált vállalatainak organikus
beruházásai 113,2 milliárd forintot értek el, amely 12%-os csökkenést jelent az
előző évhez képest. Az alacsonyabb érték főként az azerbajdzsáni ACE projekt
alacsonyabb kiadásának, a 2023-ban bevezetett exportkorlátozás következtében
Kurdisztánban felfüggesztett beruházásoknak és az alacsonyabb magyarországi
beruházásoknak köszönhető. Az organikus beruházások több mint 90%-a a
közép-kelet-európai régióba, valamint Azerbajdzsánba, többnyire mezőfejlesztési
projektekre irányult.</span></span></span></span></span></p>

<p class="MsoNormal" style="margin-top:6.0pt;margin-right:0cm;margin-bottom:6.0pt;margin-left:0cm;text-align:justify;page-break-after:avoid"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk126669790"><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;">2024-ben
az Upstream üzletág a MOL-csoport készpénztermelő képességében továbbra is
kulcsfontosságú szerepet töltött be, csoportszinten 288,9 milliárd forint (792
millió amerikai dollár) szabad cash flow-t termelve. </span></span></span></span></span></p>

<p class="MsoNormal" style="margin-top:6.0pt;margin-right:0cm;margin-bottom:6.0pt;margin-left:0cm;text-align:justify;page-break-after:avoid"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk126669790"><b><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;">Változások az Upstream szabályozói
környezetében</span></b></span></span></span></span></p>

<span style="mso-bookmark:_Hlk126669790"></span>

<p class="MsoNormal" style="margin-top:6.0pt;margin-right:0cm;margin-bottom:6.0pt;margin-left:0cm;text-align:justify;page-break-after:avoid"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;color:#C00000;">Közép-Kelet
Európa</span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;">:
2024-ben hatályba lépett a „nulla nettó kibocsátási célt” szolgáló iparról
szóló jogszabály. A jogszabály a CO2<span> 
</span>tárolási szolgáltatások Uniós piacának létrehozását célozza 2030-ra. A
jogszabály Uniós szintű célt tűz ki, és legalább évi 50 millió tonnányi CO2
tárolási kapacitást ír elő, melynek értelmében kötelezi az EU-n belül a
kutatási és termelési tevékenységet végző olaj-és gázipari vállalatokat ezen
tárolókapacitás létrehozására. A nulla nettó kibocsátási célt szolgáló iparról
szóló jogszabály egy Európai Uniós jogszabály, mely közvetlenül hatályos
Magyarországon és Horvátországban, és hatályos a MOL Csoportra is. </span></span></span></span></p>

<p class="MsoNormal" style="margin-top:6.0pt;margin-right:0cm;margin-bottom:6.0pt;margin-left:0cm;text-align:justify;page-break-after:avoid"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;">2024 augusztusában hatályba lépett a metán
kibocsátásról szóló 2024/1787 EU jogszabály. A rendelet hatálya kiterjed a
metángázok lehetséges szivárgásának nyomon követésére észlelésére és
javítására, valamint a metánkibocsátás és fáklyázás csökkentésére az EU-n
belül.</span></span></span></span></p>

<p class="MsoNormal" style="margin-top:6.0pt;margin-right:0cm;margin-bottom:6.0pt;margin-left:0cm;text-align:justify;page-break-after:avoid"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;color:#C00000;">Magyarország</span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;">: A
2023-ban bevezetett bányajáradék 2024-ben is érvényben maradt. 2023. április
1-jétől a piaci áron értékesített gáz bányajáradéka 88%-ról 42%-ra csökkent
Magyarországon, mindazonáltal a 2023. évre egy további bevétel-alapú adót
vezettek be, amely a MOL Nyrt. 2022-es bevételének 2,8%-a, ezt a 2024. évre is
kiterjesztették csökkentett, 1%-os rátával. Az energiaszolgáltatók jövedelmi
adója 31%-ról 41%-ra növekedett 2023-ban, 2024-re is hatályos formában. A 2023.
szeptember 1-től érvényes rendszer csökkentett bányajáradékot engedélyez,
amennyiben a 2022-es termelési szintet fenntartják a vállalatok. A MOL Nyrt.
élt ezzel a lehetőséggel és szerződést kötött a magyar állammal, amely alapján
szeptembertől jelentősen csökkent a befizetett bányajáradék összege. </span></span></span></span></p>

<p class="MsoNormal" style="margin-top:6.0pt;margin-right:0cm;margin-bottom:6.0pt;margin-left:0cm;text-align:justify;page-break-after:avoid"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><b><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;text-transform:uppercase">A 2024-es év működési eredményeinek összefoglalója</span></b></span></span></span></p>

<p class="MsoNormal" style="margin-top:6.0pt;margin-right:0cm;margin-bottom:2.0pt;margin-left:0cm;text-align:justify;"><span style="mso-bookmark:&#xD;&#xA;_Hlk3196057"><span style="mso-bookmark:&#xD;&#xA;_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><a><b><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;">Összesen
13 kutatófúrás történt 3 országban. A kutatófúrásokon túl a szeizmikus mérések
és ezek értelmezése is folytatódott Magyarországon, Horvátországban és
Pakisztánban. </span></b></a></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><b><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;"></span></b></span></span></span></p>

<p class="MsoNormal" style="margin-top:6.0pt;margin-right:0cm;margin-bottom:2.0pt;margin-left:0cm;text-align:justify;"><span style="mso-bookmark:&#xD;&#xA;_Hlk3196057"><span style="mso-bookmark:&#xD;&#xA;_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;color:#C00000">Magyarországon </span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;">folytatódott a Sekélygáz-kutatási program 3
kút sikeres lefúrásával és tesztelésével, ezek közül 2 kúton megkezdődött a
termelés. A 2022-es találatot követően a Vecsés-1 és Vecsés-3 kutak fúrásával
megkezdődött a lehatárolási program Vecsésen, amelyeken már megkezdődött a
termelés, míg az Uszi-1 kút száraznak bizonyult, lezárása és felhagyása
megtörtént. Befejeződött a 3D szeizmikus adatok gyűjtése Pécelen és Pölöskén.
2024 szeptemberében új kutatási koncessziós pályázat került kihirdetésre (8
területre vonatkozóan) továbbá két geotermikus licenszt nyert el a cég
(Százhalombattánál és Kálócfán).<span>    </span></span></span></span></span></p>

<p class="MsoNormal" style="margin-top:6.0pt;margin-right:0cm;margin-bottom:2.0pt;margin-left:0cm;text-align:justify;"><span style="mso-bookmark:&#xD;&#xA;_Hlk3196057"><span style="mso-bookmark:&#xD;&#xA;_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;color:#C00000">Horvátországban</span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;"> folytatódtak a fúrási munkálatok a Drava-03
blokkban. Szeptemberben lefúrásra került az Obradovic-5 kút, majd a decemberi
tesztek megerősítették a jelentős földgáz találatot. Az új 3D szeizmikus
Virovitica 3D (186 négyzetkilométer) sikeresen megszerzésre került, amely
lefedi a közeli Veliki Rastovac-1 találatot és biztosítja a portfólió javulását
a második kutatási fázisban végzett fúráshoz. 2024 márciusában a sikeres
felvásárlást követően, a MOL Upstream egy nem-operált blokkal bővítette a portfolióját
a Sava-07 kutatási területen, ahol a Vermilion az operátor. Az együttműködés
több sikeres fúrást eredményezett 2024-ben. A négy lefúrt kútból három kút
(Zbjegovača-1 East, Međurić-1 East and Gojlo-1 South) esetében volt sikeres
találat, míg a negyedik kút (Piljenice-1) esetében a tesztelés folyamatban van.
A megigényelt felhagyási kérvényt elfogadta a Kormány a Dráva-02 és részben a
Sjeverozapadna Hrvatska-01 (kivéve Severovci és Jankovac felfedezési
területeit) területen. A Leščan és a Međimurje-5 geotermikus kutatási blokkon
3D szeizmikus felvételek készültek nagyságrendileg 150 négyzetkilométeren.
Megtörtént a Leščan geotermikus kút fúrásának előkészítési munkálatai, a fúrás
megkezdése 2025 elején várható.</span></span></span></span></p>

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<p class="MsoNormal" style="margin-top:6.0pt;margin-right:0cm;margin-bottom:2.0pt;margin-left:0cm;text-align:justify;"><span style="mso-bookmark:&#xD;&#xA;_Hlk3196057"><span style="mso-bookmark:&#xD;&#xA;_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;color:#C00000">Romániában </span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;">az EX-1 blokkban a 3D szeizmikus mérés
megtörtént, míg az EX-5 blokk esetében zajlik a mérés engedélyeztetése. <i><span style="color:#C00000"></span></i></span></span></span></span></p>

<p class="MsoNormal" style="margin-top:6.0pt;margin-right:0cm;margin-bottom:2.0pt;margin-left:0cm;text-align:justify;"><span style="mso-bookmark:&#xD;&#xA;_Hlk3196057"><span style="mso-bookmark:&#xD;&#xA;_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;color:#C00000">A Közel-Kelet,
Ázsia és Afrika régióban </span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;">a kutatási
tevékenység folytatódott Pakisztánban és Egyiptomban. </span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;color:#C00000">Pakisztánban</span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;"> az operált
TAL blokkban sikeres gáztalálatot követően befejeződött a Razgir-1
kutatófúrása. A 3D szeizmikus adatok feldolgozása folyamatban van Bilitang,
Sarozai, Tolanj West és Kot South területeken. Egy évvel meghosszabbításra
került a Margala kutatási engedély, a TAL licensz meghosszabbítására irányuló
kérelmet benyújtották, míg a DG Khan licensz meghosszabbításról lemondtak. </span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;color:#C00000">Egyiptomban</span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;"> az East Bir
El Nus (WD-08 blokk) kutatási licensz keretében 200 négyzetkilométeren 3D, míg
180 négyzetkilométeren 2D szeizmikus mérés került elvégzésre, mely adatok
jelenleg feldolgozás alatt vannak. </span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;color:#C00000">Azerbajdzsánban</span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;"> az NAG
projekt keretén belül folyamatban van a West Chirag J34 fúrása, az első szakasz
befejezése 2025 márciusára, míg a teljes fúrás befejezését 2025 decemberére
tervezik.<span>  </span></span></span></span></span></p>

<p class="MsoNormal" style="margin-top:6.0pt;margin-right:0cm;margin-bottom:2.0pt;margin-left:0cm;text-align:justify;"><span style="mso-bookmark:&#xD;&#xA;_Hlk3196057"><span style="mso-bookmark:&#xD;&#xA;_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><b><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;">Mezőfejlesztés és Termelés</span></b></span></span></span></p>

<p class="MsoNormal" style="margin-top:6.0pt;margin-right:0cm;margin-bottom:2.0pt;margin-left:0cm;text-align:justify;"><span style="mso-bookmark:&#xD;&#xA;_Hlk3196057"><span style="mso-bookmark:&#xD;&#xA;_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><b><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;">2024-ben a Termelés Optimalizálás Program (PO)
folytatódott Magyarországon, Horvátországban és Oroszországban, amely 128
kútmunkálat elvégzésével összesen napi 2,7 ezer hordó egyenérték <span>többlet</span>termelést eredményezett éves
szinten. <i></i></span></b></span></span></span></p>

<p class="MsoNormal" style="margin-top:6.0pt;margin-right:0cm;margin-bottom:2.0pt;margin-left:0cm;text-align:justify;"><span style="mso-bookmark:&#xD;&#xA;_Hlk3196057"><span style="mso-bookmark:&#xD;&#xA;_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;color:#C00000;">Magyarországon</span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;">
Forráskút-13 fúrásával és bekötésével, valamint Endrőd-É-21, Vízvár-S-2 Álm-É-4
és Görgeteg-Babócsa F8 kutak bekötésével <span>folytatódott a mezőfejlesztési program. Az összes kút termelésben van.
Elfogadásra került a Bike gázbefecskendezési tervezet második fázisa
(Körösújfalu mezőnél), a részletes tervek megérkeztek. A vecsési gyűjtőállomás
projektje folyamatban van. Folytatódott a Termelés Optimalizálás Program, amely
40 kútmunkálat elvégzésével összesen napi 1,5 ezer hordó egyenérték
többlettermelést eredményezett éves szinten. Az Állam felé vállalt termelési
kötelezettségeknek eleget tett a MOL 2024-ben. A MOL adásvételi szerződést írt
alá az O&amp;GD kelet-magyarországi gázüzemére, a hozzá kapcsolódó kutakra és
bányászati területre.<span>  </span></span></span></span></span></span></p>

<p class="MsoNormal" style="margin-top:6.0pt;margin-right:0cm;margin-bottom:2.0pt;margin-left:0cm;text-align:justify;"><span style="mso-bookmark:&#xD;&#xA;_Hlk3196057"><span style="mso-bookmark:&#xD;&#xA;_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;color:#C00000">Horvátországban </span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;">a Termelés Optimalizálás Program keretén belül
összesen 64 kútmunkálatot végeztek el 2024-ben, ami napi 0,5 ezer hordó
egyenérték többlettermelést eredményezett éves szinten. Ez magába foglalja az
offshore savazási kútmunkálatokat, amelyek csupán részeredményekkel és
jelentéktelen hozzájárulással zárultak. 2024-ben kiterjedt szeizmikus kampány
került kivitelezésre 4 szárazföldi poligonon keresztül körülbelül 250
négyzetkilométeren, mely várhatóan 2025 első negyedéveben fog befejeződni. Az
INA-MOL határokon átívelő Zalata-Dravica Készletek Kidolgozási és Termelési
szerződés projektje kiírásra került az illetékes horvát minisztérium által, a
tulajdonviszonyok rendezése folyamatban van. Az EOR projekt CO<sub>2</sub>
besajtolással folytatódott az Ivanić és Žutica mezőkön. 2024-ben több
energiahatékonyságot javító projekt került megvalósításra: új gőzturbinát
telepítettek a Molve-nél, hogy csökkenjen a megvásárolt energia mennyisége és a
CO<sub>2</sub> kibocsátás (kezdés 2025 januárjában).<span>  </span></span></span></span></span></p>

<p class="MsoNormal" style="margin-top:6.0pt;margin-right:0cm;margin-bottom:2.0pt;margin-left:0cm;text-align:justify;"><span style="mso-bookmark:&#xD;&#xA;_Hlk3196057"><span style="mso-bookmark:&#xD;&#xA;_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;">A <span style="color:#C00000">FÁK
régióban, </span>a fúrási program felfüggesztésre került <span style="color:#C00000">Oroszországban</span>, azonban a mezőfejlesztési program
folytatódott 24 kútmunkálattal, amely <span>összesen
átlagosan napi 30 hordó egyenérték többlettermelést eredményezett éves szinten
az egyes kutakon. </span><span style="color:#C00000">Kazahsztánban</span> a
Rozhkovskoye mezőn négy további kút kezdte meg a termelést (U-10, U-12, U-23,
U-26) 2024-ben. <span style="color:#C00000">Azerbajdzsánban</span> összesen 19
kutat fúrtak 2024-ben, amelyekből 14 termelő, 3 vízbesajtoló, 1 gázbesajtoló és
1 mélygáz-lehatároló. Három Azeri Central East (ACE) kút került lefúrásra és
termelésbe helyezésbe, míg a negyedik kút fúrása (gázbesajtoló) jelenleg is
zajlik és várhatóan februárban fog befejeződni.</span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><i><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;"></span></i></span></span></span></p>

<p class="MsoNormal" style="margin-top:6.0pt;margin-right:0cm;margin-bottom:2.0pt;margin-left:0cm;text-align:justify;"><span style="mso-bookmark:&#xD;&#xA;_Hlk3196057"><span style="mso-bookmark:&#xD;&#xA;_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;color:#C00000">Pakisztánban</span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;"> sikerült biztosítani a mezőfejlesztési és
termelési licenszek meghosszabbítását, a Makori Deep esetében 2032-ig, míg a
Mamikhel Shout esetében 2027-ig. A Tolanj licensz meghosszabbításáról szóló
kérvény benyújtásra került a hatóságokhoz. A Razgir-1 WHSF &amp; FL (Wellhead
surface facilities and flow line) projekt folyamatban van. A Makori East
másodlagos kompressziós projekt részletes tervezése a végéhez közeledik, a
kompresszor szállítása folyamatban van. 9 termelés optimalizálási munkával napi
nettó 0,5 ezer hordó egyenérték termelés növekedést mutatott a termelési teszt
(amely<span>  </span>a körülmények hatására nem került
realizálásra). </span></span></span></span></p>

<p class="MsoNormal" style="margin-top:6.0pt;margin-right:0cm;margin-bottom:2.0pt;margin-left:0cm;text-align:justify;"><span style="mso-bookmark:&#xD;&#xA;_Hlk3196057"><span style="mso-bookmark:&#xD;&#xA;_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;color:#C00000">Irak kurdisztáni
régiójában </span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;">a
termelés/értékesítés csak a belföldi piacon zajlott az Irak-Törökország
csővezeték lezárása miatt, valamint a továbbra is hatályban lévő export
korlátozások miatt. A januári és áprilisi dróntámadás miatt időszakosan leállt
a termelés és késett a Khor Mor gázüzemének bővítési projektje. Az Enerflex EPC
szerződést felmondta az operátor, és a Pearl Petroleum vette át a közvetlen
irányítást. </span></span></span></span></p>

<p class="MsoNormal" style="margin-top:6.0pt;margin-right:0cm;margin-bottom:2.0pt;margin-left:0cm;text-align:justify;"><span style="mso-bookmark:&#xD;&#xA;_Hlk3196057"><span style="mso-bookmark:&#xD;&#xA;_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;color:#C00000">Egyiptomban </span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;">folytatódtak a mezőfejlesztési munkálatok. A
North Bahariya koncessziós területen összesen 4 kutat, a Ras Qattara koncesszió
1 mezőfejlesztési kutat fúrtak és állítottak termelésbe. A 2023-ban fúrt kút a
Ras Qattara területen tesztelése befejeződött és termelésbe állították. Ezen
kívül 9-9 kútmunkálatot végeztek a Ras Qattara és West Abu Gharadig koncesszión
a termelés fenntartása érdekében.<i></i></span></span></span></span></p>

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  <td style="width:13.0cm;background:#F2F2F2;padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:21.6pt">
  <p class="MsoNormal" style="text-align:center;line-height:normal"><span style="color:black;">Üzleti
  jelentés 2024</span><span style="font-size:11.0pt"></span></p>
  </td>
  <td style="width:4.0cm;background:#E30018;padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:21.6pt">
  <p class="MsoNormal" style="text-align:center;line-height:normal"><span style="font-size:10.0pt;color:white;">20</span><span style="font-size:10.0pt"></span></p>
  </td>
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<p class="MsoHeader"><b><span> </span></b></p>

</div></div><div class="WordSection20">

<p class="MsoNormal" style="margin-left:18.5pt;text-align:justify;text-indent:-18.5pt;page-break-after:avoid;"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><a></a><a id="_Toc129160669"></a><a id="_Toc129243820"><span style="mso-bookmark:_Hlk65083915"><b><span style="font-size:9.0pt;line-height:1.347398;;font-family:&quot;Calibri&quot;,sans-serif;"><span>3.4<span style="font:7.0pt &quot;Times New Roman&quot;">    
</span></span></span></b></span></a></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"></span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"></span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><b><span style="font-size:9.0pt;line-height:1.347398;;font-family:&quot;Calibri&quot;,sans-serif;">DOWNSTREAM</span></b></span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><b><span style="font-size:9.0pt;line-height:1.347398;;font-family:&quot;Calibri&quot;,sans-serif;"></span></b></span></span></span></span></p>

<table class="MsoNormalTable" title="f86d5226-12f9-49b3-ac85-b28a6db2e501" style="border:solid 0pt;border-collapse:collapse;border-spacing:0;"><tbody>
 <tr style="height:11.35pt">
  <td style="width:304.8pt;border-top:solid windowtext 1.0pt;&#xD;&#xA;  border-left:none;border-bottom:solid windowtext 1.0pt;border-right:none;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;height:11.35pt">
  <p class="MsoNormal" style="line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><b><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">Szegmens IFRS eredmények (Mrd Ft-ban)</span></b></span></span></span></span></p>
  </td>
  
  <td style="width:56.85pt;border-top:solid windowtext 1.0pt;&#xD;&#xA;  border-left:none;border-bottom:solid windowtext 1.0pt;border-right:none;&#xD;&#xA;  &#xD;&#xA;  background:lightgrey;padding:0cm 3.5pt 0cm 3.5pt;height:11.35pt">
  <p class="MsoNormal" style="text-align:center;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;">2024. év</span></b></span></span></span></span></p>
  </td>
  
  <td style="width:42.35pt;border-top:solid windowtext 1.0pt;&#xD;&#xA;  border-left:none;border-bottom:solid windowtext 1.0pt;border-right:none;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;height:11.35pt">
  <p class="MsoNormal" style="text-align:center;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;">2023. év</span></b></span></span></span></span></p>
  </td>
  
  <td style="width:64.8pt;border-top:solid windowtext 1.0pt;&#xD;&#xA;  border-left:none;border-bottom:solid windowtext 1.0pt;border-right:none;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;height:11.35pt">
  <p class="MsoNormal" style="text-align:center;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;">Vált. %</span></b></span></span></span></span></p>
  </td>
  
 </tr>
 <tr style="height:11.35pt">
  <td style="width:304.8pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:11.35pt">
  <p class="MsoNormal" style="line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">EBITDA</span></span></span></span></span></p>
  </td>
  
  <td style="width:56.85pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  background:lightgrey;padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:11.35pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">427,4</span></span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></span></span></span></p>
  </td>
  
  <td style="width:42.35pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:11.35pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">490,2</span></span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></span></span></span></p>
  </td>
  
  <td style="width:64.8pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:11.35pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">-13</span></span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></span></span></span></p>
  </td>
  
 </tr>
 <tr style="height:11.35pt">
  <td style="width:304.8pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:11.35pt">
  <p class="MsoNormal" style="line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><b><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">EBITDA speciális tételek nélkül</span></b></span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><b><sup><span style="font-family:&quot;Calibri&quot;,sans-serif;    color:black;  ">(1)</span></sup></b></span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></b></span></span></span></span></p>
  </td>
  
  <td style="width:56.85pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  background:lightgrey;padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:11.35pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">427,4</span></b></span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></b></span></span></span></span></p>
  </td>
  
  <td style="width:42.35pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:11.35pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">490,2</span></b></span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></b></span></span></span></span></p>
  </td>
  
  <td style="width:64.8pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:11.35pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">-13</span></b></span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></b></span></span></span></span></p>
  </td>
  
 </tr>
 <tr style="height:11.35pt">
  <td style="width:304.8pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:11.35pt">
  <p class="MsoNormal" style="line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><b><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">Újrabeszerzési árakkal becsült „tiszta”
  EBITDA</span></b></span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><b><sup><span style="font-family:&quot;Calibri&quot;,sans-serif;    color:black;  ">(1) (2)</span></sup></b></span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></b></span></span></span></span></p>
  </td>
  
  <td style="width:56.85pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  background:lightgrey;padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:11.35pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">463,4</span></b></span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></b></span></span></span></span></p>
  </td>
  
  <td style="width:42.35pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:11.35pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">472,4</span></b></span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></b></span></span></span></span></p>
  </td>
  
  <td style="width:64.8pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:11.35pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">-2</span></b></span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></b></span></span></span></span></p>
  </td>
  
 </tr>
 <tr style="height:11.35pt">
  <td style="width:304.8pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:11.35pt">
  <p class="MsoNormal" style="text-indent:8.0pt;&#xD;&#xA;  line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">ebből Petrolkémia</span></span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><sup><span style="font-family:&quot;Calibri&quot;,sans-serif;    color:black;  ">(1) (2)</span></sup></span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></span></span></span></p>
  </td>
  
  <td style="width:56.85pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  background:lightgrey;padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:11.35pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">-32,9</span></span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></span></span></span></p>
  </td>
  
  <td style="width:42.35pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:11.35pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">-55,2</span></span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></span></span></span></p>
  </td>
  
  <td style="width:64.8pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:11.35pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">-40</span></span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></span></span></span></p>
  </td>
  
 </tr>
 <tr style="height:11.35pt">
  <td style="width:304.8pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:11.35pt">
  <p class="MsoNormal" style="line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">Üzleti eredmény</span></span></span></span></span></p>
  </td>
  
  <td style="width:56.85pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  background:lightgrey;padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:11.35pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">247,0</span></b></span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></span></span></span></p>
  </td>
  
  <td style="width:42.35pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:11.35pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">329,1</span></b></span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></span></span></span></p>
  </td>
  
  <td style="width:64.8pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:11.35pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">-25</span></b></span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></span></span></span></p>
  </td>
  
 </tr>
 <tr style="height:11.35pt">
  <td style="width:304.8pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:11.35pt">
  <p class="MsoNormal" style="line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><b><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">Üzleti eredmény speciális tételek nélkül</span></b></span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><b><sup><span style="font-family:&quot;Calibri&quot;,sans-serif;    color:black;  ">(1)</span></sup></b></span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></b></span></span></span></span></p>
  </td>
  
  <td style="width:56.85pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  background:lightgrey;padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:11.35pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">247,0</span></b></span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></b></span></span></span></span></p>
  </td>
  
  <td style="width:42.35pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:11.35pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">329,1</span></b></span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></b></span></span></span></span></p>
  </td>
  
  <td style="width:64.8pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:11.35pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">-25</span></b></span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></b></span></span></span></span></p>
  </td>
  
 </tr>
 <tr style="height:11.35pt">
  <td style="width:304.8pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:11.35pt">
  <p class="MsoNormal" style="line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><b><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">Újrabeszerzési árakkal becsült „tiszta”
  üzleti eredmény</span></b></span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><b><sup><span style="font-family:&quot;Calibri&quot;,sans-serif;    color:black;  ">(1) (2)</span></sup></b></span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></b></span></span></span></span></p>
  </td>
  
  <td style="width:56.85pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  background:lightgrey;padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:11.35pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">283,1</span></b></span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></b></span></span></span></span></p>
  </td>
  
  <td style="width:42.35pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:11.35pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">311,3</span></b></span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></b></span></span></span></span></p>
  </td>
  
  <td style="width:64.8pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:11.35pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">-9</span></b></span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></b></span></span></span></span></p>
  </td>
  
 </tr>
 <tr style="height:11.35pt">
  <td style="width:304.8pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:11.35pt">
  <p class="MsoNormal" style="line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><b><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">Beruházások és befektetések (organikus)</span></b></span></span></span></span></p>
  </td>
  
  <td style="width:56.85pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  background:lightgrey;padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:11.35pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">316,0</span></b></span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></b></span></span></span></span></p>
  </td>
  
  <td style="width:42.35pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:11.35pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">218,3</span></b></span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></b></span></span></span></span></p>
  </td>
  
  <td style="width:64.8pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:11.35pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">45</span></b></span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></b></span></span></span></span></p>
  </td>
  
 </tr>
 <tr style="height:11.35pt">
  <td style="width:304.8pt;border:none;border-bottom:solid windowtext 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:11.35pt">
  <p class="MsoNormal" style="margin-left:17.6pt;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;">ebből transzformációs<b></b></span></span></span></span></span></p>
  </td>
  
  <td style="width:56.85pt;border:none;border-bottom:solid windowtext 1.0pt;&#xD;&#xA;  background:lightgrey;padding:&#xD;&#xA;  0cm 3.5pt 0cm 3.5pt;height:11.35pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  &#xD;&#xA;  color:black;&#xD;&#xA;  ">56,5</span></span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></b></span></span></span></span></p>
  </td>
  
  <td style="width:42.35pt;border:none;border-bottom:solid windowtext 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:11.35pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  &#xD;&#xA;  color:black;&#xD;&#xA;  ">68,7</span></span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></b></span></span></span></span></p>
  </td>
  
  <td style="width:64.8pt;border:none;border-bottom:solid windowtext 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:11.35pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  &#xD;&#xA;  color:black;&#xD;&#xA;  ">-18</span></span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></b></span></span></span></span></p>
  </td>
  
 </tr>
 <tr style="height:11.35pt">
  <td style="width:304.8pt;border:none;border-bottom:solid windowtext 1.0pt;&#xD;&#xA;  background:white;padding:0cm 3.5pt 0cm 3.5pt;height:11.35pt">
  <p class="MsoNormal" style="line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><b><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;"> </span></b></span></span></span></span></p>
  </td>
  
  <td style="width:56.85pt;border:none;border-bottom:solid windowtext 1.0pt;&#xD;&#xA;  background:white;padding:0cm 3.5pt 0cm 3.5pt;height:11.35pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  &#xD;&#xA;  color:black;&#xD;&#xA;  "> </span></b></span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></b></span></span></span></span></p>
  </td>
  
  <td style="width:42.35pt;border:none;border-bottom:solid windowtext 1.0pt;&#xD;&#xA;  background:white;padding:0cm 3.5pt 0cm 3.5pt;height:11.35pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  &#xD;&#xA;  color:black;&#xD;&#xA;  "> </span></b></span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></b></span></span></span></span></p>
  </td>
  
  <td style="width:64.8pt;border:none;border-bottom:solid windowtext 1.0pt;&#xD;&#xA;  background:white;padding:0cm 3.5pt 0cm 3.5pt;height:11.35pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  &#xD;&#xA;  color:black;&#xD;&#xA;  "> </span></b></span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></b></span></span></span></span></p>
  </td>
  
 </tr>
 <tr style="height:11.35pt">
  <td style="width:304.8pt;padding:0cm 3.5pt 0cm 3.5pt;height:11.35pt">
  <p class="MsoNormal" style="line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><b><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">MOL-csoport az INA nélkül</span></b></span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></span></span></span></p>
  </td>
  
  <td style="width:56.85pt;padding:0cm 3.5pt 0cm 3.5pt;height:11.35pt">
  <p class="MsoNormal" style="text-align:center;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;">2024. év</span></b></span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></span></span></span></p>
  </td>
  
  <td style="width:42.35pt;padding:0cm 3.5pt 0cm 3.5pt;height:11.35pt">
  <p class="MsoNormal" style="text-align:center;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;">2023. év</span></b></span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></span></span></span></p>
  </td>
  
  <td style="width:64.8pt;padding:0cm 3.5pt 0cm 3.5pt;height:11.35pt">
  <p class="MsoNormal" style="text-align:center;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;">Vált. %</span></b></span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></span></span></span></p>
  </td>
  
 </tr>
 <tr style="height:11.35pt">
  <td style="width:304.8pt;border-top:solid windowtext 1.0pt;&#xD;&#xA;  border-left:none;border-bottom:solid #A6A6A6 1.0pt;border-right:none;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;height:11.35pt">
  <p class="MsoNormal" style="line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">EBITDA speciális tételek nélkül</span></span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><sup><span style="font-family:&quot;Calibri&quot;,sans-serif;    color:black;  ">(1)</span></sup></span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></b></span></span></span></span></p>
  </td>
  
  <td style="width:56.85pt;border-top:solid windowtext 1.0pt;&#xD;&#xA;  border-left:none;border-bottom:solid #A6A6A6 1.0pt;border-right:none;&#xD;&#xA;  &#xD;&#xA;  background:lightgrey;padding:0cm 3.5pt 0cm 3.5pt;height:11.35pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">440,6</span></span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></b></span></span></span></span></p>
  </td>
  
  <td style="width:42.35pt;border-top:solid windowtext 1.0pt;&#xD;&#xA;  border-left:none;border-bottom:solid #A6A6A6 1.0pt;border-right:none;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;height:11.35pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">493,5</span></span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></b></span></span></span></span></p>
  </td>
  
  <td style="width:64.8pt;border-top:solid windowtext 1.0pt;&#xD;&#xA;  border-left:none;border-bottom:solid #A6A6A6 1.0pt;border-right:none;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;height:11.35pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">-11</span></span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></b></span></span></span></span></p>
  </td>
  
 </tr>
 <tr style="height:11.35pt">
  <td style="width:304.8pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:11.35pt">
  <p class="MsoNormal" style="line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><b><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">Újrabeszerzési árakkal becsült „tiszta”
  EBITDA</span></b></span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><b><sup><span style="font-family:&quot;Calibri&quot;,sans-serif;    color:black;  ">(1) (2) (15)</span></sup></b></span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></b></span></span></span></span></p>
  </td>
  
  <td style="width:56.85pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  background:lightgrey;padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:11.35pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">451,5</span></b></span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></b></span></span></span></span></p>
  </td>
  
  <td style="width:42.35pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:11.35pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">477,3</span></b></span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><span style="font-size:10.0pt;font-family:&quot;Calibri&quot;,sans-serif;"></span></span></span></span></span></p>
  </td>
  
  <td style="width:64.8pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:11.35pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">-5</span></b></span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><span style="font-size:10.0pt;font-family:&quot;Calibri&quot;,sans-serif;"></span></span></span></span></span></p>
  </td>
  
 </tr>
 <tr style="height:11.35pt">
  <td style="width:304.8pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:11.35pt">
  <p class="MsoNormal" style="line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">Ebből Petrolkémia üzleti újrabeszerzési
  árakkal becsült „tiszta” EBITDA-ja</span></span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><sup><span style="font-family:&quot;Calibri&quot;,sans-serif;    color:black;  ">(1) (2)</span></sup></span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  &#xD;&#xA;  color:black;&#xD;&#xA;  "></span></span></span></span></span></p>
  </td>
  
  <td style="width:56.85pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  background:lightgrey;padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:11.35pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">-32,9</span></span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></span></span></span></p>
  </td>
  
  <td style="width:42.35pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:11.35pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">-55,2</span></span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></span></span></span></p>
  </td>
  
  <td style="width:64.8pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:11.35pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">-40</span></span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></span></span></span></p>
  </td>
  
 </tr>
 <tr style="height:11.35pt">
  <td style="width:304.8pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:11.35pt">
  <p class="MsoNormal" style="line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">Üzleti eredmény speciális tételek nélkül</span></span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><sup><span style="font-family:&quot;Calibri&quot;,sans-serif;    color:black;  ">(1)</span></sup></span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></b></span></span></span></span></p>
  </td>
  
  <td style="width:56.85pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  background:lightgrey;padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:11.35pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">287,8</span></span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></b></span></span></span></span></p>
  </td>
  
  <td style="width:42.35pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:11.35pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">356,3</span></span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></b></span></span></span></span></p>
  </td>
  
  <td style="width:64.8pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:11.35pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">-19</span></span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></b></span></span></span></span></p>
  </td>
  
 </tr>
 <tr style="height:11.35pt">
  <td style="width:304.8pt;border:none;border-bottom:solid windowtext 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:11.35pt">
  <p class="MsoNormal" style="line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><b><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">Újrabeszerzési árakkal becsült „tiszta”
  üzleti eredménye</span></b></span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><b><sup><span style="font-family:&quot;Calibri&quot;,sans-serif;    color:black;  ">(1) (2)</span></sup></b></span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></span></span></span></p>
  </td>
  
  <td style="width:56.85pt;border:none;border-bottom:solid windowtext 1.0pt;&#xD;&#xA;  background:lightgrey;padding:&#xD;&#xA;  0cm 3.5pt 0cm 3.5pt;height:11.35pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">298,7</span></b></span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></span></span></span></p>
  </td>
  
  <td style="width:42.35pt;border:none;border-bottom:solid windowtext 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:11.35pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">340,1</span></b></span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></span></span></span></p>
  </td>
  
  <td style="width:64.8pt;border:none;border-bottom:solid windowtext 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:11.35pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">-12</span></b></span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></span></span></span></p>
  </td>
  
 </tr>
 <tr style="height:11.35pt">
  <td style="width:304.8pt;border:none;border-bottom:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:11.35pt">
  <p class="MsoNormal" style="line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><b><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;"> </span></b></span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></span></span></span></p>
  </td>
  
  <td style="width:56.85pt;border:none;border-bottom:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:11.35pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  &#xD;&#xA;  color:black;&#xD;&#xA;  "> </span></b></span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></span></span></span></p>
  </td>
  
  <td style="width:42.35pt;border:none;border-bottom:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:11.35pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  &#xD;&#xA;  color:black;&#xD;&#xA;  "> </span></b></span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></span></span></span></p>
  </td>
  
  <td style="width:64.8pt;border:none;border-bottom:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:11.35pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  &#xD;&#xA;  color:black;&#xD;&#xA;  "> </span></b></span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></span></span></span></p>
  </td>
  
 </tr>
 <tr style="height:11.35pt">
  <td style="width:304.8pt;padding:0cm 3.5pt 0cm 3.5pt;height:11.35pt">
  <p class="MsoNormal" style="line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><b><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">INA-csoport</span></b></span></span></span></span></p>
  </td>
  
  <td style="width:56.85pt;padding:0cm 3.5pt 0cm 3.5pt;height:11.35pt">
  <p class="MsoNormal" style="text-align:center;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;">2024. év</span></b></span></span></span></span></p>
  </td>
  
  <td style="width:42.35pt;padding:0cm 3.5pt 0cm 3.5pt;height:11.35pt">
  <p class="MsoNormal" style="text-align:center;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;">2023. év</span></b></span></span></span></span></p>
  </td>
  
  <td style="width:64.8pt;padding:0cm 3.5pt 0cm 3.5pt;height:11.35pt">
  <p class="MsoNormal" style="text-align:center;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;">Vált. %</span></b></span></span></span></span></p>
  </td>
  
 </tr>
 <tr style="height:11.35pt">
  <td style="width:304.8pt;border-top:solid windowtext 1.0pt;&#xD;&#xA;  border-left:none;border-bottom:solid #A6A6A6 1.0pt;border-right:none;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;height:11.35pt">
  <p class="MsoNormal" style="line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">EBITDA speciális tételek nélkül</span></span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><sup><span style="font-family:&quot;Calibri&quot;,sans-serif;    color:black;  ">(1)</span></sup></span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></b></span></span></span></span></p>
  </td>
  
  <td style="width:56.85pt;border-top:solid windowtext 1.0pt;&#xD;&#xA;  border-left:none;border-bottom:solid #A6A6A6 1.0pt;border-right:none;&#xD;&#xA;  &#xD;&#xA;  background:lightgrey;padding:0cm 3.5pt 0cm 3.5pt;height:11.35pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">-13,3</span></span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></b></span></span></span></span></p>
  </td>
  
  <td style="width:42.35pt;border-top:solid windowtext 1.0pt;&#xD;&#xA;  border-left:none;border-bottom:solid #A6A6A6 1.0pt;border-right:none;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;height:11.35pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">-3,2</span></span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></b></span></span></span></span></p>
  </td>
  
  <td style="width:64.8pt;border-top:solid windowtext 1.0pt;&#xD;&#xA;  border-left:none;border-bottom:solid #A6A6A6 1.0pt;border-right:none;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;height:11.35pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">316</span></span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></b></span></span></span></span></p>
  </td>
  
 </tr>
 <tr style="height:11.35pt">
  <td style="width:304.8pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:11.35pt">
  <p class="MsoNormal" style="line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><b><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">Újrabeszerzési árakkal becsült „tiszta”
  EBITDA</span></b></span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><b><sup><span style="font-family:&quot;Calibri&quot;,sans-serif;    color:black;  ">(1) (2) (15)</span></sup></b></span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></b></span></span></span></span></p>
  </td>
  
  <td style="width:56.85pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  background:lightgrey;padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:11.35pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">2,2</span></span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></b></span></span></span></span></p>
  </td>
  
  <td style="width:42.35pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:11.35pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">-4,9</span></span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><span style="font-size:10.0pt;font-family:&quot;Calibri&quot;,sans-serif;"></span></span></span></span></span></p>
  </td>
  
  <td style="width:64.8pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:11.35pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">n.a.</span></span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><span style="font-size:10.0pt;font-family:&quot;Calibri&quot;,sans-serif;"></span></span></span></span></span></p>
  </td>
  
 </tr>
 <tr style="height:11.35pt">
  <td style="width:304.8pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:11.35pt">
  <p class="MsoNormal" style="line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">Üzleti eredmény speciális tételek nélkül</span></span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><sup><span style="font-family:&quot;Calibri&quot;,sans-serif;    color:black;  ">(1)</span></sup></span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></span></span></span></p>
  </td>
  
  <td style="width:56.85pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  background:lightgrey;padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:11.35pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">-40,7</span></span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></span></span></span></p>
  </td>
  
  <td style="width:42.35pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:11.35pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">-27,1</span></span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></span></span></span></p>
  </td>
  
  <td style="width:64.8pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:11.35pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">50</span></span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></span></span></span></p>
  </td>
  
 </tr>
 <tr style="height:11.35pt">
  <td style="width:304.8pt;border:none;border-bottom:solid windowtext 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:11.35pt">
  <p class="MsoNormal" style="line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><b><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">Újrabeszerzési árakkal becsült „tiszta”
  üzleti eredménye</span></b></span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><b><sup><span style="font-family:&quot;Calibri&quot;,sans-serif;    color:black;  ">(1) (2)</span></sup></b></span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></b></span></span></span></span></p>
  </td>
  
  <td style="width:56.85pt;border:none;border-bottom:solid windowtext 1.0pt;&#xD;&#xA;  background:lightgrey;padding:&#xD;&#xA;  0cm 3.5pt 0cm 3.5pt;height:11.35pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">-25,3</span></b></span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></b></span></span></span></span></p>
  </td>
  
  <td style="width:42.35pt;border:none;border-bottom:solid windowtext 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:11.35pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">-28,8</span></b></span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></b></span></span></span></span></p>
  </td>
  
  <td style="width:64.8pt;border:none;border-bottom:solid windowtext 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:11.35pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">-12</span></b></span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></b></span></span></span></span></p>
  </td>
  
 </tr>
 <tr style="height:11.35pt">
  <td style="vertical-align:bottom;width:304.8pt;padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:11.35pt"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"></span></span></span></span></td>
  
  <td style="width:56.85pt;padding:0cm 3.5pt 0cm 3.5pt;height:11.35pt"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"></span></span></span></span></td>
  
  <td style="width:42.35pt;padding:0cm 3.5pt 0cm 3.5pt;height:11.35pt"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"></span></span></span></span></td>
  
  <td style="width:64.8pt;padding:0cm 3.5pt 0cm 3.5pt;height:11.35pt"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"></span></span></span></span></td>
  
 </tr>
 <tr style="height:11.35pt">
  <td style="width:304.8pt;border-top:solid windowtext 1.0pt;&#xD;&#xA;  border-left:none;border-bottom:solid windowtext 1.0pt;border-right:none;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;height:11.35pt">
  <p class="MsoNormal" style="line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><b><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">Finomítói árrések</span></b></span></span></span></span></p>
  </td>
  
  <td style="width:56.85pt;border-top:solid windowtext 1.0pt;&#xD;&#xA;  border-left:none;border-bottom:solid windowtext 1.0pt;border-right:none;&#xD;&#xA;  &#xD;&#xA;  background:lightgrey;padding:0cm 3.5pt 0cm 3.5pt;height:11.35pt">
  <p class="MsoNormal" style="text-align:center;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;">2024. év</span></b></span></span></span></span></p>
  </td>
  
  <td style="width:42.35pt;border-top:solid windowtext 1.0pt;&#xD;&#xA;  border-left:none;border-bottom:solid windowtext 1.0pt;border-right:none;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;height:11.35pt">
  <p class="MsoNormal" style="text-align:center;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;">2023. év</span></b></span></span></span></span></p>
  </td>
  
  <td style="width:64.8pt;border-top:solid windowtext 1.0pt;&#xD;&#xA;  border-left:none;border-bottom:solid windowtext 1.0pt;border-right:none;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;height:11.35pt">
  <p class="MsoNormal" style="text-align:center;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;">Vált. %</span></b></span></span></span></span></p>
  </td>
  
 </tr>
 <tr style="height:11.35pt">
  <td style="width:304.8pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:11.35pt">
  <p class="MsoNormal" style="line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><b><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">Csoportszintű finomítói árrés (USD/bbl)</span></b></span></span></span></span></p>
  </td>
  
  <td style="width:56.85pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  background:lightgrey;padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:11.35pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">6,1</span></span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"></span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><span style="font-size:10.0pt;font-family:&quot;Calibri&quot;,sans-serif;"></span></span></span></span></span></p>
  </td>
  
  <td style="width:42.35pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:11.35pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">9,0</span></span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><span style="font-size:10.0pt;font-family:&quot;Calibri&quot;,sans-serif;"></span></span></span></span></span></p>
  </td>
  
  <td style="width:64.8pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:11.35pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">-32</span></span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><span style="font-size:10.0pt;font-family:&quot;Calibri&quot;,sans-serif;"></span></span></span></span></span></p>
  </td>
  
 </tr>
 <tr style="height:11.35pt">
  <td style="width:304.8pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:11.35pt">
  <p class="MsoNormal" style="line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">Komplex finomítói árrés (MOL+Slovnaft)
  (USD/bbl)<b></b></span></span></span></span></span></p>
  </td>
  
  <td style="width:56.85pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  background:lightgrey;padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:11.35pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">6,4</span></span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></b></span></span></span></span></p>
  </td>
  
  <td style="width:42.35pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:11.35pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">9,4</span></span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></b></span></span></span></span></p>
  </td>
  
  <td style="width:64.8pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:11.35pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">-32</span></span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></b></span></span></span></span></p>
  </td>
  
 </tr>
 <tr style="height:11.35pt">
  <td style="width:304.8pt;border:none;border-bottom:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:11.35pt">
  <p class="MsoNormal" style="line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">Csoportszintű változó petrolkémiai árrés
  (EUR/t)</span></span></span></span></span></p>
  </td>
  
  <td style="width:56.85pt;border:none;border-bottom:solid windowtext 1.0pt;&#xD;&#xA;  background:lightgrey;padding:&#xD;&#xA;  0cm 3.5pt 0cm 3.5pt;height:11.35pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">206</span></span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></span></span></span></p>
  </td>
  
  <td style="width:42.35pt;border:none;border-bottom:solid windowtext 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:11.35pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">144</span></span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></span></span></span></p>
  </td>
  
  <td style="width:64.8pt;border:none;border-bottom:solid windowtext 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:11.35pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">44</span></span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></b></span></span></span></span></p>
  </td>
  
 </tr>
 <tr style="height:11.35pt">
  <td style="vertical-align:bottom;width:304.8pt;padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:11.35pt"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"></span></span></span></span></td>
  
  <td style="width:56.85pt;padding:0cm 3.5pt 0cm 3.5pt;height:11.35pt"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"></span></span></span></span></td>
  
  <td style="width:42.35pt;padding:0cm 3.5pt 0cm 3.5pt;height:11.35pt"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"></span></span></span></span></td>
  
  <td style="width:64.8pt;padding:0cm 3.5pt 0cm 3.5pt;height:11.35pt"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"></span></span></span></span></td>
  
 </tr>
 <tr style="height:11.35pt">
  <td style="width:304.8pt;border-top:solid windowtext 1.0pt;&#xD;&#xA;  border-left:none;border-bottom:solid windowtext 1.0pt;border-right:none;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;height:11.35pt">
  <p class="MsoNormal" style="line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><b><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">Külső kőolaj- és petrolkémiai termék-
  értékesítés országonként (kt)</span></b></span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></span></span></span></p>
  </td>
  
  <td style="width:56.85pt;border-top:solid windowtext 1.0pt;&#xD;&#xA;  border-left:none;border-bottom:solid windowtext 1.0pt;border-right:none;&#xD;&#xA;  &#xD;&#xA;  background:lightgrey;padding:0cm 3.5pt 0cm 3.5pt;height:11.35pt">
  <p class="MsoNormal" style="text-align:center;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;">2024. év</span></b></span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></span></span></span></p>
  </td>
  
  <td style="width:42.35pt;border-top:solid windowtext 1.0pt;&#xD;&#xA;  border-left:none;border-bottom:solid windowtext 1.0pt;border-right:none;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;height:11.35pt">
  <p class="MsoNormal" style="text-align:center;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;">2023. év</span></b></span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></span></span></span></p>
  </td>
  
  <td style="width:64.8pt;border-top:solid windowtext 1.0pt;&#xD;&#xA;  border-left:none;border-bottom:solid windowtext 1.0pt;border-right:none;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;height:11.35pt">
  <p class="MsoNormal" style="text-align:center;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;">Vált. %</span></b></span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></span></span></span></p>
  </td>
  
 </tr>
 <tr style="height:11.35pt">
  <td style="width:304.8pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:11.35pt">
  <p class="MsoNormal" style="line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">Magyarország</span></span></span></span></span></p>
  </td>
  
  <td style="width:56.85pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  background:lightgrey;padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:11.35pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">4.811</span></span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"></span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><span style="font-size:10.0pt;font-family:&quot;Calibri&quot;,sans-serif;"></span></span></span></span></span></p>
  </td>
  
  <td style="width:42.35pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:11.35pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">4.975</span></span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><span style="font-size:10.0pt;font-family:&quot;Calibri&quot;,sans-serif;"></span></span></span></span></span></p>
  </td>
  
  <td style="width:64.8pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:11.35pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">-3</span></span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><span style="font-size:10.0pt;font-family:&quot;Calibri&quot;,sans-serif;"></span></span></span></span></span></p>
  </td>
  
 </tr>
 <tr style="height:11.35pt">
  <td style="width:304.8pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:11.35pt">
  <p class="MsoNormal" style="line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">Szlovákia<b></b></span></span></span></span></span></p>
  </td>
  
  <td style="width:56.85pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  background:lightgrey;padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:11.35pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">1.939</span></span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></b></span></span></span></span></p>
  </td>
  
  <td style="width:42.35pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:11.35pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">2.149</span></span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></b></span></span></span></span></p>
  </td>
  
  <td style="width:64.8pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:11.35pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">-10</span></span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></b></span></span></span></span></p>
  </td>
  
 </tr>
 <tr style="height:11.35pt">
  <td style="width:304.8pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:11.35pt">
  <p class="MsoNormal" style="text-align:justify;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;">Horvátország</span></span></span></span></span></p>
  </td>
  
  <td style="width:56.85pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  background:lightgrey;padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:11.35pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">2.558</span></span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></span></span></span></p>
  </td>
  
  <td style="width:42.35pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:11.35pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">2.454</span></span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></span></span></span></p>
  </td>
  
  <td style="width:64.8pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:11.35pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">4</span></span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></span></span></span></p>
  </td>
  
 </tr>
 <tr style="height:11.35pt">
  <td style="width:304.8pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:11.35pt">
  <p class="MsoNormal" style="text-align:justify;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;">Olaszország</span></span></span></span></span></p>
  </td>
  
  <td style="width:56.85pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  background:lightgrey;padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:11.35pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">1.510</span></span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></span></span></span></p>
  </td>
  
  <td style="width:42.35pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:11.35pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">1.384</span></span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></span></span></span></p>
  </td>
  
  <td style="width:64.8pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:11.35pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">9</span></span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></span></span></span></p>
  </td>
  
 </tr>
 <tr style="height:11.35pt">
  <td style="width:304.8pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:11.35pt">
  <p class="MsoNormal" style="text-align:justify;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;">Egyéb piacok</span></span></span></span></span></p>
  </td>
  
  <td style="width:56.85pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  background:lightgrey;padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:11.35pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">8.888</span></span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></span></span></span></p>
  </td>
  
  <td style="width:42.35pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:11.35pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">7.996</span></span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></span></span></span></p>
  </td>
  
  <td style="width:64.8pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:11.35pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">11</span></span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></span></span></span></p>
  </td>
  
 </tr>
 <tr style="height:11.35pt">
  <td style="width:304.8pt;border:none;border-bottom:solid windowtext 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:11.35pt">
  <p class="MsoNormal" style="text-align:justify;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;">Összesen</span></b></span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></span></span></span></p>
  </td>
  
  <td style="width:56.85pt;border:none;border-bottom:solid windowtext 1.0pt;&#xD;&#xA;  background:lightgrey;padding:&#xD;&#xA;  0cm 3.5pt 0cm 3.5pt;height:11.35pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">19.705</span></b></span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></span></span></span></p>
  </td>
  
  <td style="width:42.35pt;border:none;border-bottom:solid windowtext 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:11.35pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">18.959</span></b></span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></span></span></span></p>
  </td>
  
  <td style="width:64.8pt;border:none;border-bottom:solid windowtext 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:11.35pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">4</span></b></span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></span></span></span></p>
  </td>
  
 </tr>
 <tr style="height:11.35pt">
  <td style="vertical-align:bottom;width:304.8pt;padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:11.35pt">
  <p class="MsoNormal" style="line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;"></span></span></span></span></span></p>
  <span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"></span></span></span></span></td>
  
  <td style="width:56.85pt;padding:0cm 3.5pt 0cm 3.5pt;height:11.35pt"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"></span></span></span></span></td>
  
  <td style="width:42.35pt;padding:0cm 3.5pt 0cm 3.5pt;height:11.35pt"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"></span></span></span></span></td>
  
  <td style="width:64.8pt;padding:0cm 3.5pt 0cm 3.5pt;height:11.35pt"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"></span></span></span></span></td>
  
 </tr>
 <tr style="height:11.35pt">
  <td style="width:304.8pt;border-top:solid windowtext 1.0pt;&#xD;&#xA;  border-left:none;border-bottom:solid windowtext 1.0pt;border-right:none;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;height:11.35pt">
  <p class="MsoNormal" style="text-align:justify;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;">Külső kőolaj- és petrolkémiai termék-értékesítés termékenként (kt)</span></b></span></span></span></span></p>
  </td>
  
  <td style="width:56.85pt;border-top:solid windowtext 1.0pt;&#xD;&#xA;  border-left:none;border-bottom:solid windowtext 1.0pt;border-right:none;&#xD;&#xA;  &#xD;&#xA;  background:lightgrey;padding:0cm 3.5pt 0cm 3.5pt;height:11.35pt">
  <p class="MsoNormal" style="text-align:center;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;">2024. év</span></b></span></span></span></span></p>
  </td>
  
  <td style="width:42.35pt;border-top:solid windowtext 1.0pt;&#xD;&#xA;  border-left:none;border-bottom:solid windowtext 1.0pt;border-right:none;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;height:11.35pt">
  <p class="MsoNormal" style="text-align:center;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;">2023. év</span></b></span></span></span></span></p>
  </td>
  
  <td style="width:64.8pt;border-top:solid windowtext 1.0pt;&#xD;&#xA;  border-left:none;border-bottom:solid windowtext 1.0pt;border-right:none;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;height:11.35pt">
  <p class="MsoNormal" style="text-align:center;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;">Vált. %</span></b></span></span></span></span></p>
  </td>
  
 </tr>
 <tr style="height:11.35pt">
  <td style="width:304.8pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:11.35pt">
  <p class="MsoNormal" style="line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><b><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">Kőolajtermékek</span></b></span></span></span></span></p>
  </td>
  
  <td style="width:56.85pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  background:lightgrey;padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:11.35pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">18.602</span></b></span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"></span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><span style="font-size:10.0pt;font-family:&quot;Calibri&quot;,sans-serif;"></span></span></span></span></span></p>
  </td>
  
  <td style="width:42.35pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:11.35pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">17.759</span></b></span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><span style="font-size:10.0pt;font-family:&quot;Calibri&quot;,sans-serif;"></span></span></span></span></span></p>
  </td>
  
  <td style="width:64.8pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:11.35pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">5</span></b></span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><span style="font-size:10.0pt;font-family:&quot;Calibri&quot;,sans-serif;"></span></span></span></span></span></p>
  </td>
  
 </tr>
 <tr style="height:11.35pt">
  <td style="width:304.8pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:11.35pt">
  <p class="MsoNormal" style="line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">Motorbenzin<b></b></span></span></span></span></span></p>
  </td>
  
  <td style="width:56.85pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  background:lightgrey;padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:11.35pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">3.802</span></span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></b></span></span></span></span></p>
  </td>
  
  <td style="width:42.35pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:11.35pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">3.495</span></span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></b></span></span></span></span></p>
  </td>
  
  <td style="width:64.8pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:11.35pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">9</span></span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></b></span></span></span></span></p>
  </td>
  
 </tr>
 <tr style="height:11.35pt">
  <td style="width:304.8pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:11.35pt">
  <p class="MsoNormal" style="line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">Gázolaj<b></b></span></span></span></span></span></p>
  </td>
  
  <td style="width:56.85pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  background:lightgrey;padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:11.35pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">11.181</span></span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></b></span></span></span></span></p>
  </td>
  
  <td style="width:42.35pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:11.35pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">10.677</span></span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></b></span></span></span></span></p>
  </td>
  
  <td style="width:64.8pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:11.35pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">5</span></span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></b></span></span></span></span></p>
  </td>
  
 </tr>
 <tr style="height:11.35pt">
  <td style="width:304.8pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:11.35pt">
  <p class="MsoNormal" style="line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">Fűtőolaj</span></span></span></span></span></p>
  </td>
  
  <td style="width:56.85pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  background:lightgrey;padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:11.35pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">237</span></span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></span></span></span></p>
  </td>
  
  <td style="width:42.35pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:11.35pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">289</span></span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></span></span></span></p>
  </td>
  
  <td style="width:64.8pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:11.35pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">-18</span></span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></span></span></span></p>
  </td>
  
 </tr>
 <tr style="height:11.35pt">
  <td style="width:304.8pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:11.35pt">
  <p class="MsoNormal" style="line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">Bitumen</span></span></span></span></span></p>
  </td>
  
  <td style="width:56.85pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  background:lightgrey;padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:11.35pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">569</span></span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></span></span></span></p>
  </td>
  
  <td style="width:42.35pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:11.35pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">566</span></span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></span></span></span></p>
  </td>
  
  <td style="width:64.8pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:11.35pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">1</span></span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></span></span></span></p>
  </td>
  
 </tr>
 <tr style="height:11.35pt">
  <td style="width:304.8pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:11.35pt">
  <p class="MsoNormal" style="line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><b><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">Petrolkémiai termékértékesítés</span></b></span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></span></span></span></p>
  </td>
  
  <td style="width:56.85pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  background:lightgrey;padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:11.35pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">1.102</span></b></span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></span></span></span></p>
  </td>
  
  <td style="width:42.35pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:11.35pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">1.200</span></b></span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></span></span></span></p>
  </td>
  
  <td style="width:64.8pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:11.35pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">-8</span></b></span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></span></span></span></p>
  </td>
  
 </tr>
 <tr style="height:11.35pt">
  <td style="width:304.8pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:11.35pt">
  <p class="MsoNormal" style="line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">Olefin termékek</span></span></span></span></span></p>
  </td>
  
  <td style="width:56.85pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  background:lightgrey;padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:11.35pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">178</span></span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></span></span></span></p>
  </td>
  
  <td style="width:42.35pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:11.35pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">157</span></span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></span></span></span></p>
  </td>
  
  <td style="width:64.8pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:11.35pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">13</span></span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></span></span></span></p>
  </td>
  
 </tr>
 <tr style="height:11.35pt">
  <td style="width:304.8pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:11.35pt">
  <p class="MsoNormal" style="text-align:justify;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;">Polimer termékek<b></b></span></span></span></span></span></p>
  </td>
  
  <td style="width:56.85pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  background:lightgrey;padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:11.35pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">848</span></span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></b></span></span></span></span></p>
  </td>
  
  <td style="width:42.35pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:11.35pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">978</span></span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></b></span></span></span></span></p>
  </td>
  
  <td style="width:64.8pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:11.35pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">-13</span></span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></b></span></span></span></span></p>
  </td>
  
 </tr>
 <tr style="height:11.35pt">
  <td style="width:304.8pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:11.35pt">
  <p class="MsoNormal" style="text-align:justify;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;">Butadién termékek</span></span></span></span></span></p>
  </td>
  
  <td style="width:56.85pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  background:lightgrey;padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:11.35pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">76</span></span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></span></span></span></p>
  </td>
  
  <td style="width:42.35pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:11.35pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">65</span></span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></span></span></span></p>
  </td>
  
  <td style="width:64.8pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:11.35pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">17</span></span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></span></span></span></p>
  </td>
  
 </tr>
 <tr style="height:11.35pt">
  <td style="width:304.8pt;border:none;border-bottom:solid windowtext 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:11.35pt">
  <p class="MsoNormal" style="text-align:justify;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;">Teljes kőolaj- és petrolkémiai termék értékesítés</span></b></span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></span></span></span></p>
  </td>
  
  <td style="width:56.85pt;border:none;border-bottom:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  background:lightgrey;padding:&#xD;&#xA;  0cm 3.5pt 0cm 3.5pt;height:11.35pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">19.705</span></b></span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></span></span></span></p>
  </td>
  
  <td style="width:42.35pt;border:none;border-bottom:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:11.35pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">18.959</span></b></span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></span></span></span></p>
  </td>
  
  <td style="width:64.8pt;border:none;border-bottom:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:11.35pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">4</span></b></span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></span></span></span></p>
  </td>
  
 </tr>
</tbody></table>

<p class="MsoNormal" style="text-align:justify;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><span style="font-size:7.0pt;font-family:&quot;Calibri&quot;,sans-serif;"><span> </span></span></span></span></span></span></p>

<span style="font-size:7.0pt;line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;">
</span>

<p class="MsoNormal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><span style="font-size:7.0pt;line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;"></span></span></span></span></span></p>

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<table class="MsoTableGrid" style="border-collapse:collapse;border-spacing:0;;;margin-left:-49.65pt;border:none;"><tbody>
 <tr style="&#xD;&#xA;  height:21.6pt">
  <td style="vertical-align:top;width:42.55pt;background:#F2F2F2;padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:21.6pt">
  <p class="MsoNormal" style="line-height:normal"><span></span></p>
  </td>
  <td style="width:78.0pt;background:#F2F2F2;padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:21.6pt">
  <p class="MsoNormal" style="line-height:normal"><img src="data:image/png;base64,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" alt="footer image" style="position:relative; width:62.5pt;height:11.5pt;visibility:visible;"></img></p>
  </td>
  <td style="width:13.0cm;background:#F2F2F2;padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:21.6pt">
  <p class="MsoNormal" style="text-align:center;line-height:normal"><span style="color:black;">Üzleti
  jelentés 2024</span><span style="font-size:11.0pt"></span></p>
  </td>
  <td style="width:4.0cm;background:#E30018;padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:21.6pt">
  <p class="MsoNormal" style="text-align:center;line-height:normal"><span style="font-size:10.0pt;color:white;">21</span><span style="font-size:10.0pt"></span></p>
  </td>
 </tr>
</tbody></table>

<p class="MsoHeader"><b><span> </span></b></p>

</div></div><div class="WordSection21">

<table class="MsoNormalTable" title="155e38f8-0cdc-417a-a321-cd106fe75783" style="border:solid 0pt;border-collapse:collapse;border-spacing:0;;"><tbody>
 <tr style="height:14.5pt">
  <td style="width:99.25pt;border-top:solid windowtext 1.0pt;&#xD;&#xA;  border-left:none;border-bottom:solid windowtext 1.0pt;border-right:none;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;height:14.5pt">
  <p class="MsoNormal" style="line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><b><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">Beruházások és befektetések (Mrd Ft)</span></b></span></span></span></span></p>
  </td>
  
  <td style="width:48.0pt;border-top:solid windowtext 1.0pt;&#xD;&#xA;  border-left:none;border-bottom:solid windowtext 1.0pt;border-right:none;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;height:14.5pt">
  <p class="MsoNormal" style="text-align:center;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;">2024. év</span></b></span></span></span></span></p>
  </td>
  
  <td style="width:48.0pt;border-top:solid windowtext 1.0pt;&#xD;&#xA;  border-left:none;border-bottom:solid windowtext 1.0pt;border-right:none;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;height:14.5pt">
  <p class="MsoNormal" style="text-align:center;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;">2023. év</span></b></span></span></span></span></p>
  </td>
  
  <td style="width:38.65pt;border-top:solid windowtext 1.0pt;&#xD;&#xA;  border-left:none;border-bottom:solid windowtext 1.0pt;border-right:none;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;height:14.5pt">
  <p class="MsoNormal" style="text-align:center;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;">Vált. év/év %</span></b></span></span></span></span></p>
  </td>
  
  <td style="width:227.5pt;border-top:solid windowtext 1.0pt;&#xD;&#xA;  border-left:none;border-bottom:solid windowtext 1.0pt;border-right:none;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;height:14.5pt">
  <p class="MsoNormal" style="line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><b><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">Fő projektek 2024. évben</span></b></span></span></span></span></p>
  </td>
  
 </tr>
 <tr style="height:34.5pt">
  <td style="width:99.25pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:34.5pt">
  <p class="MsoNormal" style="line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">Feldolgozás és Kereskedelem beruházások
  és befektetések</span></span></span></span></span></p>
  </td>
  
  <td style="width:48.0pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:34.5pt">
  <p class="MsoNormal" style="margin-left:-55.2pt;text-align:right;&#xD;&#xA;  text-indent:55.2pt;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><span style="font-family:&quot;Calibri&quot;,sans-serif;">196.5</span></span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></span></span></span></p>
  </td>
  
  <td style="width:48.0pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:34.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  ">130.3</span></span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></span></span></span></p>
  </td>
  
  <td style="width:38.65pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:34.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  ">51</span></span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></span></span></span></p>
  </td>
  
  <td style="width:227.5pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:34.5pt">
  <p class="MsoNormal" style="line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  ">INA: Rijeka Finomító fejlesztési
  projekt,<span style=" display: inline-block">   </span>Metatézis Projekt (Olefin
  Konverziós Üzem); SN: Időszakos karbantartás </span></span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></span></span></span></p>
  </td>
  
 </tr>
 <tr style="height:23.0pt">
  <td style="width:99.25pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:23.0pt">
  <p class="MsoNormal" style="line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">Vegyipar beruházások és befektetések</span></span></span></span></span></p>
  </td>
  
  <td style="width:48.0pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:23.0pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  ">119.6</span></span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></span></span></span></p>
  </td>
  
  <td style="width:48.0pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:23.0pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  ">85.0</span></span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></span></span></span></p>
  </td>
  
  <td style="width:38.65pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:23.0pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  ">41</span></span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></span></span></span></p>
  </td>
  
  <td style="width:227.5pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:23.0pt">
  <p class="MsoNormal" style="line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  ">MPC: Metatézis Projekt (Olefin Konverzációs Üzem), Poliol
  Projekt; SPC: PP3 üzem kapacitás bővítés </span></span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></span></span></span></p>
  </td>
  
 </tr>
 <tr style="height:14.5pt">
  <td style="width:99.25pt;padding:0cm 3.5pt 0cm 3.5pt;height:14.5pt">
  <p class="MsoNormal" style="line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">Energia és egyéb</span></span></span></span></span></p>
  </td>
  
  <td style="width:48.0pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  ">0.0</span></span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></span></span></span></p>
  </td>
  
  <td style="width:48.0pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  ">3.1</span></span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></span></span></span></p>
  </td>
  
  <td style="width:38.65pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  &#xD;&#xA;  color:black;&#xD;&#xA;  ">n.a.</span></span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></span></span></span></p>
  </td>
  
  <td style="width:227.5pt;padding:0cm 3.5pt 0cm 3.5pt;height:14.5pt"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"></span></span></span></span>
  <p class="MsoNormal" style="text-align:justify;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></span></span></span></p>
  </td>
  
 </tr>
 <tr style="height:14.5pt">
  <td style="width:99.25pt;border-top:solid windowtext 1.0pt;&#xD;&#xA;  border-left:none;border-bottom:solid windowtext 1.0pt;border-right:none;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;height:14.5pt">
  <p class="MsoNormal" style="line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><b><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">Összesen </span></b></span></span></span></span></p>
  </td>
  
  <td style="width:48.0pt;border:none;border-bottom:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  ">316.0</span></b></span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></b></span></span></span></span></p>
  </td>
  
  <td style="width:48.0pt;border:none;border-bottom:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  ">218.3</span></b></span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></b></span></span></span></span></p>
  </td>
  
  <td style="width:38.65pt;border:none;border-bottom:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  ">45</span></b></span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></b></span></span></span></span></p>
  </td>
  
  <td style="width:227.5pt;border-top:solid windowtext 1.0pt;&#xD;&#xA;  border-left:none;border-bottom:solid windowtext 1.0pt;border-right:none;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;height:14.5pt">
  <p class="MsoNormal" style="line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"> </span></b></span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></b></span></span></span></span></p>
  </td>
  
 </tr>
 <tr style="height:7.05pt">
  <td style="width:99.25pt;border:none;border-bottom:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:7.05pt"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:&#xD;&#xA;  _Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"></span></span></span></span>
  <p class="MsoNormal" style="line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><b><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;"></span></b></span></span></span></span></p>
  </td>
  
  <td style="width:48.0pt;border:none;border-bottom:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:7.05pt"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:&#xD;&#xA;  _Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"></span></span></span></span>
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></b></span></span></span></span></p>
  </td>
  
  <td style="width:48.0pt;border:none;border-bottom:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:7.05pt"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:&#xD;&#xA;  _Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"></span></span></span></span>
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></b></span></span></span></span></p>
  </td>
  
  <td style="width:38.65pt;border:none;border-bottom:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:7.05pt"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:&#xD;&#xA;  _Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"></span></span></span></span>
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></b></span></span></span></span></p>
  </td>
  
  <td style="width:227.5pt;border:none;border-bottom:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:7.05pt"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:&#xD;&#xA;  _Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"></span></span></span></span>
  <p class="MsoNormal" style="line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><b><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;"></span></b></span></span></span></span></p>
  </td>
  
 </tr>
</tbody></table>

<p class="MsoNormal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><span> </span></span></span></span></span></p>

<table class="MsoNormalTable" title="c04068ae-7b16-4964-9aac-dcf66fea5f19" style="border:solid 0pt;border-collapse:collapse;border-spacing:0;;"><tbody>
 <tr style="height:1.0pt">
  <td style="width:189.4pt;border:none;border-top:solid windowtext 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:1.0pt">
  <p class="MsoNormal" style="text-align:center;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;">A régiós motor üzemanyag kereslet változása</span></b></span></span></span></span></p>
  </td>
  
  <td colspan="3" style="width:130.75pt;border:none;border-top:solid windowtext 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:1.0pt">
  <p class="MsoNormal" style="text-align:center;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;">Teljes piac</span></b></span></span></span></span></p>
  </td>
  
  <td colspan="3" style="width:141.25pt;border:none;border-top:solid windowtext 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:1.0pt">
  <p class="MsoNormal" style="margin-left:52.95pt;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;">MOL-csoport értékesítés</span></b></span></span></span></span></p>
  </td>
  
 </tr>
 <tr style="height:1.0pt">
  <td style="width:189.4pt;border:none;border-bottom:solid windowtext 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:1.0pt">
  <p class="MsoNormal" style="text-align:center;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;">2024. év / 2023. év (%)</span></b></span></span></span></span></p>
  </td>
  
  <td style="width:34.15pt;border:none;border-bottom:solid windowtext 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:1.0pt">
  <p class="MsoNormal" style="text-align:center;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;">Benzin</span></b></span></span></span></span></p>
  </td>
  
  <td style="width:32.3pt;border:none;border-bottom:solid windowtext 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:1.0pt">
  <p class="MsoNormal" style="text-align:center;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;">Dízel</span></b></span></span></span></span></p>
  </td>
  
  <td style="width:64.3pt;border:none;border-bottom:solid windowtext 1.0pt;&#xD;&#xA;  background:lightgrey;padding:&#xD;&#xA;  0cm 3.5pt 0cm 3.5pt;height:1.0pt">
  <p class="MsoNormal" style="text-align:center;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;">Motor <br></br>
  üzemanyagok</span></b></span></span></span></span></p>
  </td>
  
  <td style="width:41.5pt;border:none;border-bottom:solid windowtext 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:1.0pt">
  <p class="MsoNormal" style="text-align:center;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;">Benzin</span></b></span></span></span></span></p>
  </td>
  
  <td style="width:35.45pt;border:none;border-bottom:solid windowtext 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:1.0pt">
  <p class="MsoNormal" style="text-align:center;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;">Dízel</span></b></span></span></span></span></p>
  </td>
  
  <td style="width:64.3pt;border:none;border-bottom:solid windowtext 1.0pt;&#xD;&#xA;  background:lightgrey;padding:&#xD;&#xA;  0cm 3.5pt 0cm 3.5pt;height:1.0pt">
  <p class="MsoNormal" style="text-align:center;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;">Motor <br></br>
  üzemanyagok</span></b></span></span></span></span></p>
  </td>
  
 </tr>
 <tr style="height:1.0pt">
  <td style="width:189.4pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:1.0pt">
  <p class="MsoNormal" style="line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">Magyarország</span></span></span></span></span></p>
  </td>
  
  <td style="width:34.15pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:1.0pt">
  <p class="MsoNormal" style="text-align:center;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">1</span></span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></span></span></span></p>
  </td>
  
  <td style="width:32.3pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:1.0pt">
  <p class="MsoNormal" style="text-align:center;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">- 2</span></span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></span></span></span></p>
  </td>
  
  <td style="width:64.3pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  &#xD;&#xA;  background:lightgrey;padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:1.0pt">
  <p class="MsoNormal" style="text-align:center;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">- 1</span></span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></span></span></span></p>
  </td>
  
  <td style="width:41.5pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:1.0pt">
  <p class="MsoNormal" style="text-align:center;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">- 2</span></span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></span></span></span></p>
  </td>
  
  <td style="width:35.45pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:1.0pt">
  <p class="MsoNormal" style="text-align:center;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">- 7</span></span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></span></span></span></p>
  </td>
  
  <td style="width:64.3pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  &#xD;&#xA;  background:lightgrey;padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:1.0pt">
  <p class="MsoNormal" style="text-align:center;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">- 6</span></span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></span></span></span></p>
  </td>
  
 </tr>
 <tr style="height:1.0pt">
  <td style="width:189.4pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:1.0pt">
  <p class="MsoNormal" style="line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">Szlovákia</span></span></span></span></span></p>
  </td>
  
  <td style="width:34.15pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:1.0pt">
  <p class="MsoNormal" style="text-align:center;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">5</span></span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></span></span></span></p>
  </td>
  
  <td style="width:32.3pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:1.0pt">
  <p class="MsoNormal" style="text-align:center;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">2</span></span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></span></span></span></p>
  </td>
  
  <td style="width:64.3pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  background:lightgrey;padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:1.0pt">
  <p class="MsoNormal" style="text-align:center;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">3</span></span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></span></span></span></p>
  </td>
  
  <td style="width:41.5pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:1.0pt">
  <p class="MsoNormal" style="text-align:center;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">- 1</span></span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></span></span></span></p>
  </td>
  
  <td style="width:35.45pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:1.0pt">
  <p class="MsoNormal" style="text-align:center;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">- 5</span></span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></span></span></span></p>
  </td>
  
  <td style="width:64.3pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  background:lightgrey;padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:1.0pt">
  <p class="MsoNormal" style="text-align:center;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">- 4</span></span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></span></span></span></p>
  </td>
  
 </tr>
 <tr style="height:1.0pt">
  <td style="width:189.4pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:1.0pt">
  <p class="MsoNormal" style="line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">Horvátország</span></span></span></span></span></p>
  </td>
  
  <td style="width:34.15pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:1.0pt">
  <p class="MsoNormal" style="text-align:center;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">5</span></span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></span></span></span></p>
  </td>
  
  <td style="width:32.3pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:1.0pt">
  <p class="MsoNormal" style="text-align:center;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">1</span></span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></span></span></span></p>
  </td>
  
  <td style="width:64.3pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  background:lightgrey;padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:1.0pt">
  <p class="MsoNormal" style="text-align:center;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">2</span></span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></span></span></span></p>
  </td>
  
  <td style="width:41.5pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:1.0pt">
  <p class="MsoNormal" style="text-align:center;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">8</span></span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></span></span></span></p>
  </td>
  
  <td style="width:35.45pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:1.0pt">
  <p class="MsoNormal" style="text-align:center;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">4</span></span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></span></span></span></p>
  </td>
  
  <td style="width:64.3pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  background:lightgrey;padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:1.0pt">
  <p class="MsoNormal" style="text-align:center;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">5</span></span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></span></span></span></p>
  </td>
  
 </tr>
 <tr style="height:1.0pt">
  <td style="width:189.4pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:1.0pt">
  <p class="MsoNormal" style="line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">Egyéb</span></span></span></span></span></p>
  </td>
  
  <td style="width:34.15pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:1.0pt">
  <p class="MsoNormal" style="text-align:center;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">3</span></span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></span></span></span></p>
  </td>
  
  <td style="width:32.3pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:1.0pt">
  <p class="MsoNormal" style="text-align:center;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">0</span></span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></span></span></span></p>
  </td>
  
  <td style="width:64.3pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  background:lightgrey;padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:1.0pt">
  <p class="MsoNormal" style="text-align:center;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">1</span></span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></span></span></span></p>
  </td>
  
  <td style="width:41.5pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:1.0pt">
  <p class="MsoNormal" style="text-align:center;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">26</span></span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></span></span></span></p>
  </td>
  
  <td style="width:35.45pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:1.0pt">
  <p class="MsoNormal" style="text-align:center;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">15</span></span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></span></span></span></p>
  </td>
  
  <td style="width:64.3pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  background:lightgrey;padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:1.0pt">
  <p class="MsoNormal" style="text-align:center;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">17</span></span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></span></span></span></p>
  </td>
  
 </tr>
 <tr style="height:1.0pt">
  <td style="width:189.4pt;border:none;border-bottom:solid windowtext 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:1.0pt">
  <p class="MsoNormal" style="line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><b><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">KKE 10 ország</span></b></span></span></span></span></p>
  </td>
  
  <td style="width:34.15pt;border:none;border-bottom:solid windowtext 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:1.0pt">
  <p class="MsoNormal" style="text-align:center;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">3</span></b></span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></b></span></span></span></span></p>
  </td>
  
  <td style="width:32.3pt;border:none;border-bottom:solid windowtext 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:1.0pt">
  <p class="MsoNormal" style="text-align:center;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">0</span></b></span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></b></span></span></span></span></p>
  </td>
  
  <td style="width:64.3pt;border:none;border-bottom:solid windowtext 1.0pt;&#xD;&#xA;  background:lightgrey;padding:&#xD;&#xA;  0cm 3.5pt 0cm 3.5pt;height:1.0pt">
  <p class="MsoNormal" style="text-align:center;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">1</span></b></span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></b></span></span></span></span></p>
  </td>
  
  <td style="width:41.5pt;border:none;border-bottom:solid windowtext 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:1.0pt">
  <p class="MsoNormal" style="text-align:center;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">8</span></b></span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></b></span></span></span></span></p>
  </td>
  
  <td style="width:35.45pt;border:none;border-bottom:solid windowtext 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:1.0pt">
  <p class="MsoNormal" style="text-align:center;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">3</span></b></span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></b></span></span></span></span></p>
  </td>
  
  <td style="width:64.3pt;border:none;border-bottom:solid windowtext 1.0pt;&#xD;&#xA;  background:lightgrey;padding:&#xD;&#xA;  0cm 3.5pt 0cm 3.5pt;height:1.0pt">
  <p class="MsoNormal" style="text-align:center;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">5</span></b></span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></b></span></span></span></span></p>
  </td>
  
 </tr>
</tbody></table>

<p class="MsoNormal" style="text-align:justify;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><span style="font-size:7.0pt;font-family:&quot;Calibri&quot;,sans-serif;">A
megjegyzéseket és speciális tételeket az 1. és 2. számú melléklet tartalmazza.</span></span></span></span></span></p>

<p class="MsoNormal" style="line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><span style="font-size:7.0pt;font-family:&#xD;&#xA;&quot;Calibri&quot;,sans-serif;color:black;">A </span></span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><span style="font-size:7.0pt;font-family:&quot;Calibri&quot;,sans-serif;color:black;">Társaság honlapjára feltöltött éves </span></span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><span style="font-size:7.0pt;font-family:&quot;Calibri&quot;,sans-serif">Adattárban<span style="color:black;"> megtalálható további táblázatok: A
MOL-csoport finomítóinak kőolaj-feldolgozási és termelési adatai kilotonnában
(Dunai-, Pozsonyi finomító, INA finomítók), Külső kőolajtermék értékesítési
adatok (kt), Kőolaj termék értékesítési adatok (kt), Petrolkémiai termelés
(kt), Petrolkémiai értékesítés (kt).<span>  </span></span></span></span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk63850763"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><span style="font-size:7.0pt;font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;"></span></span></span></span></span></p>

<span style="mso-bookmark:_Hlk63850763"></span>

<p class="MsoNormal" style=""><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><b><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;text-transform:uppercase"><span> </span></span></b></span></span></span></p>

<p class="MsoNormal" style="margin-bottom:8.0pt;text-align:justify"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk1894388"><span style="mso-bookmark:_Hlk65083915"><b><span style="font-size:9.0pt;line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;">3.4.1 A 2024-ES ÉV PÉNZÜGYI EREDMÉNYEINEK
ÖSSZEFOGLALÓJA</span></b></span></span></span></p>

<span style="mso-bookmark:_Hlk65083915"></span><span style="mso-bookmark:_Hlk1894388"></span>

<p class="MsoNormal" style="margin-top:6.0pt;margin-right:0cm;margin-bottom:6.0pt;margin-left:0cm;text-align:justify;"><span style="mso-bookmark:&#xD;&#xA;_Hlk3196057"><a></a><a></a><a></a><a id="_Toc129160670"></a><a id="_Toc129243821"><span style="mso-bookmark:_Hlk64375587"><span style="mso-bookmark:_Hlk1894639"><span style="mso-bookmark:_Hlk1894610"><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;">A Downstream
üzletág 2024-ben 463,4 milliárd forint (1.267 millió dollár) újrabeszerzési
árakkal becsült “tiszta” EBITDA-t ért el, amely 2%-kal marad el az előző évi
teljesítménytől. 2024-ben a makrogazdasági környezet negatívan hatott a
finomítói szegmens eredményeire, mely a finomítói árrés nagy mértékű
gyengülésében is megnyilvánult.<span>  </span>Ezt a
hatást a magasabb értékesítési eredmény képes volt részben ellensúlyozni. A
petrolkémia szegmens negatívan járult hozzá a „tiszta” EBITDA-hoz, az iparágat
továbbra is jellemző<span>  </span>visszaesés
következtében.<span>  </span></span></span></span></span></a></span></p>

<p class="MsoNormal" style="margin-top:6.0pt;margin-right:0cm;margin-bottom:6.0pt;margin-left:0cm;text-align:justify;"><span style="mso-bookmark:&#xD;&#xA;_Hlk3196057"><span style="mso-bookmark:_Hlk64375587"><span style="mso-bookmark:&#xD;&#xA;_Hlk1894639"><span style="mso-bookmark:_Hlk1894610"><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;">2024-ben az adózási
környezet<span>  </span>javult, a különadók
enyhültek,<span>  </span>azonban továbbra is
jelentősen gyengítik a Downstream teljesítményét . A 2022-es<span>  </span>értékesítésből származó nettó árbevételen
alapuló, 2023-ban bevezetett jövedelemadó egy alacsonyabb (1%-os) adókulccsal
és januári hatályba lépéssel került kiterjesztésre<span>  </span>a 2024. évre. Ezen felül, immáron a második
éve, hogy a MOL Nyrt.-re és MPK-ra 36EUR/tCO2 arányú szén-dioxid kibocsátási
adót vetettek ki. Az Ural-Brent árkülönbözet folyamatosan szűkülő trendje folytatódott,
viszont a Brent-Ural árkülönbözetre kivetett adó alapja 2024 augusztus 1-től
7,5 USD/hordó szintről 5 USD/hordó szintre módosult.</span></span></span></span></span></p>

<p class="MsoNormal" style="margin-top:6.0pt;margin-right:0cm;margin-bottom:6.0pt;margin-left:0cm;text-align:justify;"><span style="mso-bookmark:&#xD;&#xA;_Hlk3196057"><span style="mso-bookmark:_Hlk64375587"><span style="mso-bookmark:&#xD;&#xA;_Hlk1894639"><span style="mso-bookmark:_Hlk1894610"><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;">Az alacsonyabb üzemanyag crack
spread és a szűkülő Urals-Brent árkülönbözet hatására, a finomítói árrés átlaga
6,1 USD/hordó árszint körül mozgott 2024-ben, amely 32%-os csökkenést jelent a
2023-as időszakhoz képest. Ezt ellensúlyozta a magasabb feldolgozott mennyiség
és a megnövekedett értékesítés. 2024-ben Magyarországon az értékesítés és a
kereslet is csökkent. Magyarországhoz hasonlóan, Szlovákiában is csökkent az
értékesítés a 2023-as bázis időszakhoz képest, még a magasabb kereslet ellenére
is. 2024-ben Horvátországban és más országokban is élénkült a kereslet, mely az
értékesítés jelentős mértékű növekedését eredményezte.<span>  </span>Az ingatag külső környezet és a nem várt
események ellenére, a MOL-csoport egész évben garantálta az ellátásbiztonságot
hazai piacain.</span></span></span></span></span></p>

<p class="MsoNormal" style="margin-top:6.0pt;margin-right:0cm;margin-bottom:6.0pt;margin-left:0cm;text-align:justify;"><span style="mso-bookmark:&#xD;&#xA;_Hlk3196057"><span style="mso-bookmark:_Hlk64375587"><span style="mso-bookmark:&#xD;&#xA;_Hlk1894639"><span style="mso-bookmark:_Hlk1894610"><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;">A MOL-csoport integrált
petrolkémiai árrése átlagosan 206 EUR/t volt, amely éves szinten 44%-os
növekedést jelent, köszönhetően<span>  </span>a
polimer-monomer árkülönbözetnek és az első félévi alacsonyabb energiaáraknak</span></span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk64375587"><span style="mso-bookmark:_Hlk1894639"><span style="mso-bookmark:_Hlk1894610"><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;">. </span></span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk64375587"><span style="mso-bookmark:_Hlk1894639"><span style="mso-bookmark:_Hlk1894610"><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;">Ennek
ellenére, az alacsony kereslet és a leállások következtében, a petrolkémiai
ágazat negatív hatással bírt a Downstream<span> 
</span>üzletág teljesítményére. </span></span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk64375587"><span style="mso-bookmark:_Hlk1894639"><span style="mso-bookmark:_Hlk1894610"><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;">Az üzletágban végrehajtott organikus
beruházások értéke elérte a 316 milliárd forintot, amely a 2023. éves
eredménnyel összehasonlítva 45%-os emelkedést jelent. A beruházások<span>  </span>összegének 60%-a a finomítás és marketing
üzletág projektjeiben került felhasználásra. Jelentős erőfeszítéseket tettünk,
hogy megfeleljünk az EU által támasztott szankciós elvárásoknak és szabályozásoknak,
így a kőolaj<span>  </span>diverzifikációs program a
beruházási döntéseink meghozatalánál is fontos szerepet kap. </span></span></span></span></span></p>

<p class="MsoNormal" style="margin-top:6.0pt;margin-right:0cm;margin-bottom:6.0pt;margin-left:0cm;text-align:justify;"><span style="mso-bookmark:&#xD;&#xA;_Hlk3196057"><span style="mso-bookmark:_Hlk64375587"><span style="mso-bookmark:&#xD;&#xA;_Hlk1894639"><span style="mso-bookmark:_Hlk1894610"><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;">A folyamatban lévő
transzformációs projektek közül a Poliol Projekt<span>  </span>üzembe helyezési fázisa 2024-ben, a terveknek
megfelelően sikeresen lezárult. A kedvezőtlen külső hatások, mint például a
munkaerőhiány és az építkezési alapanyagok árának növekedése ellenére</span></span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk64375587"><span style="mso-bookmark:_Hlk1894639"><span style="mso-bookmark:_Hlk1894610"><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;"> a rijekai finomító korszerűsítése (RRUP)
elérte a 92,2%-os készültségi szintet.</span></span></span></span></span></p>

<p class="MsoNormal" style="margin-top:6.0pt;margin-right:0cm;margin-bottom:6.0pt;margin-left:0cm;text-align:justify;"><span style="mso-bookmark:&#xD;&#xA;_Hlk3196057"><span style="mso-bookmark:_Hlk64375587"><span style="mso-bookmark:&#xD;&#xA;_Hlk1894639"><span style="mso-bookmark:_Hlk1894610"><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;"><span>  </span></span></span></span></span></span></p>

<p class="MsoNormal" style="margin-top:6.0pt;margin-right:0cm;margin-bottom:6.0pt;margin-left:0cm;text-align:justify;"><span style="mso-bookmark:&#xD;&#xA;_Hlk3196057"><span style="mso-bookmark:_Hlk64375587"><span style="mso-bookmark:&#xD;&#xA;_Hlk1894639"><span style="mso-bookmark:_Hlk1894610"><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;"><span> </span></span></span></span></span></span></p>

<p class="MsoNormal" style="margin-top:6.0pt;margin-right:0cm;margin-bottom:6.0pt;margin-left:0cm;text-align:justify;"><span style="mso-bookmark:&#xD;&#xA;_Hlk3196057"><span style="mso-bookmark:_Hlk64375587"><span style="mso-bookmark:&#xD;&#xA;_Hlk1894639"><span style="mso-bookmark:_Hlk1894610"><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;"><span> </span></span></span></span></span></span></p>

<p class="MsoNormal" style="margin-top:6.0pt;margin-right:0cm;margin-bottom:6.0pt;margin-left:0cm;text-align:justify;"><span style="mso-bookmark:&#xD;&#xA;_Hlk3196057"><span style="mso-bookmark:_Hlk64375587"><span style="mso-bookmark:&#xD;&#xA;_Hlk1894639"><span style="mso-bookmark:_Hlk1894610"><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;"></span></span></span></span></span></p>

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<p class="MsoHeader"><b><span> </span></b></p>

</div></div><div class="WordSection22">

<p class="MsoNormal" style="text-align:justify;"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk64375587"><span style="mso-bookmark:_Hlk1894639"><span style="mso-bookmark:_Hlk1894610"><b><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;">3.4.2 A
2024-ES ÉV MŰKÖDÉSI EREDMÉNYEINEK ÖSSZEFOGLALÓJA</span></b></span></span></span></span></p>

<p class="MsoNormal" style="margin-top:6.0pt;margin-right:0cm;margin-bottom:6.0pt;margin-left:0cm;text-align:justify;"><span style="mso-bookmark:&#xD;&#xA;_Hlk3196057"><span style="mso-bookmark:_Hlk64375587"><span style="mso-bookmark:&#xD;&#xA;_Hlk1894639"><span style="mso-bookmark:_Hlk1894610"><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;">A külső környezet változásaihoz
való hatékony alkalmazkodás érdekében, beleértve az orosz-ukrán háborút, az
ambiciózusabb klímacélokat, az EU új jogszabályi<span>  </span>keretrendszerét és a vásárlók preferenciáiban
bekövetkezett változásokat, a MOL-csoport módosította hosszútávú Shape Tomorrow
Stratégiáját. A stratégia elsődleges célja, hogy hatékonyabbá, fenntarthatóbba,
és petrolkémia fókuszálttá és versenyképessé tegye a MOL-csoportot, úgy, hogy a
2050-re kitűzött a szén-dioxid-semlegességi célját is elérje. Az új stratégia
alapján a Downstream üzletág a kőolaj diverzifikációs programra, a CO2
kibocsátás csökkentésére, a fenntartható vegyipar felé történő
transzformációra, a körkörös gazdaságra, a megújuló üzemanyagokra és a zöld
hidrogénre fog összpontosítani. 2024-ben az elsődleges célunk volt, hogy
garantáljuk a stabil és hatékony ellátásbiztonságot főbb piacainkon és mellette
megfeleljünk az EU szankciós elvárásainak. 2022-ben elindítottuk a kőolaj
diverzifikációra vonatkozó programunkat, mely 2024-ben tovább folytatódott és
mind a Dunai Finomítóban, mind a Slovnaft finomítójában és a Logisztika
területén is a tervezettek mentén halad. 2024-ben is teljes mértékben
megfeleltünk a szankciós elvárásoknak, az alternatív kőolaj feldolgozásának
aránya a Slovnaft finomítójában és a Dunai Finomítóban is tovább emelkedett.</span></span></span></span></span></p>

<p class="MsoNormal" style="margin-top:6.0pt;margin-right:0cm;margin-bottom:6.0pt;margin-left:0cm;text-align:justify;"><span style="mso-bookmark:&#xD;&#xA;_Hlk3196057"><span style="mso-bookmark:_Hlk64375587"><span style="mso-bookmark:&#xD;&#xA;_Hlk1894639"><span style="mso-bookmark:_Hlk1894610"><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;">A 2024-es év során a MOL-ban és
a Slovnaft-ban a nyersolaj diverzifikációs program részeként, 7 új nyers kőolaj
típus és azok különböző keverékeinek feldolgozása meghaladta az 1140
kilotonnát. </span></span></span></span></span></p>

<p class="MsoNormal" style="margin-top:6.0pt;margin-right:0cm;margin-bottom:6.0pt;margin-left:0cm;text-align:justify;"><span style="mso-bookmark:&#xD;&#xA;_Hlk3196057"><span style="mso-bookmark:_Hlk64375587"><span style="mso-bookmark:&#xD;&#xA;_Hlk1894639"><span style="mso-bookmark:_Hlk1894610"><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;">A teljes nyersanyag finomítás
elérte a 13,4 millió tonnát, amely a 2023-as szinttől 0,4 millió tonnával<span>  </span>marad el. A <b>Termelés </b>operatív
rendelkezésre állása mérsékelt volt mind a finomítás (91,6%), mind a
petrolkémia (85,2%) esetében mindkét területen kevéssel a célzott szint alatt
van. Annak érdekében, hogy javítsuk az üzemek rendelkezésre állását, folytatni
fogjuk a Life Time Assessment/ Life Time Extension (LTA/LTE) projekteket a
petrolkémiai területén, és alkalmazni fogjuk a finomítás területén is. Az energiafelhasználás
2020 óta 0,5-0,6%-al csökkent évente,<span> 
</span>melyre a jövőben is nagy hangsúlyt fogunk fektetni. Együttműködésünk a
Veszprémi Pannónia Egyetemmel tovább erősödött 2024-ben, közös erőfeszítéseket
tettünk a hulladékalapú polimerek gyártásának, a különböző vegyipari
újrahasznosítási módszerek kidolgozásának, valamint a bio és szintetikus
üzemanyagok elemzésének a területein.</span></span></span></span></span></p>

<p class="MsoNormal" style="margin-top:6.0pt;margin-right:0cm;margin-bottom:6.0pt;margin-left:0cm;text-align:justify;"><span style="mso-bookmark:&#xD;&#xA;_Hlk3196057"><span style="mso-bookmark:_Hlk64375587"><span style="mso-bookmark:&#xD;&#xA;_Hlk1894639"><span style="mso-bookmark:_Hlk1894610"><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;">2024-ben a <b>Downstream
kutatás-fejlesztés</b> három fő termékterületen folytatta tevékenységeit és
projektjeit: ezek a poliol, a poliolefinek, és a finomítás. A Poliol K+F
csapatának a termékrecepteket és -típusokat érintő sikeres fejlesztése
megalapozta a gyártás közelgő elindítását. Bővítettük a poliuretán
alkalmazásfejlesztési know-how-t, hogy biztosítsuk a szükséges támogatást a
MOL-csoport jövőbeli poliol-ügyfelei számára. A poliol K+F csapata aktív
kapcsolatot tart fent a potenciális ügyfelekkel, hogy előkészítse a piacra
lépés feltételeit. A poliol területen a kollégák a fenntarthatóság jegyében az
újrahasznosítás lehetőségeit is vizsgálják . A poliolefinek esetében a
portfólió még fenntarthatóbbá való alakítása állt a középpontban. Az aktív
portfólió-menedzsment lehetővé tette az együttműködési keretrendszernek a
vegyipari termékek teljes termékvonalát átfogó kibővítését, ideértve a
hulladékkezelési tevékenységeket is. A fő irányvonallal párhuzamosan zajlik a
specifikált, alacsony mennyiségű és szigorú minőségi előírásoknak megfelelő
alapanyagok, vagyis a „magas-teljesítményű” polimerek fejlesztése, melyek
specifikus, niche-alkalmazásokat szolgálnak ki. Sikeresen megvalósult számos,
az alacsony karbon-intenzitású üzemanyagok iránti várható kereslet kielégítése
és az alapanyag-portfólió diverzifikálása, valamint a körforgásos gazdaságra
történő átállás gyorsítása érdekében indított kisméretű, együttfeldolgozásra
irányuló laboratóriumi reaktorkísérlet. A sikeres laborkísérletek után,
egységléptékű próbaüzemre léptünk tovább. A nem-kőolaj alapú
középdesztillátumok előállítási arányának növelése érdekében kiemelt érdeklődés
irányult a hulladékalapú frakciókra, valamint a szintén hulladékalapú és az ún.
fejlett bio-alapanyagokra. Tovább folytattuk együttműködésünket nemzetközi
partnereinkkel a gumibitumen-gyártás területén és sikeresen megvalósítottuk a
nehéz fűtőolajok nem-üzemanyag termékké történő átalakítására irányuló
projektünket.</span></span></span></span></span></p>

<p class="MsoNormal" style="margin-top:6.0pt;margin-right:0cm;margin-bottom:6.0pt;margin-left:0cm;text-align:justify;"><span style="mso-bookmark:&#xD;&#xA;_Hlk3196057"><span style="mso-bookmark:_Hlk64375587"><span style="mso-bookmark:&#xD;&#xA;_Hlk1894639"><span style="mso-bookmark:_Hlk1894610"><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;">A <b>Logisztika</b> területén a
figyelem a vásárlók elégedettségére irányult, melyet versenyképes
szolgáltatások biztosításával, a folyamatosan változó környezethez való
alkalmazkodással és az elkötelezett alkalmazottak által vezetett fentartható
működésre való átállással kívántunk elérni.</span></span></span></span></span></p>

<p class="MsoNormal" style="margin-top:6.0pt;margin-right:0cm;margin-bottom:6.0pt;margin-left:0cm;text-align:justify;"><span style="mso-bookmark:&#xD;&#xA;_Hlk3196057"><span style="mso-bookmark:_Hlk64375587"><span style="mso-bookmark:&#xD;&#xA;_Hlk1894639"><span style="mso-bookmark:_Hlk1894610"><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;">A 2024-es év kihívásainak ellenére a Logisztika számos területen
sikereket ért el. Az elosztási hálózat optimalizálásának tagjaként az új
kamionfeltöltő állomást nyitottunk meg újra Stožok-ban. Továbbá, a Bottomline
software bevezetésével folytattuk digitalizációs céljaink elérését amely
egységesíti a MOL, a Slovnaft és az INA közötti a másodlagos szárazföldi
szállítást. Az első mérföldkő a software magyarországi<span>  </span>bevezetése volt, melyet követett a
Slovnaft-ba és INA-ba való kiterjesztés előkészítése. Pozsony és Kľačany után,
kiterjesztettük a távolirányítás alatt működő kamionfeltöltő állomásokat Horný
Hričov-ba és Stožok-ba is.</span></span></span></span></span></p>

<p class="MsoNormal" style="margin-top:6.0pt;margin-right:0cm;margin-bottom:6.0pt;margin-left:0cm;text-align:justify;"><span style="mso-bookmark:&#xD;&#xA;_Hlk3196057"><span style="mso-bookmark:_Hlk64375587"><span style="mso-bookmark:&#xD;&#xA;_Hlk1894639"><span style="mso-bookmark:_Hlk1894610"><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;">A befektetéseket tekintve, zöld utat kaptunk a dízel és nafta
összekötő vezeték megépítésére, amely a százhalombattai és a pozsonyi
finomítókat fogja összekötni a nagyobb hatékonyság elérésére érdekében.
Vezetékes szállítás is előtérbe került, amikor bemutattuk a Pozsony és Klacany
közötti prémium üzemanyagnak költségmegtakarítást eredményező vezetékes
szállítását. A fentarthatóság is egy fő szempont a Logisztikában, az új INA
flottával és a csökkenő üzemanyag fogyasztással az üvegház-hatású gázok kibocsátását
is csökkenteni tudjuk.</span></span></span></span></span></p>

<p class="MsoNormal" style="margin-top:6.0pt;margin-right:0cm;margin-bottom:6.0pt;margin-left:0cm;text-align:justify;"><span style="mso-bookmark:&#xD;&#xA;_Hlk3196057"><span style="mso-bookmark:_Hlk64375587"><span style="mso-bookmark:&#xD;&#xA;_Hlk1894639"><span style="mso-bookmark:_Hlk1894610"><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;"><span> </span></span></span></span></span></span></p>

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  <p class="MsoNormal" style="text-align:center;line-height:normal"><span style="color:black;">Üzleti
  jelentés 2024</span><span style="font-size:11.0pt"></span></p>
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<p class="MsoHeader"><b><span> </span></b></p>

</div></div><div class="WordSection23">

<p class="MsoNormal" style="margin-top:6.0pt;margin-right:0cm;margin-bottom:6.0pt;margin-left:0cm;text-align:justify;"><span style="mso-bookmark:&#xD;&#xA;_Hlk3196057"><span style="mso-bookmark:_Hlk64375587"><span style="mso-bookmark:&#xD;&#xA;_Hlk1894639"><span style="mso-bookmark:_Hlk1894610"><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;">Az <b>Értéklánc Menedzsment</b>
biztosítja a MOL-csoport Downstream üzletágának a működési keretét és
meghatározza hosszú távú fejlődési pályáját. A kulcsfontosságú működési
területei magukba foglalják a Downstream stratégiájának és az optimalizációs
keretrendszernek a rövid és hosszútávon történő kijelölését, mindeközben
vezetői támogatási, valamint alapanyag-beszerzési és -kereskedelmi,
kockázatkezelési, ütemezési és ügyfélszolgálattal kapcsolatos feladatokat is
ellát. 2024-ben a terület a változó külső környezetben történő folyamatos
ellátásbiztonságra összpontosított. Az EU szankciókkal összhangban a
MOL-csoport célja, hogy mindkét, tengerpattal nem rendelkező finomítója
esetében növelni tudja a tengeri nyers-olaj feldolgozásának az arányát. Az
Értéklánc Menedzsment ezen cél eléréséhez a szükséges tengeri kőolaj ellátás
biztosításával járul hozzá, hogy a csoport teljesíteni tudja az embargóval és
optimalizációval kapcsolatos céljait.<span>  </span>Az
„Új Fejezet” szervezeti változás struktúra az INA-ban is bevezetésre került,
ami az INA Értéklánc Menedzsment létrehozását eredményezte, ez által biztosítva
zökkenőmentes átmenetet a Kereskedelem &amp; Optimalizáció szervezeti struktúra
átalakításához. További előrelépés történt a Growing<span>  </span>Professional Skills programban az újabb
Ciklus elindításával, amelyben az eddigi legnagyobb fehérgalléros Downstream
populációra terjed ki. Emellett, minden eddiginél nagyobb hangsúlyt kaptak az
ügyfeleknek nyújtott szolgáltatások és a digitalizáció.</span></span></span></span></span></p>

<p class="MsoNormal" style="margin-top:6.0pt;margin-right:0cm;margin-bottom:6.0pt;margin-left:0cm;text-align:justify;"><span style="mso-bookmark:&#xD;&#xA;_Hlk3196057"><span style="mso-bookmark:_Hlk64375587"><span style="mso-bookmark:&#xD;&#xA;_Hlk1894639"><span style="mso-bookmark:_Hlk1894610"><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;">A </span></span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk64375587"><span style="mso-bookmark:_Hlk1894639"><span style="mso-bookmark:_Hlk1894610"><b><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;">Csoportszintű Üzemanyag </span></b></span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk64375587"><span style="mso-bookmark:_Hlk1894639"><span style="mso-bookmark:_Hlk1894610"><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;">üzletág látja el a MOL-csoport üzemanyag-értékláncának irányítását 12
országban, több mint 700 munkatárs közreműködésével, beleértve a piaci
ellátást, az értékesítés optimalizálását és az értékesítési tevékenységet az
összes downstream piacon. A Csoportszintű Downstream Értéklánc Menedzsment</span>
</span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk64375587"><span style="mso-bookmark:_Hlk1894639"><span style="mso-bookmark:_Hlk1894610"><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;">szervezettel együttműködve felelős az üzemanyag-árrés maximalizálásáért,
és koordinálja az üzemanyagok, az üzemanyagkártyák, a bioüzemanyagok
fenntarthatósági követelményeinek történő megfelelését, és egyéb finomított
termékek menedzselését leányvállalati szinten is.</span> </span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk64375587"><span style="mso-bookmark:_Hlk1894639"><span style="mso-bookmark:_Hlk1894610"><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;">A termékportfólió magában foglalja a motorbenzinek, a dízel és egyéb
gázolajok, a fűtőolaj, a bunkerolaj, a kén, a koksz és a bioüzemanyagok
értékesítését, valamint az üzemanyagkártyák digitális megoldásokat is alkalmazó
menedzselését. 2024-ben az üzletág rekord mértékű árrést, a nagykereskedelemben
rekord mennyiségű eladást, továbbá az üzemanyagkártyákon való eddigi
legmagasabb árrésbevételt érte el. Az üzletág sikeresen megtartotta piaci
pozícióját a régióban és a felvásárolt vállalatok integrációjával erősíteni
tudta piaci helyzetét a lengyel és szlovén piacokon, tovább növelve
hatékonyságát és piaci jelenlétét. </span></span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk64375587"><span style="mso-bookmark:_Hlk1894639"><span style="mso-bookmark:_Hlk1894610"><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;"></span></span></span></span></span></p>

<p class="MsoNormal" style="margin-top:6.0pt;margin-right:0cm;margin-bottom:6.0pt;margin-left:0cm;text-align:justify;"><span style="mso-bookmark:&#xD;&#xA;_Hlk3196057"><span style="mso-bookmark:_Hlk64375587"><span style="mso-bookmark:&#xD;&#xA;_Hlk1894639"><span style="mso-bookmark:_Hlk1894610"><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;">A
<b>Csoportszintű Vegyianyagok</b> üzletág éves szinten mintegy 2 millió tonna
vegyipari terméket értékesít, ez több, mint 200 különböző terméktípust jelent.
2500 üzletfelet szolgálunk ki hat különböző szegmensben, 4 kontinens 55
országában. Több termék esetében a top 10 értékesítő közé tartozunk Európában.</span></span></span></span></span></p>

<p class="MsoNormal" style="margin-top:6.0pt;margin-right:0cm;margin-bottom:6.0pt;margin-left:0cm;text-align:justify;"><span style="mso-bookmark:&#xD;&#xA;_Hlk3196057"><span style="mso-bookmark:_Hlk64375587"><span style="mso-bookmark:&#xD;&#xA;_Hlk1894639"><span style="mso-bookmark:_Hlk1894610"><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;">A
<b>polimer értékesítés </b>2024-ben elérte a 846 kilotonnát, amely a 13%-os
(-130 kt) csökkenést jelent 2023-hoz képest. Az értékesítés visszaesésének fő
oka az élettartam meghosszabbító és kapacitásnövelő intenzív karbantartási
időszak volt. Ezen felül, a polimer piacra a műanyag gyártók alacsonyabb
kereslete is hatást gyakorolt. A visszaesés nagyrész a magas energiaáraknak és
az európai kulcsfontosságú ágazatok alacsony keresletének tulajdonítható. A
kihívások ellenére elkötelezettek maradtunk a vásárlóink felé és az ő
érdekeiket tartjuk szem előtt.</span></span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk64375587"><span style="mso-bookmark:_Hlk1894639"><span style="mso-bookmark:_Hlk1894610"><b><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;"></span></b></span></span></span></span></p>

<p class="MsoNormal" style="margin-top:6.0pt;margin-right:0cm;margin-bottom:6.0pt;margin-left:0cm;text-align:justify;"><span style="mso-bookmark:&#xD;&#xA;_Hlk3196057"><span style="mso-bookmark:_Hlk64375587"><span style="mso-bookmark:&#xD;&#xA;_Hlk1894639"><span style="mso-bookmark:_Hlk1894610"><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;">Az</span>
</span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk64375587"><span style="mso-bookmark:_Hlk1894639"><span style="mso-bookmark:_Hlk1894610"><b><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;">alapvető vegyi anyagok </span></b></span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk64375587"><span style="mso-bookmark:_Hlk1894639"><span style="mso-bookmark:_Hlk1894610"><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;">értékesítése 707 kilotonnát tett ki 2024-ben, ezzel némileg
meghaladva a 2023-as teljesítményt. A külső kihívások (néhány terület gyenge
európai kereslete, magas energiaárak és az erős európai és ázsiai
importverseny) és néhány belső nehézség (nem tervezett leállások, alacsonyabb
krakkolási működési arány) ellenére sikeresen fenntartottuk a piaci
jelenlétünket, és 2023-hoz viszonyítva további 6 millió USD árrést realizáltunk
(összesen 312 millió USD) a szerződések újratárgyalásával, ügyfélportfólió
optimalizálással és árrés vezérelt döntéshozatallal.</span></span></span></span></span></p>

<p class="MsoNormal" style="margin-top:6.0pt;margin-right:0cm;margin-bottom:6.0pt;margin-left:0cm;text-align:justify;"><span style="mso-bookmark:&#xD;&#xA;_Hlk3196057"><span style="mso-bookmark:_Hlk64375587"><span style="mso-bookmark:&#xD;&#xA;_Hlk1894639"><span style="mso-bookmark:_Hlk1894610"><b><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;">Poliol
Komplexum</span></b></span></span></span></span></p>

<p class="MsoNormal" style="margin-top:6.0pt;margin-right:0cm;margin-bottom:6.0pt;margin-left:0cm;text-align:justify;"><span style="mso-bookmark:&#xD;&#xA;_Hlk3196057"><span style="mso-bookmark:_Hlk64375587"><span style="mso-bookmark:&#xD;&#xA;_Hlk1894639"><span style="mso-bookmark:_Hlk1894610"><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;">A
projekt számára hatalmas mérföldkő volt magának a poliol komplexumnak a 2024
májusi átadása. Az üzembe helyezést sikeresen teljesült minden egység esetében,
így a projekt átléphetett a start-up fázisba. A hidrogén-peroxid üzem sikeresen
elindult, és elérte a megfelelő termékkibocsátást. Azonban a propilén-oxid
egység üzembe helyezésére csak 2025 első negyedévében kerül majd sor. Az
importált propilén-oxidot már alkalmazták a propilén-glikol és a poliol
gyártási kísérletek során. Az első poliol gyártási kísérlet 2024 decemberében
valósult meg. Célunk, hogy 2025 első félévében a poliol gyártás során megfelelő
minőséget és a tesztelések során megfelelő teljesítményt érjünk el. Üzleti
szempontból a projekt a terveknek megfelelően halad. A célközönség már a propilén-glikól
termékeket is megismerhette. Az első poliol termékminták kiküldésre kerültek
azon ügyfelek számára, akik részt vettek a kezdeti termékek tesztelési
folyamatában. Az eddigi visszajelzések megerősítettek minket abban, hogy a
folyamat megfelelően halad.<span>  </span></span></span></span></span></span></p>

<p class="MsoNormal" style="margin-top:6.0pt;margin-right:0cm;margin-bottom:6.0pt;margin-left:0cm;text-align:justify;"><span style="mso-bookmark:&#xD;&#xA;_Hlk3196057"><span style="mso-bookmark:_Hlk64375587"><span style="mso-bookmark:&#xD;&#xA;_Hlk1894639"><span style="mso-bookmark:_Hlk1894610"><b><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;">Az RRUP projekt</span></b></span></span></span></span></p>

<p class="MsoNormal" style="margin-top:6.0pt;margin-right:0cm;margin-bottom:6.0pt;margin-left:0cm;text-align:justify;"><span style="mso-bookmark:&#xD;&#xA;_Hlk3196057"><span style="mso-bookmark:_Hlk64375587"><span style="mso-bookmark:&#xD;&#xA;_Hlk1894639"><span style="mso-bookmark:_Hlk1894610"><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;">A rijekai finomító korszerűsítési
projekt célja (RRUP) az üzem fejlesztése és a Késleltetett Kokszoló Üzem és a
hozzá kapcsolódó egyéb üzemegységeknek a felépítése. A projekt célja a lehető
legmagasabb jövedelmezőség elérése a nehéz maradékanyagok újrafeldolgozása, a
fekete termékek arányának minimalizálása, valamint a fehér termékek termelési
kapacitásának maximalizálása révén. A projekt a geopolitikai krízis okozta
kihívások – így az alapanyagok, az energia és a munkaerő drágulásával - terhelt
üzleti környezet ellenére is tovább folytatódott. A projekt összességében
92,2%-os készültségi szinten áll, az építési munkálatok 88,8%, a beszerzési
tevékenységek 99,9% készültségi szintet értek el, míg a mérnöki tevékenységek
lezárultak. </span></span></span></span></span></p>

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</div></div><div class="WordSection24">

<p class="MsoNormal" style="text-align:justify;"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk64375587"><span style="mso-bookmark:_Hlk1894639"><span style="mso-bookmark:_Hlk1894610"><b><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;">3.4.3 </span></b></span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk64375587"><span style="mso-bookmark:_Hlk1894639"><span style="mso-bookmark:_Hlk1894610"><b><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;">DOWNSTREAM
JÖVŐBELI TERMÉKPORTFÓLIÓJA</span></b></span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk64375587"><span style="mso-bookmark:_Hlk1894639"><span style="mso-bookmark:_Hlk1894610"><b><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;"></span></b></span></span></span></span></p>

<p class="MsoNormal" style="margin-top:6.0pt;margin-right:0cm;margin-bottom:6.0pt;margin-left:0cm;text-align:justify;"><span style="mso-bookmark:&#xD;&#xA;_Hlk3196057"><span style="mso-bookmark:_Hlk64375587"><span style="mso-bookmark:&#xD;&#xA;_Hlk1894639"><span style="mso-bookmark:_Hlk1894610"><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;">A MOL-csoport új termékek és
szolgáltatások bevezetésével folyamatosan fejleszti jövőbeli portfólióját,
amely nem csak a szén-dioxid-kibocsátás kockázatának mérséklése, hanem a
szénkorlátozott, körforgásos gazdaság lehetőségeinek kiaknázása céljából is
fontos.</span></span></span></span></span></p>

<p class="MsoNormal" style="margin-top:6.0pt;margin-right:0cm;margin-bottom:6.0pt;margin-left:0cm;text-align:justify;"><span style="mso-bookmark:&#xD;&#xA;_Hlk3196057"><span style="mso-bookmark:_Hlk64375587"><span style="mso-bookmark:&#xD;&#xA;_Hlk1894639"><span style="mso-bookmark:_Hlk1894610"><b><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;">Bioüzemanyagok a MOL-csoportban</span></b></span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk64375587"><span style="mso-bookmark:_Hlk1894639"><span style="mso-bookmark:_Hlk1894610"><b><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;"></span></b></span></span></span></span></p>

<p class="MsoNormal" style="margin-top:6.0pt;margin-right:0cm;margin-bottom:6.0pt;margin-left:0cm;text-align:justify;"><span style="mso-bookmark:&#xD;&#xA;_Hlk3196057"><span style="mso-bookmark:_Hlk64375587"><span style="mso-bookmark:&#xD;&#xA;_Hlk1894639"><span style="mso-bookmark:_Hlk1894610"><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;">2024 folyamán a MOL-csoport
bioüzemanyag-beszerzése mind az érintett térségek (9 ország), mind a bekevert
mennyiség (&gt;600 kt) tekintetében stabil volt, mivel a nemzeti közlekedési
megfelelőségi szabályok tekintetében nem vagy alig történt változás 2023-hoz
képest a Downstream működése által lefedett országokban. A felhasznált
biokomponensek köre is hasonló a korábbi évekéhez: élelmiszer- és hulladékalapú
bioetanol, valamint zsírsav-metil-észterek jelentik továbbra is az alapot
üzemanyagaink dekarbonizációjához. Mindemellett az ún. fejlett biokomponensek
jelentősége is növekszik a portfóliónkban: a MOL sikeresen dolgozott be ilyen
alapanyagot a százhalombattai és pozsonyi bekeverő egységében, ezzel is
szemléltetve a MOL-csoport együttfeldolgozási projektjének folyamatos
fejlesztéséért tett erőfeszítéseket.</span></span></span></span></span></p>

<p class="MsoNormal" style="margin-top:6.0pt;margin-right:0cm;margin-bottom:6.0pt;margin-left:0cm;text-align:justify;"><span style="mso-bookmark:&#xD;&#xA;_Hlk3196057"><span style="mso-bookmark:_Hlk64375587"><span style="mso-bookmark:&#xD;&#xA;_Hlk1894639"><span style="mso-bookmark:_Hlk1894610"><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;">Kiemelendő továbbá MOL-csoport a
keverési és együttfedolgozási tevékenysége is, melynek keretein belül egyre
nagyobb mennyiségben értékesít 100%-ban megújuló dízelt (HVO – hidrogénezett
növényi olaj) a kiválasztott nagy- és kiskereskedelmi egységekben.</span></span></span></span></span></p>

<p class="MsoNormal" style="margin-top:6.0pt;margin-right:0cm;margin-bottom:6.0pt;margin-left:0cm;text-align:justify;"><span style="mso-bookmark:&#xD;&#xA;_Hlk3196057"><span style="mso-bookmark:_Hlk64375587"><span style="mso-bookmark:&#xD;&#xA;_Hlk1894639"><span style="mso-bookmark:_Hlk1894610"><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;">A légiközlekedéssel kapcsolatban,
minden szükséges intézkedést megtettünk, hogy 2025 januártól képesek legyünk
biztosítani a fenntartható repülőgép-üzemanyagok (SAF) ipari mennyiségét 5
reptér számára közúti és vasúti szállítással egyaránt. </span></span></span></span></span></p>

<p class="MsoNormal" style="margin-top:6.0pt;margin-right:0cm;margin-bottom:6.0pt;margin-left:0cm;text-align:justify;"><span style="mso-bookmark:&#xD;&#xA;_Hlk3196057"><span style="mso-bookmark:_Hlk64375587"><span style="mso-bookmark:&#xD;&#xA;_Hlk1894639"><span style="mso-bookmark:_Hlk1894610"><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;">A
<b>biogáz</b> ütemtervünknek megfelelően, felhasználva ezen a területen
szerzett eddigi tapasztalatainkat, a MOL-csoport tovább folytatta
tevékenységének bővítését a biogáz értéklánc területén. A szarvai
biogázüzemünkben elkezdődtek az előkészítési munkálatok annak érdekében, hogy
képesek legyünk biometánt is előállítani és a helyi földgázelosztó hálózatba is
csatlakozni tudjunk. Mindezek mellet a Sisakra tervezett biometán üzem
zöldmezős beruházásának építési munkálatai is elkezdődtek, terveink szerint a
termelés 2026 végén veheti majd kezdetét. </span></span></span></span></span></p>

<p class="MsoNormal" style="margin-top:6.0pt;margin-right:0cm;margin-bottom:6.0pt;margin-left:0cm;text-align:justify;"><span style="mso-bookmark:&#xD;&#xA;_Hlk3196057"><span style="mso-bookmark:_Hlk64375587"><span style="mso-bookmark:&#xD;&#xA;_Hlk1894639"><span style="mso-bookmark:_Hlk1894610"><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;">Figyelemmel
arra, hogy a <b>hidrogén</b> az Európai Unió dekarbonizációs és
energiabiztonsági céljainak megvalósításában kiemelt szerepet játszik, a
MOL-csoport tovább erősítette tevékenységét ezen értékláncban is. 2024
áprilisában átadásra került a Dunai Finomítóban a vállalatcsoport első elektrolizáló
üzeme. Az új 10 MW teljesítményű zöldhidrogén üzem éves szinten 1600 tonna
tiszta hidrogén előállítására képes, és ezzel a legjelentősebb ilyen
létesítmény Közép- és Kelet-Európában.<span> 
</span>Annak érdekében, hogy az üzem teljes hidrogén termelését dekarbonizálni
tudjuk elkezdődött a projekt további bővítése. Továbbá két másik hasonló 10 MW
teljesítményű pilot projekt is elindult Rijekában és Pozsonyban, így a
Helyreállítási és Rezilienciaépítési Eszköz (Recovery and Resilience Facility –
RRF) segítségével tudunk operatív tudást felépíteni és régiós léptékű
fejlesztéseket végrehajtani. </span></span></span></span></span></p>

<p class="MsoNormal" style="margin-top:6.0pt;margin-right:0cm;margin-bottom:6.0pt;margin-left:0cm;text-align:justify;"><span style="mso-bookmark:&#xD;&#xA;_Hlk3196057"><span style="mso-bookmark:_Hlk64375587"><span style="mso-bookmark:&#xD;&#xA;_Hlk1894639"><span style="mso-bookmark:_Hlk1894610"><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;">Az
MOL <b>Újrahasznosítás és Compounding</b> kezdeményezéseit kedvezőtlenül
érintették a külső körülmények, így a magas energiaárak, a recesszió, és a
pertolkémiai ágazat hullámvölgye. Ezek a trendek a MOL-csoport LDPE műanyag
újrahasznosítási tevékenységet folytató<span> 
</span>ReMat Zrt. értékesítési árbevételét is negatívan érintették.
Következésképpen, a ReMat pénzügyi és üzemeltetési teljesítményének fejlesztése
csoportszinten kulcsfontosságú rövid- és középtávú projektté vált. Ezen külső
hatások leküzdésére és a jövőbeli fejlesztési célok meghatározásának érdekében
frissítettük a stratégiánkat. A kompaundálással kapcsolatban, a németországi
székhelyű Aurora Kunststoffe GmbH-t is érintette az autóiparban, az
építőiparban és egyéb más ágazatokban tapasztalható visszaesés, amely maga után
vonja a polimerek iránti kereslet csökkenését.</span></span></span></span></span></p>

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  <p class="MsoNormal" style="line-height:normal"><span></span></p>
  </td>
  <td style="width:78.0pt;background:#F2F2F2;padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:21.6pt">
  <p class="MsoNormal" style="line-height:normal"><img src="data:image/png;base64,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" alt="footer image" style="position:relative; width:62.5pt;height:11.5pt;visibility:visible;"></img></p>
  </td>
  <td style="width:13.0cm;background:#F2F2F2;padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:21.6pt">
  <p class="MsoNormal" style="text-align:center;line-height:normal"><span style="color:black;">Üzleti
  jelentés 2024</span><span style="font-size:11.0pt"></span></p>
  </td>
  <td style="width:4.0cm;background:#E30018;padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:21.6pt">
  <p class="MsoNormal" style="text-align:center;line-height:normal"><span style="font-size:10.0pt;color:white;">25</span><span style="font-size:10.0pt"></span></p>
  </td>
 </tr>
</tbody></table>

<p class="MsoHeader"><b><span> </span></b></p>

</div></div><div class="WordSection25">

<p class="MsoNormal" style="margin-top:6.0pt;margin-right:0cm;margin-bottom:6.0pt;margin-left:0cm;text-align:justify;page-break-after:avoid;"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk64375587"><span style="mso-bookmark:_Hlk1894639"><span style="mso-bookmark:_Hlk1894610"><b><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;text-transform:uppercase">3.5 INNOVATÍV ÜZLETÁGAK ÉS SZOLGÁLTATÁSOK</span></b></span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk64375587"><span style="mso-bookmark:_Hlk1894639"><span style="mso-bookmark:_Hlk1894610"><b><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;text-transform:uppercase"> <sup>(14)</sup></span></b></span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk64375587"><span style="mso-bookmark:_Hlk1894639"><span style="mso-bookmark:_Hlk1894610"><b><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;"></span></b></span></span></span></span></p>

<p class="MsoNormal" style="margin-bottom:0;margin-top:0;margin-left:36.0pt;text-align:justify;text-indent:-36.0pt;page-break-after:avoid;"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk64375587"><span style="mso-bookmark:_Hlk1894639"><span style="mso-bookmark:_Hlk1894610"><a id="_Toc129160672"></a><a id="_Toc129243823"><b><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;text-transform:uppercase"><span>3.5.1<span style="font:7.0pt &quot;Times New Roman&quot;">           
</span></span></span></b><b><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;text-transform:uppercase">Fogyasztói szolgáltatások</span></b></a></span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk64375587"><span style="mso-bookmark:_Hlk1894639"><span style="mso-bookmark:_Hlk1894610"><b><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;text-transform:uppercase"></span></b></span></span></span></span></p>

<p class="MsoNormal" style="text-align:justify;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk64375587"><span style="mso-bookmark:_Hlk1894639"><span style="mso-bookmark:_Hlk1894610"><span style="font-size:7.0pt;font-family:&quot;Calibri&quot;,sans-serif;"></span></span></span></span></span></p>

<table class="MsoNormalTable" title="6c7e8b4c-b87c-4c8d-8b8e-1dda2830709a" style="border:solid 0pt;border-collapse:collapse;border-spacing:0;;"><tbody>
 <tr style="height:19.5pt">
  <td style="width:330.0pt;border:none;border-top:solid windowtext 1.0pt;&#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:19.5pt">
  <p class="MsoNormal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk64375587"><span style="mso-bookmark:_Hlk1894639"><span style="mso-bookmark:_Hlk1894610"><b><span style="  line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;color:black">Szegmens IFRS
  eredmények (Mrd Ft-ban)</span></b></span></span></span></span></p>
  </td>
  
  <td style="width:65.0pt;border:none;border-top:solid windowtext 1.0pt;&#xD;&#xA;  background:lightgrey;padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:19.5pt">
  <p class="MsoNormal" style="text-align:center"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk64375587"><span style="mso-bookmark:_Hlk1894639"><span style="mso-bookmark:_Hlk1894610"><b><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black">2024. év</span></b></span></span></span></span></p>
  </td>
  
  <td style="width:65.0pt;border:none;border-top:solid windowtext 1.0pt;&#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:19.5pt">
  <p class="MsoNormal" style="text-align:center"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk64375587"><span style="mso-bookmark:_Hlk1894639"><span style="mso-bookmark:_Hlk1894610"><b><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black">2023. év</span></b></span></span></span></span></p>
  </td>
  
  <td style="width:44.0pt;border:none;border-top:solid windowtext 1.0pt;&#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:19.5pt">
  <p class="MsoNormal" style="text-align:center"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk64375587"><span style="mso-bookmark:_Hlk1894639"><span style="mso-bookmark:_Hlk1894610"><b><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black">Vált. %</span></b></span></span></span></span></p>
  </td>
  
 </tr>
 <tr style="height:11.25pt">
  <td style="width:330.0pt;border-top:solid windowtext 1.0pt;&#xD;&#xA;  border-left:none;border-bottom:solid #A6A6A6 1.0pt;border-right:none;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;height:11.25pt">
  <p class="MsoNormal" style="text-align:justify"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk64375587"><span style="mso-bookmark:_Hlk1894639"><span style="mso-bookmark:_Hlk1894610"><span style="  line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;color:black">EBITDA</span></span></span></span></span></p>
  </td>
  
  <td style="vertical-align:top;width:65.0pt;border-top:solid windowtext 1.0pt;&#xD;&#xA;  border-left:none;border-bottom:solid #A6A6A6 1.0pt;border-right:none;&#xD;&#xA;  &#xD;&#xA;  background:lightgrey;padding:0cm 5.4pt 0cm 5.4pt;height:11.25pt">
  <p class="MsoNormal" style="text-align:right"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk64375587"><span style="mso-bookmark:_Hlk1894639"><span style="mso-bookmark:_Hlk1894610"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black">271,0</span></span></span></span></span></p>
  </td>
  
  <td style="vertical-align:top;width:65.0pt;border-top:solid windowtext 1.0pt;&#xD;&#xA;  border-left:none;border-bottom:solid #A6A6A6 1.0pt;border-right:none;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;height:11.25pt">
  <p class="MsoNormal" style="text-align:right"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk64375587"><span style="mso-bookmark:_Hlk1894639"><span style="mso-bookmark:_Hlk1894610"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black">244,8</span></span></span></span></span></p>
  </td>
  
  <td style="vertical-align:top;width:44.0pt;border-top:solid windowtext 1.0pt;&#xD;&#xA;  border-left:none;border-bottom:solid #A6A6A6 1.0pt;border-right:none;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;height:11.25pt">
  <p class="MsoNormal" style="text-align:right"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk64375587"><span style="mso-bookmark:_Hlk1894639"><span style="mso-bookmark:_Hlk1894610"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black">11</span></span></span></span></span></p>
  </td>
  
 </tr>
 <tr style="height:11.25pt">
  <td style="width:330.0pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:11.25pt">
  <p class="MsoNormal" style="text-align:justify"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk64375587"><span style="mso-bookmark:_Hlk1894639"><span style="mso-bookmark:_Hlk1894610"><b><span style="  line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;color:black">EBITDA
  speciális tételek nélkül<sup>(1)</sup></span></b></span></span></span></span></p>
  </td>
  
  <td style="vertical-align:top;width:65.0pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  background:lightgrey;padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:11.25pt">
  <p class="MsoNormal" style="text-align:right"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk64375587"><span style="mso-bookmark:_Hlk1894639"><span style="mso-bookmark:_Hlk1894610"><b><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black">271,0</span></b></span></span></span></span></p>
  </td>
  
  <td style="vertical-align:top;width:65.0pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:11.25pt">
  <p class="MsoNormal" style="text-align:right"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk64375587"><span style="mso-bookmark:_Hlk1894639"><span style="mso-bookmark:_Hlk1894610"><b><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black">244,8</span></b></span></span></span></span></p>
  </td>
  
  <td style="vertical-align:top;width:44.0pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:11.25pt">
  <p class="MsoNormal" style="text-align:right"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk64375587"><span style="mso-bookmark:_Hlk1894639"><span style="mso-bookmark:_Hlk1894610"><b><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black">11</span></b></span></span></span></span></p>
  </td>
  
 </tr>
 <tr style="height:11.25pt">
  <td style="width:330.0pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:11.25pt">
  <p class="MsoNormal" style="text-align:justify"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk64375587"><span style="mso-bookmark:_Hlk1894639"><span style="mso-bookmark:_Hlk1894610"><span style="  line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;color:black">Üzleti
  eredmény</span></span></span></span></span></p>
  </td>
  
  <td style="vertical-align:top;width:65.0pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  background:lightgrey;padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:11.25pt">
  <p class="MsoNormal" style="text-align:right"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk64375587"><span style="mso-bookmark:_Hlk1894639"><span style="mso-bookmark:_Hlk1894610"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black">193,8</span></span></span></span></span></p>
  </td>
  
  <td style="vertical-align:top;width:65.0pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:11.25pt">
  <p class="MsoNormal" style="text-align:right"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk64375587"><span style="mso-bookmark:_Hlk1894639"><span style="mso-bookmark:_Hlk1894610"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black">122,0</span></span></span></span></span></p>
  </td>
  
  <td style="vertical-align:top;width:44.0pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:11.25pt">
  <p class="MsoNormal" style="text-align:right"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk64375587"><span style="mso-bookmark:_Hlk1894639"><span style="mso-bookmark:_Hlk1894610"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black">59</span></span></span></span></span></p>
  </td>
  
 </tr>
 <tr style="height:11.25pt">
  <td style="width:330.0pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:11.25pt">
  <p class="MsoNormal" style="text-align:justify"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk64375587"><span style="mso-bookmark:_Hlk1894639"><span style="mso-bookmark:_Hlk1894610"><b><span style="  line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;color:black">Üzleti
  eredmény speciális tételek nélkül<sup>(1)</sup></span></b></span></span></span></span></p>
  </td>
  
  <td style="vertical-align:top;width:65.0pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  background:lightgrey;padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:11.25pt">
  <p class="MsoNormal" style="text-align:right"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk64375587"><span style="mso-bookmark:_Hlk1894639"><span style="mso-bookmark:_Hlk1894610"><b><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black">193,8</span></b></span></span></span></span></p>
  </td>
  
  <td style="vertical-align:top;width:65.0pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:11.25pt">
  <p class="MsoNormal" style="text-align:right"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk64375587"><span style="mso-bookmark:_Hlk1894639"><span style="mso-bookmark:_Hlk1894610"><b><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black">183,3</span></b></span></span></span></span></p>
  </td>
  
  <td style="vertical-align:top;width:44.0pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:11.25pt">
  <p class="MsoNormal" style="text-align:right"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk64375587"><span style="mso-bookmark:_Hlk1894639"><span style="mso-bookmark:_Hlk1894610"><b><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black">6</span></b></span></span></span></span></p>
  </td>
  
 </tr>
 <tr style="height:11.25pt">
  <td style="width:330.0pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:11.25pt">
  <p class="MsoNormal" style="text-align:justify"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk64375587"><span style="mso-bookmark:_Hlk1894639"><span style="mso-bookmark:_Hlk1894610"><b><span style="  line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;color:black">Beruházások és
  befektetések</span></b></span></span></span></span></p>
  </td>
  
  <td style="vertical-align:top;width:65.0pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  background:lightgrey;padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:11.25pt">
  <p class="MsoNormal" style="text-align:right"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk64375587"><span style="mso-bookmark:_Hlk1894639"><span style="mso-bookmark:_Hlk1894610"><b><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black">62,8</span></b></span></span></span></span></p>
  </td>
  
  <td style="vertical-align:top;width:65.0pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:11.25pt">
  <p class="MsoNormal" style="text-align:right"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk64375587"><span style="mso-bookmark:_Hlk1894639"><span style="mso-bookmark:_Hlk1894610"><b><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black">181,3</span></b></span></span></span></span></p>
  </td>
  
  <td style="vertical-align:top;width:44.0pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:11.25pt">
  <p class="MsoNormal" style="text-align:right"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk64375587"><span style="mso-bookmark:_Hlk1894639"><span style="mso-bookmark:_Hlk1894610"><b><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black">-65</span></b></span></span></span></span></p>
  </td>
  
 </tr>
 <tr style="height:11.25pt">
  <td style="width:330.0pt;border:none;border-bottom:solid windowtext 1.0pt;&#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:11.25pt">
  <p class="MsoNormal" style="text-indent:8.0pt;"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk64375587"><span style="mso-bookmark:_Hlk1894639"><span style="mso-bookmark:_Hlk1894610"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black">ebből organikus</span></span></span></span></span></p>
  </td>
  
  <td style="vertical-align:top;width:65.0pt;border:none;border-bottom:solid windowtext 1.0pt;&#xD;&#xA;  background:lightgrey;padding:&#xD;&#xA;  0cm 5.4pt 0cm 5.4pt;height:11.25pt">
  <p class="MsoNormal" style="text-align:right"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk64375587"><span style="mso-bookmark:_Hlk1894639"><span style="mso-bookmark:_Hlk1894610"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black">62,8</span></span></span></span></span></p>
  </td>
  
  <td style="vertical-align:top;width:65.0pt;border:none;border-bottom:solid windowtext 1.0pt;&#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:11.25pt">
  <p class="MsoNormal" style="text-align:right"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk64375587"><span style="mso-bookmark:_Hlk1894639"><span style="mso-bookmark:_Hlk1894610"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black">66,0</span></span></span></span></span></p>
  </td>
  
  <td style="vertical-align:top;width:44.0pt;border:none;border-bottom:solid windowtext 1.0pt;&#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:11.25pt">
  <p class="MsoNormal" style="text-align:right"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk64375587"><span style="mso-bookmark:_Hlk1894639"><span style="mso-bookmark:_Hlk1894610"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black">-5</span></span></span></span></span></p>
  </td>
  
 </tr>
</tbody></table>

<p class="MsoNormal" style="text-align:justify;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk64375587"><span style="mso-bookmark:_Hlk1894639"><span style="mso-bookmark:_Hlk1894610"><span style="font-size:7.0pt;font-family:&quot;Calibri&quot;,sans-serif;"><span> </span></span></span></span></span></span></p>

<table class="MsoNormalTable" title="a41b9e4f-e1a9-47d1-b773-db4ef611ca9b" style="border:solid 0pt;border-collapse:collapse;border-spacing:0;;"><tbody>
 <tr style="height:22.5pt">
  <td style="width:330.0pt;border-top:solid windowtext 1.0pt;&#xD;&#xA;  border-left:none;border-bottom:solid windowtext 1.0pt;border-right:none;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;height:22.5pt">
  <p class="MsoNormal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk64375587"><span style="mso-bookmark:_Hlk1894639"><span style="mso-bookmark:_Hlk1894610"><b><span style="  line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;color:black">Teljes
  kiskereskedelmi értékesítés (kt)</span></b></span></span></span></span></p>
  </td>
  
  <td style="width:65.0pt;border-top:solid windowtext 1.0pt;&#xD;&#xA;  border-left:none;border-bottom:solid windowtext 1.0pt;border-right:none;&#xD;&#xA;  &#xD;&#xA;  background:lightgrey;padding:0cm 5.4pt 0cm 5.4pt;height:22.5pt">
  <p class="MsoNormal" style="text-align:center"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk64375587"><span style="mso-bookmark:_Hlk1894639"><span style="mso-bookmark:_Hlk1894610"><b><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black">2024. év</span></b></span></span></span></span></p>
  </td>
  
  <td style="width:65.0pt;border-top:solid windowtext 1.0pt;&#xD;&#xA;  border-left:none;border-bottom:solid windowtext 1.0pt;border-right:none;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;height:22.5pt">
  <p class="MsoNormal" style="text-align:center"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk64375587"><span style="mso-bookmark:_Hlk1894639"><span style="mso-bookmark:_Hlk1894610"><b><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black">2023. év</span></b></span></span></span></span></p>
  </td>
  
  <td style="width:44.0pt;border-top:solid windowtext 1.0pt;&#xD;&#xA;  border-left:none;border-bottom:solid windowtext 1.0pt;border-right:none;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;height:22.5pt">
  <p class="MsoNormal" style="text-align:center"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk64375587"><span style="mso-bookmark:_Hlk1894639"><span style="mso-bookmark:_Hlk1894610"><b><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black">Vált. %</span></b></span></span></span></span></p>
  </td>
  
 </tr>
 <tr style="height:11.25pt">
  <td style="width:330.0pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:11.25pt">
  <p class="MsoNormal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk64375587"><span style="mso-bookmark:_Hlk1894639"><span style="mso-bookmark:_Hlk1894610"><span style="  line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;color:black">Magyarország</span></span></span></span></span></p>
  </td>
  
  <td style="width:65.0pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  background:lightgrey;padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:11.25pt">
  <p class="MsoNormal" style="text-align:right"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk64375587"><span style="mso-bookmark:_Hlk1894639"><span style="mso-bookmark:_Hlk1894610"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black">1.395</span></span></span></span></span></p>
  </td>
  
  <td style="width:65.0pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:11.25pt">
  <p class="MsoNormal" style="text-align:right"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk64375587"><span style="mso-bookmark:_Hlk1894639"><span style="mso-bookmark:_Hlk1894610"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black">1.493</span></span></span></span></span></p>
  </td>
  
  <td style="width:44.0pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:11.25pt">
  <p class="MsoNormal" style="text-align:right"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk64375587"><span style="mso-bookmark:_Hlk1894639"><span style="mso-bookmark:_Hlk1894610"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black">-7</span></span></span></span></span></p>
  </td>
  
 </tr>
 <tr style="height:11.25pt">
  <td style="width:330.0pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:11.25pt">
  <p class="MsoNormal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk64375587"><span style="mso-bookmark:_Hlk1894639"><span style="mso-bookmark:_Hlk1894610"><span style="  line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;color:black">Szlovákia</span></span></span></span></span></p>
  </td>
  
  <td style="width:65.0pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  background:lightgrey;padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:11.25pt">
  <p class="MsoNormal" style="text-align:right"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk64375587"><span style="mso-bookmark:_Hlk1894639"><span style="mso-bookmark:_Hlk1894610"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black">830</span></span></span></span></span></p>
  </td>
  
  <td style="width:65.0pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:11.25pt">
  <p class="MsoNormal" style="text-align:right"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk64375587"><span style="mso-bookmark:_Hlk1894639"><span style="mso-bookmark:_Hlk1894610"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black">816</span></span></span></span></span></p>
  </td>
  
  <td style="width:44.0pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:11.25pt">
  <p class="MsoNormal" style="text-align:right"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk64375587"><span style="mso-bookmark:_Hlk1894639"><span style="mso-bookmark:_Hlk1894610"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black">2</span></span></span></span></span></p>
  </td>
  
 </tr>
 <tr style="height:11.25pt">
  <td style="width:330.0pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:11.25pt">
  <p class="MsoNormal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk64375587"><span style="mso-bookmark:_Hlk1894639"><span style="mso-bookmark:_Hlk1894610"><span style="  line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;color:black">Lengyelország</span></span></span></span></span></p>
  </td>
  
  <td style="width:65.0pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  background:lightgrey;padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:11.25pt">
  <p class="MsoNormal" style="text-align:right"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk64375587"><span style="mso-bookmark:_Hlk1894639"><span style="mso-bookmark:_Hlk1894610"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black">671</span></span></span></span></span></p>
  </td>
  
  <td style="width:65.0pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:11.25pt">
  <p class="MsoNormal" style="text-align:right"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk64375587"><span style="mso-bookmark:_Hlk1894639"><span style="mso-bookmark:_Hlk1894610"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black">717</span></span></span></span></span></p>
  </td>
  
  <td style="width:44.0pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:11.25pt">
  <p class="MsoNormal" style="text-align:right"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk64375587"><span style="mso-bookmark:_Hlk1894639"><span style="mso-bookmark:_Hlk1894610"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black">-6</span></span></span></span></span></p>
  </td>
  
 </tr>
 <tr style="height:11.25pt">
  <td style="width:330.0pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:11.25pt">
  <p class="MsoNormal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk64375587"><span style="mso-bookmark:_Hlk1894639"><span style="mso-bookmark:_Hlk1894610"><span style="  line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;color:black">Horvátország</span></span></span></span></span></p>
  </td>
  
  <td style="width:65.0pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  background:lightgrey;padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:11.25pt">
  <p class="MsoNormal" style="text-align:right"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk64375587"><span style="mso-bookmark:_Hlk1894639"><span style="mso-bookmark:_Hlk1894610"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black">1.497</span></span></span></span></span></p>
  </td>
  
  <td style="width:65.0pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:11.25pt">
  <p class="MsoNormal" style="text-align:right"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk64375587"><span style="mso-bookmark:_Hlk1894639"><span style="mso-bookmark:_Hlk1894610"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black">1.423</span></span></span></span></span></p>
  </td>
  
  <td style="width:44.0pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:11.25pt">
  <p class="MsoNormal" style="text-align:right"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk64375587"><span style="mso-bookmark:_Hlk1894639"><span style="mso-bookmark:_Hlk1894610"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black">5</span></span></span></span></span></p>
  </td>
  
 </tr>
 <tr style="height:11.25pt">
  <td style="width:330.0pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:11.25pt">
  <p class="MsoNormal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk64375587"><span style="mso-bookmark:_Hlk1894639"><span style="mso-bookmark:_Hlk1894610"><span style="  line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;color:black">Románia</span></span></span></span></span></p>
  </td>
  
  <td style="width:65.0pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  background:lightgrey;padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:11.25pt">
  <p class="MsoNormal" style="text-align:right"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk64375587"><span style="mso-bookmark:_Hlk1894639"><span style="mso-bookmark:_Hlk1894610"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black">806</span></span></span></span></span></p>
  </td>
  
  <td style="width:65.0pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:11.25pt">
  <p class="MsoNormal" style="text-align:right"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk64375587"><span style="mso-bookmark:_Hlk1894639"><span style="mso-bookmark:_Hlk1894610"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black">787</span></span></span></span></span></p>
  </td>
  
  <td style="width:44.0pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:11.25pt">
  <p class="MsoNormal" style="text-align:right"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk64375587"><span style="mso-bookmark:_Hlk1894639"><span style="mso-bookmark:_Hlk1894610"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black">2</span></span></span></span></span></p>
  </td>
  
 </tr>
 <tr style="height:11.25pt">
  <td style="width:330.0pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:11.25pt">
  <p class="MsoNormal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk64375587"><span style="mso-bookmark:_Hlk1894639"><span style="mso-bookmark:_Hlk1894610"><span style="  line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;color:black">Csehország</span></span></span></span></span></p>
  </td>
  
  <td style="width:65.0pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  background:lightgrey;padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:11.25pt">
  <p class="MsoNormal" style="text-align:right"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk64375587"><span style="mso-bookmark:_Hlk1894639"><span style="mso-bookmark:_Hlk1894610"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black">503</span></span></span></span></span></p>
  </td>
  
  <td style="width:65.0pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:11.25pt">
  <p class="MsoNormal" style="text-align:right"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk64375587"><span style="mso-bookmark:_Hlk1894639"><span style="mso-bookmark:_Hlk1894610"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black">501</span></span></span></span></span></p>
  </td>
  
  <td style="width:44.0pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:11.25pt">
  <p class="MsoNormal" style="text-align:right"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk64375587"><span style="mso-bookmark:_Hlk1894639"><span style="mso-bookmark:_Hlk1894610"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black">0</span></span></span></span></span></p>
  </td>
  
 </tr>
 <tr style="height:11.25pt">
  <td style="width:330.0pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:11.25pt">
  <p class="MsoNormal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk64375587"><span style="mso-bookmark:_Hlk1894639"><span style="mso-bookmark:_Hlk1894610"><span style="  line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;color:black">Egyéb<sup>(8)</sup></span></span></span></span></span></p>
  </td>
  
  <td style="width:65.0pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  background:lightgrey;padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:11.25pt">
  <p class="MsoNormal" style="text-align:right"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk64375587"><span style="mso-bookmark:_Hlk1894639"><span style="mso-bookmark:_Hlk1894610"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black">849</span></span></span></span></span></p>
  </td>
  
  <td style="width:65.0pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:11.25pt">
  <p class="MsoNormal" style="text-align:right"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk64375587"><span style="mso-bookmark:_Hlk1894639"><span style="mso-bookmark:_Hlk1894610"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black">714</span></span></span></span></span></p>
  </td>
  
  <td style="width:44.0pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:11.25pt">
  <p class="MsoNormal" style="text-align:right"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk64375587"><span style="mso-bookmark:_Hlk1894639"><span style="mso-bookmark:_Hlk1894610"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black">19</span></span></span></span></span></p>
  </td>
  
 </tr>
 <tr style="height:11.25pt">
  <td style="width:330.0pt;border:none;border-bottom:solid windowtext 1.0pt;&#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:11.25pt">
  <p class="MsoNormal" style="text-align:justify"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk64375587"><span style="mso-bookmark:_Hlk1894639"><span style="mso-bookmark:_Hlk1894610"><b><span style="  line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;color:black">Összesen</span></b></span></span></span></span></p>
  </td>
  
  <td style="width:65.0pt;border:none;border-bottom:solid windowtext 1.0pt;&#xD;&#xA;  background:lightgrey;padding:&#xD;&#xA;  0cm 5.4pt 0cm 5.4pt;height:11.25pt">
  <p class="MsoNormal" style="text-align:right"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk64375587"><span style="mso-bookmark:_Hlk1894639"><span style="mso-bookmark:_Hlk1894610"><b><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black">6.551</span></b></span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk64375587"><span style="mso-bookmark:_Hlk1894639"><span style="mso-bookmark:_Hlk1894610"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black"></span></span></span></span></span></p>
  </td>
  
  <td style="width:65.0pt;border:none;border-bottom:solid windowtext 1.0pt;&#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:11.25pt">
  <p class="MsoNormal" style="text-align:right"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk64375587"><span style="mso-bookmark:_Hlk1894639"><span style="mso-bookmark:_Hlk1894610"><b><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black">6.451</span></b></span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk64375587"><span style="mso-bookmark:_Hlk1894639"><span style="mso-bookmark:_Hlk1894610"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black"></span></span></span></span></span></p>
  </td>
  
  <td style="width:44.0pt;border:none;border-bottom:solid windowtext 1.0pt;&#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:11.25pt">
  <p class="MsoNormal" style="text-align:right"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk64375587"><span style="mso-bookmark:_Hlk1894639"><span style="mso-bookmark:_Hlk1894610"><b><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black">2</span></b></span></span></span></span></p>
  </td>
  
 </tr>
</tbody></table>

<p class="MsoNormal" style="text-align:justify;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk64375587"><span style="mso-bookmark:_Hlk1894639"><span style="mso-bookmark:_Hlk1894610"><span style="font-size:7.0pt;font-family:&quot;Calibri&quot;,sans-serif;"><span> </span></span></span></span></span></span></p>

<table class="MsoNormalTable" title="619c3cc9-ea4b-4124-8417-f2881763e185" style="border:solid 0pt;border-collapse:collapse;border-spacing:0;;"><tbody>
 <tr style="height:22.5pt">
  <td style="width:330.0pt;border-top:solid windowtext 1.0pt;&#xD;&#xA;  border-left:none;border-bottom:solid windowtext 1.0pt;border-right:none;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;height:22.5pt">
  <p class="MsoNormal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk64375587"><span style="mso-bookmark:_Hlk1894639"><span style="mso-bookmark:_Hlk1894610"><b><span style="  line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;color:black">Nem-üzemanyag
  indikátorok</span></b></span></span></span></span></p>
  </td>
  
  <td style="width:85.0pt;border-top:solid windowtext 1.0pt;&#xD;&#xA;  border-left:none;border-bottom:solid windowtext 1.0pt;border-right:none;&#xD;&#xA;  &#xD;&#xA;  background:lightgrey;padding:0cm 5.4pt 0cm 5.4pt;height:22.5pt">
  <p class="MsoNormal" style="text-align:center"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk64375587"><span style="mso-bookmark:_Hlk1894639"><span style="mso-bookmark:_Hlk1894610"><b><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black">2024. év</span></b></span></span></span></span></p>
  </td>
  
  <td style="width:85.0pt;border-top:solid windowtext 1.0pt;&#xD;&#xA;  border-left:none;border-bottom:solid windowtext 1.0pt;border-right:none;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;height:22.5pt">
  <p class="MsoNormal" style="text-align:center"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk64375587"><span style="mso-bookmark:_Hlk1894639"><span style="mso-bookmark:_Hlk1894610"><b><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black">2023. év</span></b></span></span></span></span></p>
  </td>
  
 </tr>
 <tr style="height:11.25pt">
  <td style="width:330.0pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:11.25pt">
  <p class="MsoNormal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk64375587"><span style="mso-bookmark:_Hlk1894639"><span style="mso-bookmark:_Hlk1894610"><span style="  line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;color:black">Nem-üzemanyag
  margin a teljes margin arányában</span></span></span></span></span></p>
  </td>
  
  <td style="width:85.0pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  &#xD;&#xA;  background:lightgrey;padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:11.25pt">
  <p class="MsoNormal" style="text-align:right"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk64375587"><span style="mso-bookmark:_Hlk1894639"><span style="mso-bookmark:_Hlk1894610"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black">36,8%</span></span></span></span></span></p>
  </td>
  
  <td style="width:85.0pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:11.25pt">
  <p class="MsoNormal" style="text-align:right"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk64375587"><span style="mso-bookmark:_Hlk1894639"><span style="mso-bookmark:_Hlk1894610"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black">34,2%</span></span></span></span></span></p>
  </td>
  
 </tr>
 <tr style="height:11.25pt">
  <td style="width:330.0pt;border:none;border-bottom:solid windowtext 1.0pt;&#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:11.25pt">
  <p class="MsoNormal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk64375587"><span style="mso-bookmark:_Hlk1894639"><span style="mso-bookmark:_Hlk1894610"><span style="  line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;color:black">Fresh Cornerek
  száma</span></span></span></span></span></p>
  </td>
  
  <td style="width:85.0pt;border:none;border-bottom:solid windowtext 1.0pt;&#xD;&#xA;  background:lightgrey;padding:&#xD;&#xA;  0cm 5.4pt 0cm 5.4pt;height:11.25pt">
  <p class="MsoNormal" style="text-align:right"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk64375587"><span style="mso-bookmark:_Hlk1894639"><span style="mso-bookmark:_Hlk1894610"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black">1.329</span></span></span></span></span></p>
  </td>
  
  <td style="width:85.0pt;border:none;border-bottom:solid windowtext 1.0pt;&#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:11.25pt">
  <p class="MsoNormal" style="text-align:right"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk64375587"><span style="mso-bookmark:_Hlk1894639"><span style="mso-bookmark:_Hlk1894610"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black">1.253</span></span></span></span></span></p>
  </td>
  
 </tr>
</tbody></table>

<p class="MsoNormal" style="text-align:justify;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk64375587"><span style="mso-bookmark:_Hlk1894639"><span style="mso-bookmark:_Hlk1894610"><span style="font-size:7.0pt;font-family:&quot;Calibri&quot;,sans-serif;"><span> </span></span></span></span></span></span></p>

<p class="MsoNormal" style="text-align:justify;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk64375587"><span style="mso-bookmark:_Hlk1894639"><span style="mso-bookmark:_Hlk1894610"><span style="font-size:7.0pt;font-family:&quot;Calibri&quot;,sans-serif;">A
megjegyzéseket és speciális tételeket az 1. és 2. számú melléklet tartalmazza.</span></span></span></span></span></p>

<p class="MsoNormal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk64375587"><span style="mso-bookmark:_Hlk1894639"><span style="mso-bookmark:_Hlk1894610"><span style="font-size:7.0pt;line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;color:black;">A
Társaság honlapjára feltöltött éves </span></span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk64375587"><span style="mso-bookmark:_Hlk1894639"><span style="mso-bookmark:_Hlk1894610"><span style="font-size:7.0pt;line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif">Adattárban</span></span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk64375587"><span style="mso-bookmark:_Hlk1894639"><span style="mso-bookmark:_Hlk1894610"><span style="font-size:7.0pt;line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;color:black;"> megtalálható további táblázatok:
MOL-csoport töltőállomások száma, Kiskereskedelmi kőolajtermék-értékesítés
(kt), Benzin és Gázolaj Értékesítés országonként (kt). </span></span></span></span></span></p>

<p class="MsoNormal"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk64375587"><span style="mso-bookmark:_Hlk1894639"><span style="mso-bookmark:_Hlk1894610"><span style="font-size:7.0pt;line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;color:black;"><span> </span></span></span></span></span></span></p>

<p class="MsoNormal" style="margin-bottom:0;margin-top:0;margin-left:36.0pt;text-align:justify;text-indent:-36.0pt;"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk64375587"><span style="mso-bookmark:_Hlk1894639"><span style="mso-bookmark:_Hlk1894610"><b><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;text-transform:uppercase"><span style="display:inline-block; text-indent:0pt; min-width:36.0pt;">3.5.1.1<span style="font:7.0pt &quot;Times New Roman&quot;">      
</span></span></span></b><b><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;text-transform:uppercase">A 2024-es év PÉNZÜGYI eredményeinek összefoglalója</span></b></span></span></span></span></p>

<p class="MsoNormal" style="margin-top:6.0pt;margin-right:0cm;margin-bottom:6.0pt;margin-left:0cm;text-align:justify;"><span style="mso-bookmark:&#xD;&#xA;_Hlk3196057"><span style="mso-bookmark:_Hlk64375587"><span style="mso-bookmark:&#xD;&#xA;_Hlk1894639"><span style="mso-bookmark:_Hlk1894610"><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;">2024-ben az EBITDA 11%-kal nőtt a 2023-as
eredményhez képest, elérve a 271 milliárd forintot. A Fogyasztói Szolgáltatások
ezt az organikus növekedést annak ellenére érte el, hogy a hálózat mérete
4%-kal csökkent, ami ügyfeleink lojalitását és a nem üzemanyag jellegű
termékkínálatunk erejét mutatja. 2024 végére az összes töltőállomás száma
2 330 volt, amelyből a Fresh Corner egységek száma 6%-kal emelkedett,
elérve az 1 329-et. A Fogyasztói Szolgáltatások egyszerűsített szabad
pénzáram-hozzájárulása a Csoporthoz 14%-kal nőtt, 2024-ben elérve a 569 millió
dollárt.</span></span></span></span></span></p>

<p class="MsoNormal" style="margin-top:6.0pt;margin-right:0cm;margin-bottom:6.0pt;margin-left:0cm;text-align:justify;"><span style="mso-bookmark:&#xD;&#xA;_Hlk3196057"><span style="mso-bookmark:_Hlk64375587"><span style="mso-bookmark:&#xD;&#xA;_Hlk1894639"><span style="mso-bookmark:_Hlk1894610"><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;">Az üzemanyag-értékesítés is pozitívan járult
hozzá az eredményekhez, de az év/év növekedéshez mindössze 2 millió dollárral
tett hozzá. Az értékesített mennyiségek 1%-kal csökkentek az előző évhez
képest, miközben az egy állomásra jutó átlagos forgalom 3%-kal javult. Ez
összhangban van a hálózat méretének 4%-os csökkenésével. A nem
üzemanyag-jellegű termékek forgalma 4%-kal nőtt, míg a margin 11%-kal
emelkedett év/év alapon. A nem üzemanyag-jellegű termékek marginhozzájárulása
is nőtt, 36,8%-ra emelkedve.</span></span></span></span></span></p>

<p class="MsoNormal" style="margin-top:6.0pt;margin-right:0cm;margin-bottom:6.0pt;margin-left:0cm;text-align:justify;"><span style="mso-bookmark:&#xD;&#xA;_Hlk3196057"><span style="mso-bookmark:_Hlk64375587"><span style="mso-bookmark:&#xD;&#xA;_Hlk1894639"><span style="mso-bookmark:_Hlk1894610"><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;">Ez azt jelenti, hogy a Fogyasztói
Szolgáltatások sikeresen kezelte a hálózatméret csökkenését, miközben a MOL
márkaereje alacsonyan tartotta a lemorzsolódást, és az eladott mennyiségek
közel stabilak maradtak a teljes hálózatban.</span></span></span></span></span></p>

<p class="MsoNormal" style="margin-bottom:0;margin-top:0;margin-left:36.0pt;text-align:justify;text-indent:-36.0pt;"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk64375587"><span style="mso-bookmark:_Hlk1894639"><span style="mso-bookmark:_Hlk1894610"><b><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;text-transform:uppercase"><span style="display:inline-block; text-indent:0pt; min-width:36.0pt;">3.5.1.2<span style="font:7.0pt &quot;Times New Roman&quot;">      
</span></span></span></b><b><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;text-transform:uppercase">A 2024-eS év működési eredményeinek összefoglalója</span></b></span></span></span></span></p>

<p class="MsoNormal" style="margin-top:6.0pt;margin-right:0cm;margin-bottom:6.0pt;margin-left:0cm;text-align:justify;"><span style="mso-bookmark:&#xD;&#xA;_Hlk3196057"><span style="mso-bookmark:_Hlk64375587"><span style="mso-bookmark:&#xD;&#xA;_Hlk1894639"><span style="mso-bookmark:_Hlk1894610"><a><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;">A
szegmens két fő üzletágból áll: A „kiskereskedelem” magában foglalja az
üzemanyag- és a nem üzemanyag-kiskereskedelmet, míg a „mobilitási
szolgáltatások” az „úton lévő” emberek számára nyújtott egyéb szolgáltatásokat
foglalja magában.</span></a></span></span></span></span></p>

<p class="MsoNormal" style="margin-top:6.0pt;margin-right:0cm;margin-bottom:6.0pt;margin-left:0cm;text-align:justify;"><span style="mso-bookmark:&#xD;&#xA;_Hlk3196057"><span style="mso-bookmark:_Hlk64375587"><span style="mso-bookmark:&#xD;&#xA;_Hlk1894639"><span style="mso-bookmark:_Hlk1894610"><span style="mso-bookmark:&#xD;&#xA;_Hlk95922786"><b><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;">Kiskereskedelem</span></b></span></span></span></span></span></p>

<p class="MsoNormal" style="margin-top:6.0pt;margin-right:0cm;margin-bottom:6.0pt;margin-left:0cm;text-align:justify;"><span style="mso-bookmark:&#xD;&#xA;_Hlk3196057"><span style="mso-bookmark:_Hlk64375587"><span style="mso-bookmark:&#xD;&#xA;_Hlk1894639"><span style="mso-bookmark:_Hlk1894610"><span style="mso-bookmark:&#xD;&#xA;_Hlk95922786"><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;">A MOL
Csoport 2022 és 2023 során jelentősen bővítette hálózatát inorganikus növekedés
révén: 2022 decemberében belépett 10. európai országába, Lengyelországba, ahol
417 töltőállomást vásárolt meg a LOTOS Paliwa márkával, a PKN Orlen és a Grupa
LOTOS SA-val kötött megállapodások alapján. 2023. június 30-án a MOL lezárta az
OMV Slovenija d. o. o. vállalat felvásárlását, amelyet ezt követően MOL &amp;
INA d. o. o.-ra neveztek át. A tulajdonosváltás magában foglalta a vállalat
teljes működésének átvételét, beleértve az OMV teljes szlovéniai
töltőállomás-hálózatát. Az akvizíció összesen 120 töltőállomást érintett, és
ennek révén a MOL a szlovén piac második legnagyobb szereplőjévé lépett elő.</span></span></span></span></span></span></p>

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  <p class="MsoNormal" style="line-height:normal"><img src="data:image/png;base64,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" alt="footer image" style="position:relative; width:62.5pt;height:11.5pt;visibility:visible;"></img></p>
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  <p class="MsoNormal" style="text-align:center;line-height:normal"><span style="color:black;">Üzleti
  jelentés 2024</span><span style="font-size:11.0pt"></span></p>
  </td>
  <td style="width:4.0cm;background:#E30018;padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:21.6pt">
  <p class="MsoNormal" style="text-align:center;line-height:normal"><span style="font-size:10.0pt;color:white;">26</span><span style="font-size:10.0pt"></span></p>
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<p class="MsoHeader"><b><span> </span></b></p>

</div></div><div class="WordSection26">

<p class="MsoNormal" style="margin-top:6.0pt;margin-right:0cm;margin-bottom:6.0pt;margin-left:0cm;text-align:justify;"><span style="mso-bookmark:&#xD;&#xA;_Hlk3196057"><span style="mso-bookmark:_Hlk64375587"><span style="mso-bookmark:&#xD;&#xA;_Hlk1894639"><span style="mso-bookmark:_Hlk1894610"><span style="mso-bookmark:&#xD;&#xA;_Hlk95922786"><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;">2024-ben
a MOL továbbra is megőrizte piacvezető pozícióját Magyarországon,
Horvátországban és Szlovákiában, valamint második helyen szerepel Szlovéniában
és Szerbiában. A cég a harmadik legnagyobb piaci szereplővé vált Csehországban,
Montenegróban, Romániában és Lengyelországban is.</span></span></span></span></span></span></p>

<p class="MsoNormal" style="margin-top:6.0pt;margin-right:0cm;margin-bottom:6.0pt;margin-left:0cm;text-align:justify;"><span style="mso-bookmark:&#xD;&#xA;_Hlk3196057"><span style="mso-bookmark:_Hlk64375587"><span style="mso-bookmark:&#xD;&#xA;_Hlk1894639"><span style="mso-bookmark:_Hlk1894610"><span style="mso-bookmark:&#xD;&#xA;_Hlk95922786"><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;">2024-ben
15 új töltőállomást nyitottunk, amelyek közül 3 autópályák mellett helyezkedik
el. Több mint 140 töltőállomáson végeztünk jelentős rekonstrukciós
munkálatokat, beleértve a töltőállomások előterének, autómosóinak felújítását,
valamint a Fresh Corner koncepció bevezetését. 2024 végére a Fresh Corner
egységek száma elérte az 1 329-et. A nagyobb beruházások mellett több mint 500
gasztronómiai fejlesztési projektet hajtottunk végre, hogy tovább növeljük a
nem-üzemanyag jellegű tranzakciók arányát.</span></span></span></span></span></span></p>

<p class="MsoNormal" style="margin-top:6.0pt;margin-right:0cm;margin-bottom:6.0pt;margin-left:0cm;text-align:justify;"><span style="mso-bookmark:&#xD;&#xA;_Hlk3196057"><span style="mso-bookmark:_Hlk64375587"><span style="mso-bookmark:&#xD;&#xA;_Hlk1894639"><span style="mso-bookmark:_Hlk1894610"><span style="mso-bookmark:&#xD;&#xA;_Hlk95922786"><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;">Ezen
felül a Fresh Corner koncepció folyamatosan fejlődik a gasztronómiai és
élelmiszer-kategóriák bővítésével. A kínálat szélesedett a kényelmi
szolgáltatások (például önkiszolgáló és innovatív fizetési megoldások) terén,
valamint a saját márkás termékek bevezetésével a csoport egészében. A hot dog
és a minőségi kávé továbbra is a fő termékek közé tartozik, kiegészülve más
kínálattal, például szendvicsekkel és péksüteményekkel.</span></span></span></span></span></span></p>

<p class="MsoNormal" style="margin-top:6.0pt;margin-right:0cm;margin-bottom:6.0pt;margin-left:0cm;text-align:justify;"><span style="mso-bookmark:&#xD;&#xA;_Hlk3196057"><span style="mso-bookmark:_Hlk64375587"><span style="mso-bookmark:&#xD;&#xA;_Hlk1894639"><span style="mso-bookmark:_Hlk1894610"><span style="mso-bookmark:&#xD;&#xA;_Hlk95922786"><b><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;">Kiskereskedelmi
Ügyfelek</span></b></span></span></span></span></span></p>

<p class="MsoNormal" style="margin-top:6.0pt;margin-right:0cm;margin-bottom:6.0pt;margin-left:0cm;text-align:justify;"><span style="mso-bookmark:&#xD;&#xA;_Hlk3196057"><span style="mso-bookmark:_Hlk64375587"><span style="mso-bookmark:&#xD;&#xA;_Hlk1894639"><span style="mso-bookmark:_Hlk1894610"><span style="mso-bookmark:&#xD;&#xA;_Hlk95922786"><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;">A
Fogyasztói Szolgáltatások rendszeresen gyűjti a lakossági ügyfelek
visszajelzéseit, és több csatornán keresztül követi nyomon az
ügyfél-elégedettséget. Ennek eredményeként a MOL-Csoport nem használ és nem is
jelent egyetlen, egységes lakossági ügyfél-elégedettségi mutatót, mivel az
alkalmazott elégedettségi mutatók az adott visszacsatolási csatornától függnek.</span></span></span></span></span></span></p>

<p class="MsoNormal" style="margin-top:6.0pt;margin-right:0cm;margin-bottom:6.0pt;margin-left:0cm;text-align:justify;"><span style="mso-bookmark:&#xD;&#xA;_Hlk3196057"><span style="mso-bookmark:_Hlk64375587"><span style="mso-bookmark:&#xD;&#xA;_Hlk1894639"><span style="mso-bookmark:_Hlk1894610"><span style="mso-bookmark:&#xD;&#xA;_Hlk95922786"><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;">Ügyfeleink
viselkedését havi szinten követjük nyomon egy átfogó ügyfélismereti rendszer, a
Brand Tracking segítségével. Ez a rendszer nyolc országban működik (mivel
2024-ben integráltuk Lengyelországot), összesen 3 000 ügyfél részvételével
országonként, ami a MOL-Csoport szintjén 24 000 főt jelent. A havi adatrögzítés
során minden országban 250 ügyfelet kérdezünk meg. A Brand Tracking értékes
adatokat nyújt a márkaismertségről, használati szokásokról, az általános
márkateljesítményről, valamint 25 kulcsfontosságú teljesítménymutatóról (KPI)
az üzemanyag, a gasztronómia, az üzletek higiéniája, a hűségprogramok és a
személyzet viselkedése kapcsán. Ezek az adatok ország-specifikus akciótervek
kidolgozását segítik, továbbá a legfontosabb kampányok hatékonyságának
mérésével lehetővé teszik azok folyamatos optimalizálását.</span></span></span></span></span></span></p>

<p class="MsoNormal" style="margin-top:6.0pt;margin-right:0cm;margin-bottom:6.0pt;margin-left:0cm;text-align:justify;"><span style="mso-bookmark:&#xD;&#xA;_Hlk3196057"><span style="mso-bookmark:_Hlk64375587"><span style="mso-bookmark:&#xD;&#xA;_Hlk1894639"><span style="mso-bookmark:_Hlk1894610"><span style="mso-bookmark:&#xD;&#xA;_Hlk95922786"><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;">A
minőség iránti elkötelezettségünket tovább erősítettük a termékminőség
fejlesztését célzó kezdeményezésekkel, amelyeket különböző tesztek támogattak.
Üzemanyag-minőségellenőrzéseink például az osztrák DTC Austria közreműködésével
zajlanak, míg független ügynökségek vaktesztekkel értékelik kulcsfontosságú
gasztronómiai termékeinket, például a kávét, a hot dogokat és saját márkás
termékeinket.</span></span></span></span></span></span></p>

<p class="MsoNormal" style="margin-top:6.0pt;margin-right:0cm;margin-bottom:6.0pt;margin-left:0cm;text-align:justify;"><span style="mso-bookmark:&#xD;&#xA;_Hlk3196057"><span style="mso-bookmark:_Hlk64375587"><span style="mso-bookmark:&#xD;&#xA;_Hlk1894639"><span style="mso-bookmark:_Hlk1894610"><span style="mso-bookmark:&#xD;&#xA;_Hlk95922786"><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;">Ezen
kívül tovább finomítottuk termékportfóliónkat és kínálatunkat az ad-hoc
kutatásokból nyert tapasztalatok alapján, például a Fresh Corner Usage &amp;
Attitude (U&amp;A) ismételt felméréseivel. Ez a MOL- Csoport legátfogóbb
kutatása, amelyet 2020-ban és 2024-ben végeztünk el. A legújabb Fresh Corner
U&amp;A több mint 3 000 ügyfelet vont be hat országban, mind kvalitatív, mind
kvantitatív módszerekkel, hogy mélyebben megértsük a vásárlói elvárásokat és
szokásokat. Emellett számos tematikus kutatást végeztünk hűségprogramunk
ügyfélbázisáról, hogy részletesebb képet kapjunk gasztronómiai termékeinkkel,
saját márkáinkkal és MOVE hűségprogramunkkal kapcsolatos preferenciáikról. Az
ezekből a kutatásokból származó betekintések még inkább ügyfélközpontú
döntéshozatalt tesznek lehetővé, és támogatják a csoport kiskereskedelmi
transzformációját. Az ezekből származó legjelentősebb fejlesztések közé
tartozik gasztronómiai kínálatunk bővítése (például szezonális hotdog ízek,
pizza wrap bevezetése), saját márkás termékfejlesztések és optimalizált
hűségprogramok.</span></span></span></span></span></span></p>

<p class="MsoNormal" style="margin-top:6.0pt;margin-right:0cm;margin-bottom:6.0pt;margin-left:0cm;text-align:justify;"><span style="mso-bookmark:&#xD;&#xA;_Hlk3196057"><span style="mso-bookmark:_Hlk64375587"><span style="mso-bookmark:&#xD;&#xA;_Hlk1894639"><span style="mso-bookmark:_Hlk1894610"><span style="mso-bookmark:&#xD;&#xA;_Hlk95922786"><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;">Annak
érdekében, hogy mélyebb betekintést nyerjünk hűséges vásárlóink folyamatosan
változó igényeibe, és gyorsan reagáljunk vásárlási szokásaikra, egy belső
kutatási rendszert is bevezettünk, amely lehetővé teszi a hűségprogramunk
tagjainak gyors visszajelzését. Ezek az elemzések folyamatosan hozzájárulnak
kínálatunk és hűségprogramjaink fejlesztéséhez.</span></span></span></span></span></span></p>

<p class="MsoNormal" style="margin-top:6.0pt;margin-right:0cm;margin-bottom:6.0pt;margin-left:0cm;text-align:justify;"><span style="mso-bookmark:&#xD;&#xA;_Hlk3196057"><span style="mso-bookmark:_Hlk64375587"><span style="mso-bookmark:&#xD;&#xA;_Hlk1894639"><span style="mso-bookmark:_Hlk1894610"><span style="mso-bookmark:&#xD;&#xA;_Hlk95922786"><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;">A MOL
ügyfélhűségprogramja kulcsszerepet játszik a Fogyasztói Szolgáltatások
digitális transzformációjában. A MOL MOVE digitális, játékosított, szintekre
épülő hűségprogramot nyolc piacon vezettük be (Horvátország, Szlovénia,
Magyarország, Csehország, Szlovákia, Lengyelország, Románia és Szerbia). A
platform lehetővé teszi a MOL Csoport számára a személyre szabott, magas fokon
automatizált, többcsatornás kommunikációt.</span></span></span></span></span></span></p>

<p class="MsoNormal" style="margin-top:6.0pt;margin-right:0cm;margin-bottom:6.0pt;margin-left:0cm;text-align:justify;"><span style="mso-bookmark:&#xD;&#xA;_Hlk3196057"><span style="mso-bookmark:_Hlk64375587"><span style="mso-bookmark:&#xD;&#xA;_Hlk1894639"><span style="mso-bookmark:_Hlk1894610"><span style="mso-bookmark:&#xD;&#xA;_Hlk95922786"><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;">Az új
program segítségével a mobilalkalmazás letöltések száma közel 5 millióra nőtt,
ami 2021-hez képest hétszeres növekedést jelent. Az elmúlt időszakban
jelentősen fejlesztettük belső képességeinket a játékosítás, a harmadik fél
által nyújtott ajánlatok integrációja és a személyre szabás terén. Sikeresen
teszteltük a mesterséges intelligencia alkalmazását, és jelenleg ennek
skálázásán dolgozunk annak érdekében, hogy ügyfeleink számára személyre szabott
élményt és ajánlatokat nyújtsunk.</span></span></span></span></span></span></p>

<p class="MsoNormal" style="margin-top:6.0pt;margin-right:0cm;margin-bottom:6.0pt;margin-left:0cm;text-align:justify;"><span style="mso-bookmark:&#xD;&#xA;_Hlk3196057"><span style="mso-bookmark:_Hlk64375587"><span style="mso-bookmark:&#xD;&#xA;_Hlk1894639"><span style="mso-bookmark:_Hlk1894610"><span style="mso-bookmark:&#xD;&#xA;_Hlk95922786"><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;">Ezenfelül
lehetővé tettük ügyfeleink számára, hogy a MOL hálózatát külföldön is
használják – határokon átnyúló pontgyűjtéssel és ajánlatokkal –, így egy valódi
regionális élményt teremtve a nyolc országban. Büszkék vagyunk arra, hogy a MOL
MOVE második egymást követő alkalommal nyerte el a Közép-Kelet-Európa
(beleértve Törökországot) legjobb hűségprogramjának járó díjat a rangos
International Loyalty Awards versenyen.</span></span></span></span></span></span></p>

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  <p class="MsoNormal" style="line-height:normal"><img src="data:image/png;base64,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" alt="footer image" style="position:relative; width:62.5pt;height:11.5pt;visibility:visible;"></img></p>
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  <td style="width:13.0cm;background:#F2F2F2;padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:21.6pt">
  <p class="MsoNormal" style="text-align:center;line-height:normal"><span style="color:black;">Üzleti
  jelentés 2024</span><span style="font-size:11.0pt"></span></p>
  </td>
  <td style="width:4.0cm;background:#E30018;padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:21.6pt">
  <p class="MsoNormal" style="text-align:center;line-height:normal"><span style="font-size:10.0pt;color:white;">27</span><span style="font-size:10.0pt"></span></p>
  </td>
 </tr>
</tbody></table>

<p class="MsoHeader"><b><span> </span></b></p>

</div></div><div class="WordSection27">

<p class="MsoNormal" style="margin-top:6.0pt;margin-right:0cm;margin-bottom:6.0pt;margin-left:0cm;text-align:justify;"><span style="mso-bookmark:&#xD;&#xA;_Hlk3196057"><span style="mso-bookmark:_Hlk64375587"><span style="mso-bookmark:&#xD;&#xA;_Hlk1894639"><span style="mso-bookmark:_Hlk1894610"><span style="mso-bookmark:&#xD;&#xA;_Hlk95922786"><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;">A MOL
tudatosan alkalmaz titkos vásárlói ellenőrzéseket (tendereztetett kiválasztási
folyamat alapján) az ügyfél-elégedettség mérésére különböző csatornákon
keresztül, elkerülve ezzel a belső torzításokat. A digitalizáció egyre nagyobb
szerepet kap belső működésünkben is, mesterséges intelligencián és gépi
tanuláson alapuló eszközök széleskörű alkalmazásával. Emellett az eSMILE nevű
online, játékosított tanulási eszközünk támogatja folyamatainkat.</span></span></span></span></span></span></p>

<p class="MsoNormal" style="margin-top:6.0pt;margin-right:0cm;margin-bottom:6.0pt;margin-left:0cm;text-align:justify;"><span style="mso-bookmark:&#xD;&#xA;_Hlk3196057"><span style="mso-bookmark:_Hlk64375587"><span style="mso-bookmark:&#xD;&#xA;_Hlk1894639"><span style="mso-bookmark:_Hlk1894610"><span style="mso-bookmark:&#xD;&#xA;_Hlk95922786"><b><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;">E-smile</span></b></span></span></span></span></span></p>

<p class="MsoNormal" style="margin-top:6.0pt;margin-right:0cm;margin-bottom:6.0pt;margin-left:0cm;text-align:justify;"><span style="mso-bookmark:&#xD;&#xA;_Hlk3196057"><span style="mso-bookmark:_Hlk64375587"><span style="mso-bookmark:&#xD;&#xA;_Hlk1894639"><span style="mso-bookmark:_Hlk1894610"><span style="mso-bookmark:&#xD;&#xA;_Hlk95922786"><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;">Fogyasztókkal
közvetlen kapcsolatban álló vállalatként a munkavállalói elkötelezettség
kulcsszerepet játszik a Fogyasztói Szolgáltatások átalakításában és a vásárlói
élmény fejlesztésében. A MOL Csoport 2017-ben vezette be a „Smile” nevű
személyes képzési programot a töltőállomások munkatársai – mind a kiszolgálók,
mind az állomásvezetők – számára, amelynek célja az ügyfélkiszolgálás javítása
volt.</span></span></span></span></span></span></p>

<p class="MsoNormal" style="margin-top:6.0pt;margin-right:0cm;margin-bottom:6.0pt;margin-left:0cm;text-align:justify;"><span style="mso-bookmark:&#xD;&#xA;_Hlk3196057"><span style="mso-bookmark:_Hlk64375587"><span style="mso-bookmark:&#xD;&#xA;_Hlk1894639"><span style="mso-bookmark:_Hlk1894610"><span style="mso-bookmark:&#xD;&#xA;_Hlk95922786"><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;">2020-ban
a MOL-Csoport tovább bővítette a munkavállalói képzési és fejlesztési
lehetőségeket egy digitális mikrotanulási platformmal, az eSMILE-lal, amely
okostelefonon is elérhető. Ez a mobil tanulási platform szélesíti a vállalat
képzési portfólióját a termékismeret, értékesítés, folyamatok, megfelelés és
HSE (egészség, biztonság, környezetvédelem) témaköreiben, miközben megerősíti a
korábban megszerzett tudást. Emellett a platform közvetlen kapcsolatot teremt a
MOL-Csoport és az összes töltőállomási munkatárs között, lehetővé téve a valós
idejű kommunikációt a központi iroda és az alkalmazottak között a legújabb
értékesítési promóciókról és vállalati hírekről. Ez különösen fontos volt a
pandémia idején, amikor az operatív változásokat gyorsan és hatékonyan tudtuk
megosztani, biztosítva a biztonságos munkakörnyezetet és fogyasztói élményt.
2021 óta a platform az új munkavállalók beilleszkedését is támogatja, segítve
őket abban, hogy rövidebb felkészülési idő után magabiztosabban álljanak
munkába.</span></span></span></span></span></span></p>

<p class="MsoNormal" style="margin-top:6.0pt;margin-right:0cm;margin-bottom:6.0pt;margin-left:0cm;text-align:justify;"><span style="mso-bookmark:&#xD;&#xA;_Hlk3196057"><span style="mso-bookmark:_Hlk64375587"><span style="mso-bookmark:&#xD;&#xA;_Hlk1894639"><span style="mso-bookmark:_Hlk1894610"><span style="mso-bookmark:&#xD;&#xA;_Hlk95922786"><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;">2023-ban
bevezettük a Customer Service Protocolt (Ügyfélkiszolgálási Protokoll), egy
ötlépcsős módszert, amely segíti munkatársainkat abban, hogy tudják, mely
termékekre érdemes fókuszálni, és hogyan lehetnek proaktívabbak az
értékesítésben. A MOL Csoport lengyelországi terjeszkedésével az eSMILE
felhasználóinak száma meghaladta a 19 000 töltőállomási munkatársat.</span></span></span></span></span></span></p>

<p class="MsoNormal" style="margin-top:6.0pt;margin-right:0cm;margin-bottom:6.0pt;margin-left:0cm;text-align:justify;"><span style="mso-bookmark:&#xD;&#xA;_Hlk3196057"><span style="mso-bookmark:_Hlk64375587"><span style="mso-bookmark:&#xD;&#xA;_Hlk1894639"><span style="mso-bookmark:_Hlk1894610"><span style="mso-bookmark:&#xD;&#xA;_Hlk95922786"><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;">A
platform játékosított elemekre épül, amelyek növelik a munkavállalói
elkötelezettséget és munkahelyi jóllétet. Ennek köszönhetően a platform
stabilan magas használati arányt mutat, a frontvonalban dolgozó munkatársak
96%-a napi szinten használja az eSMILE-t, ami átlagosan 17%-os tudásnövekedést
eredményez a képzési témákban. Ezek a programok nemcsak a MOL
töltőállomás-hálózatának átalakítását támogatják az
üzemanyag-kiskereskedelemből az FMCG (gyorsan forgó fogyasztási cikkek)
kiskereskedelem felé, hanem a nem üzemanyag-jellegű bevételek folyamatos
növekedését is elősegítik.</span></span></span></span></span></span></p>

<p class="MsoNormal" style="margin-top:6.0pt;margin-right:0cm;margin-bottom:6.0pt;margin-left:0cm;text-align:justify;"><span style="mso-bookmark:&#xD;&#xA;_Hlk3196057"><span style="mso-bookmark:_Hlk64375587"><span style="mso-bookmark:&#xD;&#xA;_Hlk1894639"><span style="mso-bookmark:_Hlk1894610"><span style="mso-bookmark:&#xD;&#xA;_Hlk95922786"><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;">2024-ben
az Ügyfélkiszolgálási Protokollt minden értékesítési és marketingkampányba
teljes körűen beépítettük, hogy egységes ügyfélkiszolgálási megközelítést
biztosítsunk, elsősorban a gasztronómiai termékek értékesítésének növelése
érdekében. Az eredmények azt mutatták, hogy a havi kiemelt termékek bevezetése
hatékonyan növelte a vásárlói elköteleződést és az értékesítési teljesítményt.</span></span></span></span></span></span></p>

<p class="MsoNormal" style="margin-top:6.0pt;margin-right:0cm;margin-bottom:6.0pt;margin-left:0cm;text-align:justify;"><span style="mso-bookmark:&#xD;&#xA;_Hlk3196057"><span style="mso-bookmark:_Hlk64375587"><span style="mso-bookmark:&#xD;&#xA;_Hlk1894639"><span style="mso-bookmark:_Hlk1894610"><span style="mso-bookmark:&#xD;&#xA;_Hlk95922786"><b><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;">Mobilitási
szolgáltatások</span></b></span></span></span></span></span></p>

<p class="MsoNormal" style="margin-top:6.0pt;margin-right:0cm;margin-bottom:6.0pt;margin-left:0cm;text-align:justify;"><span style="mso-bookmark:&#xD;&#xA;_Hlk3196057"><span style="mso-bookmark:_Hlk64375587"><span style="mso-bookmark:&#xD;&#xA;_Hlk1894639"><span style="mso-bookmark:_Hlk1894610"><span style="mso-bookmark:&#xD;&#xA;_Hlk95922786"><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;">2018-ban
a MOL Csoport elindította a MOL Plugee márkát a Fogyasztói Szolgáltatások
divízió részeként, amely az elektromos járművek (EV) töltési megoldásaira
fókuszál. 2024 végére összesen 278 MOL Plugee EV töltő került telepítésre a CEE
régió töltőállomás-hálózatán belül. 2024-ben a MOL-Csoport 5 ultra-gyors és 5
DC töltőt telepített 6 meglévő és 2 új helyszínen Magyarországon. A MOL Csoport
2020-ban indította el az alkalmazásalapú töltési szolgáltatását Magyarországon,
majd 2021-ben Szlovéniában, Szlovákiában, Csehországban, Horvátországban és
Romániában. 2024 végére a Plugee több mint 55 000 regisztrált felhasználója és
más ügyfelek számára biztosított zökkenőmentes töltési élményt 6 országban,
köszönhetően a nyár végén bevezetett európai roaming szolgáltatásnak. Az
európai roaming mellett a MOL Plugee 2024-ben bevezette a virtuális
üzemanyagkártyát B2B partnerei számára, amely jelentősen támogatja az üzleti
szektor elektromos átállását. Az összes EV töltő energiafogyasztása 2024-ben
elérte a 2 200 MWh-t, ami több mint 660 tonna CO2-egyenérték megtakarítást
eredményezett.</span></span></span></span></span></span></p>

<p class="MsoNormal" style="margin-top:6.0pt;margin-right:0cm;margin-bottom:6.0pt;margin-left:0cm;text-align:justify;"><span style="mso-bookmark:&#xD;&#xA;_Hlk3196057"><span style="mso-bookmark:_Hlk64375587"><span style="mso-bookmark:&#xD;&#xA;_Hlk1894639"><span style="mso-bookmark:_Hlk1894610"><span style="mso-bookmark:&#xD;&#xA;_Hlk95922786"><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;">2018-ban
a Mol-Csoport elindította Budapesten a MOL LIMO autómegosztó szolgáltatást.
2024 végére a flotta 600 járműből állt, 13 különböző modellből (2 elektromos, 5
hibrid, 6 belső égésű motoros – ICE), melyek közül 260 elektromos vagy hibrid
volt. 2024-ben a MOL LIMO három új modellt vezetett be flottájába: a Toyota
Yaris Cross Hybridet, a Toyota Corolla Cross Hybridet és az Opel Movano-t. Az
ügyfélbázis folyamatosan bővült, az év végére a regisztrált felhasználók száma
megközelítette a 150 ezret. A LIMO elektromos járműveinek összes
energiafogyasztása 2024-ben elérte a 40 500 kWh-t, amely évente körülbelül 12
tonna CO2-egyenérték megtakarítását jelentette.</span></span></span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk64375587"><span style="mso-bookmark:_Hlk1894639"><span style="mso-bookmark:_Hlk1894610"><span style="mso-bookmark:_Hlk95922786"><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;"></span></span></span></span></span></span></p>

<span style="mso-bookmark:_Hlk95922786"></span>

<table class="MsoNormalTable" title="a84ac500-0815-4ca5-8890-673ee82f6bdf" style="border:solid 0pt;border-collapse:collapse;border-spacing:0;;"><tbody>
 <tr style="height:13.95pt">
  <td style="width:48.94%;border:none;border-top:solid windowtext 1.0pt;&#xD;&#xA;  background:white;padding:0cm 5.4pt 0cm 5.4pt;height:13.95pt">
  <p class="MsoNormal" style=""><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk64375587"><span style="mso-bookmark:_Hlk1894639"><span style="mso-bookmark:_Hlk1894610"><a><b><span style="line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;  color:black;">Legfőbb MOL Limo
  Fenntarthatósági Mutatók</span></b></a></span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk64375587"><span style="mso-bookmark:_Hlk1894639"><span style="mso-bookmark:_Hlk1894610"><span style="mso-bookmark:_Hlk158894179"><b><span style="  line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;  "></span></b></span></span></span></span></span></p>
  </td>
  
  <td style="width:31.72%;border:none;border-top:solid windowtext 1.0pt;&#xD;&#xA;  background:white;padding:0cm 5.4pt 0cm 5.4pt;height:13.95pt">
  <p class="MsoNormal" style="text-align:center;"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk64375587"><span style="mso-bookmark:_Hlk1894639"><span style="mso-bookmark:_Hlk1894610"><span style="mso-bookmark:_Hlk158894179"><b><span style="  line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;    color:black;">Mértékegység</span></b></span></span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk64375587"><span style="mso-bookmark:_Hlk1894639"><span style="mso-bookmark:_Hlk1894610"><span style="mso-bookmark:_Hlk158894179"></span></span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk64375587"><span style="mso-bookmark:_Hlk1894639"><span style="mso-bookmark:_Hlk1894610"><span style="mso-bookmark:_Hlk158894179"><b><span style="line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;"></span></b></span></span></span></span></span></p>
  </td>
  
  <td style="width:9.68%;border:none;border-top:solid windowtext 1.0pt;&#xD;&#xA;  background:#D9D9D9;padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:13.95pt">
  <p class="MsoNormal" style="text-align:center;"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk64375587"><span style="mso-bookmark:_Hlk1894639"><span style="mso-bookmark:_Hlk1894610"><span style="mso-bookmark:_Hlk158894179"><b><span style="line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;color:black;  ">2024. év</span></b></span></span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk64375587"><span style="mso-bookmark:_Hlk1894639"><span style="mso-bookmark:_Hlk1894610"><span style="mso-bookmark:_Hlk158894179"><b><span style="line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;"></span></b></span></span></span></span></span></p>
  </td>
  
  <td style="width:9.66%;border:none;border-top:solid windowtext 1.0pt;&#xD;&#xA;  background:white;padding:0cm 5.4pt 0cm 5.4pt;height:13.95pt">
  <p class="MsoNormal" style="text-align:center;"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk64375587"><span style="mso-bookmark:_Hlk1894639"><span style="mso-bookmark:_Hlk1894610"><span style="mso-bookmark:_Hlk158894179"><b><span style="line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;color:black;  ">2023. év</span></b></span></span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk64375587"><span style="mso-bookmark:_Hlk1894639"><span style="mso-bookmark:_Hlk1894610"><span style="mso-bookmark:_Hlk158894179"><b><span style="line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;"></span></b></span></span></span></span></span></p>
  </td>
  
 </tr>
 <tr style="height:11.25pt">
  <td style="width:48.94%;border-top:solid windowtext 1.0pt;&#xD;&#xA;  border-left:none;border-bottom:solid #A6A6A6 1.0pt;border-right:none;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;height:11.25pt">
  <p class="MsoNormal" style=""><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk64375587"><span style="mso-bookmark:_Hlk1894639"><span style="mso-bookmark:_Hlk1894610"><span style="mso-bookmark:_Hlk158894179"><span style="line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;  color:black">Átlagos flottaméret (adott év végén)</span></span></span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk64375587"><span style="mso-bookmark:_Hlk1894639"><span style="mso-bookmark:_Hlk1894610"><span style="mso-bookmark:_Hlk158894179"><span style="line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;  color:black;"></span></span></span></span></span></span></p>
  </td>
  
  <td style="vertical-align:bottom;width:31.72%;border-top:solid windowtext 1.0pt;&#xD;&#xA;  border-left:none;border-bottom:solid #A6A6A6 1.0pt;border-right:none;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;height:11.25pt">
  <p class="MsoNormal" style="text-align:center;"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk64375587"><span style="mso-bookmark:_Hlk1894639"><span style="mso-bookmark:_Hlk1894610"><span style="mso-bookmark:_Hlk158894179"><span style="  line-height:1.408643;;font-family:&quot;Calibri Light&quot;,sans-serif;">járművek száma</span></span></span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk64375587"><span style="mso-bookmark:_Hlk1894639"><span style="mso-bookmark:_Hlk1894610"><span style="mso-bookmark:_Hlk158894179"><span style="line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;"></span></span></span></span></span></span></p>
  </td>
  
  <td style="vertical-align:top;width:9.68%;border-top:solid windowtext 1.0pt;&#xD;&#xA;  border-left:none;border-bottom:solid #A6A6A6 1.0pt;border-right:none;&#xD;&#xA;  &#xD;&#xA;  background:#D9D9D9;padding:0cm 5.4pt 0cm 5.4pt;height:11.25pt">
  <p class="MsoNormal" style="text-align:right;"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk64375587"><span style="mso-bookmark:_Hlk1894639"><span style="mso-bookmark:_Hlk1894610"><span style="mso-bookmark:_Hlk158894179"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">563</span></span></span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk64375587"><span style="mso-bookmark:_Hlk1894639"><span style="mso-bookmark:_Hlk1894610"><span style="mso-bookmark:_Hlk158894179"><span style="line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;  color:black;"></span></span></span></span></span></span></p>
  </td>
  
  <td style="width:9.66%;border-top:solid windowtext 1.0pt;&#xD;&#xA;  border-left:none;border-bottom:solid #A6A6A6 1.0pt;border-right:none;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;height:11.25pt">
  <p class="MsoNormal" style="text-align:right;"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk64375587"><span style="mso-bookmark:_Hlk1894639"><span style="mso-bookmark:_Hlk1894610"><span style="mso-bookmark:_Hlk158894179"><span style="line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;  color:black;"> 478</span></span></span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk64375587"><span style="mso-bookmark:_Hlk1894639"><span style="mso-bookmark:_Hlk1894610"><span style="mso-bookmark:_Hlk158894179"><span style="line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></span></span></span></span></p>
  </td>
  
 </tr>
 <tr style="height:11.25pt">
  <td style="width:48.94%;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:11.25pt">
  <p class="MsoNormal" style=""><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk64375587"><span style="mso-bookmark:_Hlk1894639"><span style="mso-bookmark:_Hlk1894610"><span style="mso-bookmark:_Hlk158894179"><span style="line-height:1.408643;;font-family:&quot;Calibri Light&quot;,sans-serif;  ">ebből elektromos</span></span></span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk64375587"><span style="mso-bookmark:_Hlk1894639"><span style="mso-bookmark:_Hlk1894610"><span style="mso-bookmark:_Hlk158894179"><span style="line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;  color:black;"></span></span></span></span></span></span></p>
  </td>
  
  <td style="vertical-align:bottom;width:31.72%;border:none;&#xD;&#xA;  border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;height:11.25pt">
  <p class="MsoNormal" style="text-align:center;"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk64375587"><span style="mso-bookmark:_Hlk1894639"><span style="mso-bookmark:_Hlk1894610"><span style="mso-bookmark:_Hlk158894179"><span style="  line-height:1.408643;;font-family:&quot;Calibri Light&quot;,sans-serif;">százalék</span></span></span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk64375587"><span style="mso-bookmark:_Hlk1894639"><span style="mso-bookmark:_Hlk1894610"><span style="mso-bookmark:_Hlk158894179"><span style="line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;"></span></span></span></span></span></span></p>
  </td>
  
  <td style="vertical-align:top;width:9.68%;border:none;border-bottom:&#xD;&#xA;  solid #A6A6A6 1.0pt;background:#D9D9D9;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;height:11.25pt">
  <p class="MsoNormal" style="text-align:right;"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk64375587"><span style="mso-bookmark:_Hlk1894639"><span style="mso-bookmark:_Hlk1894610"><span style="mso-bookmark:_Hlk158894179"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">3</span></span></span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk64375587"><span style="mso-bookmark:_Hlk1894639"><span style="mso-bookmark:_Hlk1894610"><span style="mso-bookmark:_Hlk158894179"><span style="line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;  color:black;"></span></span></span></span></span></span></p>
  </td>
  
  <td style="width:9.66%;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:11.25pt">
  <p class="MsoNormal" style="text-align:right;"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk64375587"><span style="mso-bookmark:_Hlk1894639"><span style="mso-bookmark:_Hlk1894610"><span style="mso-bookmark:_Hlk158894179"><span style="line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;  color:black;">5</span></span></span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk64375587"><span style="mso-bookmark:_Hlk1894639"><span style="mso-bookmark:_Hlk1894610"><span style="mso-bookmark:_Hlk158894179"><span style="line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></span></span></span></span></p>
  </td>
  
 </tr>
 <tr style="height:11.25pt">
  <td style="width:48.94%;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:11.25pt">
  <p class="MsoNormal" style=""><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk64375587"><span style="mso-bookmark:_Hlk1894639"><span style="mso-bookmark:_Hlk1894610"><span style="mso-bookmark:_Hlk158894179"><span style="line-height:1.408643;;font-family:&quot;Calibri Light&quot;,sans-serif;  ">A járművek átlagéletkora (adott év
  végén) </span></span></span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk64375587"><span style="mso-bookmark:_Hlk1894639"><span style="mso-bookmark:_Hlk1894610"><span style="mso-bookmark:_Hlk158894179"><span style="line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;"></span></span></span></span></span></span></p>
  </td>
  
  <td style="vertical-align:bottom;width:31.72%;border:none;&#xD;&#xA;  border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;height:11.25pt">
  <p class="MsoNormal" style="text-align:center;"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk64375587"><span style="mso-bookmark:_Hlk1894639"><span style="mso-bookmark:_Hlk1894610"><span style="mso-bookmark:_Hlk158894179"><span style="  line-height:1.408643;;font-family:&quot;Calibri Light&quot;,sans-serif;">hónapokban</span></span></span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk64375587"><span style="mso-bookmark:_Hlk1894639"><span style="mso-bookmark:_Hlk1894610"><span style="mso-bookmark:_Hlk158894179"><span style="line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;"></span></span></span></span></span></span></p>
  </td>
  
  <td style="vertical-align:top;width:9.68%;border:none;border-bottom:&#xD;&#xA;  solid #A6A6A6 1.0pt;background:#D9D9D9;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;height:11.25pt">
  <p class="MsoNormal" style="text-align:right;"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk64375587"><span style="mso-bookmark:_Hlk1894639"><span style="mso-bookmark:_Hlk1894610"><span style="mso-bookmark:_Hlk158894179"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">36,6</span></span></span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk64375587"><span style="mso-bookmark:_Hlk1894639"><span style="mso-bookmark:_Hlk1894610"><span style="mso-bookmark:_Hlk158894179"><span style="line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;  color:black;"></span></span></span></span></span></span></p>
  </td>
  
  <td style="width:9.66%;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:11.25pt">
  <p class="MsoNormal" style="text-align:right;"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk64375587"><span style="mso-bookmark:_Hlk1894639"><span style="mso-bookmark:_Hlk1894610"><span style="mso-bookmark:_Hlk158894179"><span style="line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;  color:black;">35,6</span></span></span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk64375587"><span style="mso-bookmark:_Hlk1894639"><span style="mso-bookmark:_Hlk1894610"><span style="mso-bookmark:_Hlk158894179"><span style="line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></span></span></span></span></p>
  </td>
  
 </tr>
 <tr style="height:11.25pt">
  <td style="width:48.94%;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:11.25pt">
  <p class="MsoNormal" style=""><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk64375587"><span style="mso-bookmark:_Hlk1894639"><span style="mso-bookmark:_Hlk1894610"><span style="mso-bookmark:_Hlk158894179"><span style="line-height:1.408643;;font-family:&quot;Calibri Light&quot;,sans-serif;  ">5 csillagos besorolást kapott
  járművek (a biztonságot vizsgáló Euro NCAP teszten)</span></span></span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk64375587"><span style="mso-bookmark:_Hlk1894639"><span style="mso-bookmark:_Hlk1894610"><span style="mso-bookmark:_Hlk158894179"><span style="line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;"></span></span></span></span></span></span></p>
  </td>
  
  <td style="vertical-align:bottom;width:31.72%;border:none;&#xD;&#xA;  border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;height:11.25pt">
  <p class="MsoNormal" style="text-align:center;"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk64375587"><span style="mso-bookmark:_Hlk1894639"><span style="mso-bookmark:_Hlk1894610"><span style="mso-bookmark:_Hlk158894179"><span style="  line-height:1.408643;;font-family:&quot;Calibri Light&quot;,sans-serif;">a teljes flotta százaléka</span></span></span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk64375587"><span style="mso-bookmark:_Hlk1894639"><span style="mso-bookmark:_Hlk1894610"><span style="mso-bookmark:_Hlk158894179"><span style="line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;"></span></span></span></span></span></span></p>
  </td>
  
  <td style="vertical-align:top;width:9.68%;border:none;border-bottom:&#xD;&#xA;  solid #A6A6A6 1.0pt;background:#D9D9D9;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;height:11.25pt">
  <p class="MsoNormal" style="text-align:right;"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk64375587"><span style="mso-bookmark:_Hlk1894639"><span style="mso-bookmark:_Hlk1894610"><span style="mso-bookmark:_Hlk158894179"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">60</span></span></span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk64375587"><span style="mso-bookmark:_Hlk1894639"><span style="mso-bookmark:_Hlk1894610"><span style="mso-bookmark:_Hlk158894179"><span style="line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;  color:black;"></span></span></span></span></span></span></p>
  </td>
  
  <td style="width:9.66%;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:11.25pt">
  <p class="MsoNormal" style="text-align:right;"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk64375587"><span style="mso-bookmark:_Hlk1894639"><span style="mso-bookmark:_Hlk1894610"><span style="mso-bookmark:_Hlk158894179"><span style="line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;  color:black;"> 36</span></span></span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk64375587"><span style="mso-bookmark:_Hlk1894639"><span style="mso-bookmark:_Hlk1894610"><span style="mso-bookmark:_Hlk158894179"><span style="line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></span></span></span></span></p>
  </td>
  
 </tr>
 <tr style="height:11.25pt">
  <td style="width:48.94%;border:none;border-bottom:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:11.25pt">
  <p class="MsoNormal" style=""><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk64375587"><span style="mso-bookmark:_Hlk1894639"><span style="mso-bookmark:_Hlk1894610"><span style="mso-bookmark:_Hlk158894179"><span style="line-height:1.408643;;font-family:&quot;Calibri Light&quot;,sans-serif;  ">Visszahívott járművek (adott év
  során)</span></span></span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk64375587"><span style="mso-bookmark:_Hlk1894639"><span style="mso-bookmark:_Hlk1894610"><span style="mso-bookmark:_Hlk158894179"><span style="line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;"></span></span></span></span></span></span></p>
  </td>
  
  <td style="vertical-align:bottom;width:31.72%;border:none;&#xD;&#xA;  border-bottom:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;height:11.25pt">
  <p class="MsoNormal" style="text-align:center;"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk64375587"><span style="mso-bookmark:_Hlk1894639"><span style="mso-bookmark:_Hlk1894610"><span style="mso-bookmark:_Hlk158894179"><span style="  line-height:1.408643;;font-family:&quot;Calibri Light&quot;,sans-serif;">darab</span></span></span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk64375587"><span style="mso-bookmark:_Hlk1894639"><span style="mso-bookmark:_Hlk1894610"><span style="mso-bookmark:_Hlk158894179"><span style="line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;"></span></span></span></span></span></span></p>
  </td>
  
  <td style="vertical-align:top;width:9.68%;border:none;border-bottom:&#xD;&#xA;  solid windowtext 1.0pt;background:&#xD;&#xA;  #D9D9D9;&#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;height:11.25pt">
  <p class="MsoNormal" style="text-align:right;"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk64375587"><span style="mso-bookmark:_Hlk1894639"><span style="mso-bookmark:_Hlk1894610"><span style="mso-bookmark:_Hlk158894179"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">0</span></span></span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk64375587"><span style="mso-bookmark:_Hlk1894639"><span style="mso-bookmark:_Hlk1894610"><span style="mso-bookmark:_Hlk158894179"><span style="line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;  color:black;"></span></span></span></span></span></span></p>
  </td>
  
  <td style="width:9.66%;border:none;border-bottom:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:11.25pt">
  <p class="MsoNormal" style="text-align:right;"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk64375587"><span style="mso-bookmark:_Hlk1894639"><span style="mso-bookmark:_Hlk1894610"><span style="mso-bookmark:_Hlk158894179"><span style="line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;  color:black;">0</span></span></span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk64375587"><span style="mso-bookmark:_Hlk1894639"><span style="mso-bookmark:_Hlk1894610"><span style="mso-bookmark:_Hlk158894179"><span style="line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></span></span></span></span></p>
  </td>
  
 </tr>
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  <td style="vertical-align:top;width:42.55pt;background:#F2F2F2;padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:21.6pt">
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  </td>
  <td style="width:78.0pt;background:#F2F2F2;padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:21.6pt">
  <p class="MsoNormal" style="line-height:normal"><img src="data:image/png;base64,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" alt="footer image" style="position:relative; width:62.5pt;height:11.5pt;visibility:visible;"></img></p>
  </td>
  <td style="width:13.0cm;background:#F2F2F2;padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:21.6pt">
  <p class="MsoNormal" style="text-align:center;line-height:normal"><span style="color:black;">Üzleti
  jelentés 2024</span><span style="font-size:11.0pt"></span></p>
  </td>
  <td style="width:4.0cm;background:#E30018;padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:21.6pt">
  <p class="MsoNormal" style="text-align:center;line-height:normal"><span style="font-size:10.0pt;color:white;">28</span><span style="font-size:10.0pt"></span></p>
  </td>
 </tr>
</tbody></table>

<p class="MsoHeader"><b><span> </span></b></p>

</div></div><div class="WordSection28">

<p class="MsoNormal" style="margin-top:6.0pt;margin-right:0cm;margin-bottom:6.0pt;margin-left:0cm;text-align:justify;"><span style="mso-bookmark:&#xD;&#xA;_Hlk3196057"><span style="mso-bookmark:_Hlk64375587"><span style="mso-bookmark:&#xD;&#xA;_Hlk1894639"><span style="mso-bookmark:_Hlk1894610"><a><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;"></span></a></span></span></span></span></p>

<p class="MsoNormal" style="margin-top:6.0pt;margin-right:0cm;margin-bottom:6.0pt;margin-left:0cm;text-align:justify;"><span style="mso-bookmark:&#xD;&#xA;_Hlk3196057"><span style="mso-bookmark:_Hlk64375587"><span style="mso-bookmark:&#xD;&#xA;_Hlk1894639"><span style="mso-bookmark:_Hlk1894610"><span style="mso-bookmark:&#xD;&#xA;_Hlk159336295"><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;">A MOL-csoport mobilitási stratégiájának részeként 2018-ban
elindult a <span style="text-decoration: underline;"><span style="color:#0563C1">MOL Fleet Solution</span></span> nevű
flottakezelési szolgáltatás. A fő cél a MOL-csoport és külső ügyfelek, valamint
a magyarországi kis-, közép- és nagyvállalatok tulajdonában és használatában
lévő gépjárművek, valamint a flották finanszírozása és kezelése. 2024 végén a
MOL Fleet Solution egyesült az egyik legnagyobb magyar flottakezelő céggel, a
Mercarius-al. Az egyesüléssel megszületett a MOL Mercarius, amelynek
finanszírozott és kezelt autóinak száma megközelíti a 20.000-et.</span></span></span></span></span></span></p>

<span style="mso-bookmark:_Hlk159336295"></span>

<table class="MsoNormalTable" title="6870d76b-388f-4b20-a6c1-180ee4748552" style="border:solid 0pt;border-collapse:collapse;border-spacing:0;;"><tbody>
 <tr style="height:13.0pt">
  <td style="width:290.75pt;border:none;border-top:solid windowtext 1.0pt;&#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:13.0pt">
  <p class="MsoNormal" style=""><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk64375587"><span style="mso-bookmark:_Hlk1894639"><span style="mso-bookmark:_Hlk1894610"><a><b><span style="line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;  ">Legfőbb MOL Fleet Fenntarthatósági Mutatók</span></b></a></span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk64375587"><span style="mso-bookmark:_Hlk1894639"><span style="mso-bookmark:_Hlk1894610"><span style="mso-bookmark:_Hlk158894189"><b><span style="line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;  "></span></b></span></span></span></span></span></p>
  </td>
  
  <td style="width:127.6pt;border:none;border-top:solid windowtext 1.0pt;&#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:13.0pt">
  <p class="MsoNormal" style="text-align:center;"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk64375587"><span style="mso-bookmark:_Hlk1894639"><span style="mso-bookmark:_Hlk1894610"><span style="mso-bookmark:_Hlk158894189"><b><span style="  line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;    ">Mértékegység</span></b></span></span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk64375587"><span style="mso-bookmark:_Hlk1894639"><span style="mso-bookmark:_Hlk1894610"><span style="mso-bookmark:_Hlk158894189"><b><span style="line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;  "></span></b></span></span></span></span></span></p>
  </td>
  
  <td style="width:43.2pt;border:none;border-top:solid windowtext 1.0pt;&#xD;&#xA;  background:#D9D9D9;padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:13.0pt">
  <p class="MsoNormal" style="text-align:center;"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk64375587"><span style="mso-bookmark:_Hlk1894639"><span style="mso-bookmark:_Hlk1894610"><span style="mso-bookmark:_Hlk158894189"><b><span style="line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;  color:black;">2024. év</span></b></span></span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk64375587"><span style="mso-bookmark:_Hlk1894639"><span style="mso-bookmark:_Hlk1894610"><span style="mso-bookmark:_Hlk158894189"><b><span style="line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;  "></span></b></span></span></span></span></span></p>
  </td>
  
  <td style="width:43.2pt;border:none;border-top:solid windowtext 1.0pt;&#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:13.0pt">
  <p class="MsoNormal" style="text-align:center;"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk64375587"><span style="mso-bookmark:_Hlk1894639"><span style="mso-bookmark:_Hlk1894610"><span style="mso-bookmark:_Hlk158894189"><b><span style="line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;  ">2023. év</span></b></span></span></span></span></span></p>
  </td>
  
 </tr>
 <tr style="height:11.25pt">
  <td style="width:290.75pt;border-top:solid windowtext 1.0pt;&#xD;&#xA;  border-left:none;border-bottom:solid #A6A6A6 1.0pt;border-right:none;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;height:11.25pt">
  <p class="MsoNormal" style=""><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk64375587"><span style="mso-bookmark:_Hlk1894639"><span style="mso-bookmark:_Hlk1894610"><span style="mso-bookmark:_Hlk158894189"><span style="line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;  color:black">Átlagos flottaméret (adott év végén)</span></span></span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk64375587"><span style="mso-bookmark:_Hlk1894639"><span style="mso-bookmark:_Hlk1894610"><span style="mso-bookmark:_Hlk158894189"><span style="line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;"></span></span></span></span></span></span></p>
  </td>
  
  <td style="vertical-align:bottom;width:127.6pt;border-top:solid windowtext 1.0pt;&#xD;&#xA;  border-left:none;border-bottom:solid #A6A6A6 1.0pt;border-right:none;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;height:11.25pt">
  <p class="MsoNormal" style="text-align:center;"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk64375587"><span style="mso-bookmark:_Hlk1894639"><span style="mso-bookmark:_Hlk1894610"><span style="mso-bookmark:_Hlk158894189"><span style="  line-height:1.408643;;font-family:&quot;Calibri Light&quot;,sans-serif;">járművek száma</span></span></span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk64375587"><span style="mso-bookmark:_Hlk1894639"><span style="mso-bookmark:_Hlk1894610"><span style="mso-bookmark:_Hlk158894189"><span style="line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;"></span></span></span></span></span></span></p>
  </td>
  
  <td style="vertical-align:top;width:43.2pt;border-top:solid windowtext 1.0pt;&#xD;&#xA;  border-left:none;border-bottom:solid #A6A6A6 1.0pt;border-right:none;&#xD;&#xA;  &#xD;&#xA;  background:#D9D9D9;padding:0cm 5.4pt 0cm 5.4pt;height:11.25pt">
  <p class="MsoNormal" style="text-align:right;"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk64375587"><span style="mso-bookmark:_Hlk1894639"><span style="mso-bookmark:_Hlk1894610"><span style="mso-bookmark:_Hlk158894189"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">6.911</span></span></span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk64375587"><span style="mso-bookmark:_Hlk1894639"><span style="mso-bookmark:_Hlk1894610"><span style="mso-bookmark:_Hlk158894189"><span style="line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;  color:black;"></span></span></span></span></span></span></p>
  </td>
  
  <td style="vertical-align:top;width:43.2pt;border-top:solid windowtext 1.0pt;&#xD;&#xA;  border-left:none;border-bottom:solid #A6A6A6 1.0pt;border-right:none;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;height:11.25pt">
  <p class="MsoNormal" style="text-align:center;"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk64375587"><span style="mso-bookmark:_Hlk1894639"><span style="mso-bookmark:_Hlk1894610"><span style="mso-bookmark:_Hlk158894189"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  ">5.841</span></span></span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk64375587"><span style="mso-bookmark:_Hlk1894639"><span style="mso-bookmark:_Hlk1894610"><span style="mso-bookmark:_Hlk158894189"><span style="line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;"></span></span></span></span></span></span></p>
  </td>
  
 </tr>
 <tr style="height:11.25pt">
  <td style="width:290.75pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:11.25pt">
  <p class="MsoNormal" style=""><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk64375587"><span style="mso-bookmark:_Hlk1894639"><span style="mso-bookmark:_Hlk1894610"><span style="mso-bookmark:_Hlk158894189"><span style="line-height:1.408643;;font-family:&quot;Calibri Light&quot;,sans-serif;  ">ebből elektromos</span></span></span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk64375587"><span style="mso-bookmark:_Hlk1894639"><span style="mso-bookmark:_Hlk1894610"><span style="mso-bookmark:_Hlk158894189"><span style="line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;"></span></span></span></span></span></span></p>
  </td>
  
  <td style="vertical-align:bottom;width:127.6pt;border:none;&#xD;&#xA;  border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;height:11.25pt">
  <p class="MsoNormal" style="text-align:center;"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk64375587"><span style="mso-bookmark:_Hlk1894639"><span style="mso-bookmark:_Hlk1894610"><span style="mso-bookmark:_Hlk158894189"><span style="  line-height:1.408643;;font-family:&quot;Calibri Light&quot;,sans-serif;">százalék</span></span></span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk64375587"><span style="mso-bookmark:_Hlk1894639"><span style="mso-bookmark:_Hlk1894610"><span style="mso-bookmark:_Hlk158894189"><span style="line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;"></span></span></span></span></span></span></p>
  </td>
  
  <td style="vertical-align:top;width:43.2pt;border:none;border-bottom:&#xD;&#xA;  solid #A6A6A6 1.0pt;background:#D9D9D9;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;height:11.25pt">
  <p class="MsoNormal" style="text-align:right;"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk64375587"><span style="mso-bookmark:_Hlk1894639"><span style="mso-bookmark:_Hlk1894610"><span style="mso-bookmark:_Hlk158894189"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">8,08%</span></span></span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk64375587"><span style="mso-bookmark:_Hlk1894639"><span style="mso-bookmark:_Hlk1894610"><span style="mso-bookmark:_Hlk158894189"><span style="line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;  color:black;"></span></span></span></span></span></span></p>
  </td>
  
  <td style="vertical-align:top;width:43.2pt;border:none;border-bottom:&#xD;&#xA;  solid #A6A6A6 1.0pt;padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:11.25pt">
  <p class="MsoNormal" style="text-align:center;"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk64375587"><span style="mso-bookmark:_Hlk1894639"><span style="mso-bookmark:_Hlk1894610"><span style="mso-bookmark:_Hlk158894189"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  ">8,0%</span></span></span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk64375587"><span style="mso-bookmark:_Hlk1894639"><span style="mso-bookmark:_Hlk1894610"><span style="mso-bookmark:_Hlk158894189"><span style="line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;"></span></span></span></span></span></span></p>
  </td>
  
 </tr>
 <tr style="height:11.25pt">
  <td style="width:290.75pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:11.25pt">
  <p class="MsoNormal" style=""><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk64375587"><span style="mso-bookmark:_Hlk1894639"><span style="mso-bookmark:_Hlk1894610"><span style="mso-bookmark:_Hlk158894189"><span style="line-height:1.408643;;font-family:&quot;Calibri Light&quot;,sans-serif;  ">A járművek átlagéletkora (adott év
  végén)</span></span></span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk64375587"><span style="mso-bookmark:_Hlk1894639"><span style="mso-bookmark:_Hlk1894610"><span style="mso-bookmark:_Hlk158894189"><span style="line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;"></span></span></span></span></span></span></p>
  </td>
  
  <td style="vertical-align:bottom;width:127.6pt;border:none;&#xD;&#xA;  border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;height:11.25pt">
  <p class="MsoNormal" style="text-align:center;"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk64375587"><span style="mso-bookmark:_Hlk1894639"><span style="mso-bookmark:_Hlk1894610"><span style="mso-bookmark:_Hlk158894189"><span style="  line-height:1.408643;;font-family:&quot;Calibri Light&quot;,sans-serif;">hónapokban</span></span></span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk64375587"><span style="mso-bookmark:_Hlk1894639"><span style="mso-bookmark:_Hlk1894610"><span style="mso-bookmark:_Hlk158894189"><span style="line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;"></span></span></span></span></span></span></p>
  </td>
  
  <td style="vertical-align:top;width:43.2pt;border:none;border-bottom:&#xD;&#xA;  solid #A6A6A6 1.0pt;background:#D9D9D9;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;height:11.25pt">
  <p class="MsoNormal" style="text-align:right;"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk64375587"><span style="mso-bookmark:_Hlk1894639"><span style="mso-bookmark:_Hlk1894610"><span style="mso-bookmark:_Hlk158894189"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">31,93</span></span></span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk64375587"><span style="mso-bookmark:_Hlk1894639"><span style="mso-bookmark:_Hlk1894610"><span style="mso-bookmark:_Hlk158894189"><span style="line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;  color:black;"></span></span></span></span></span></span></p>
  </td>
  
  <td style="vertical-align:top;width:43.2pt;border:none;border-bottom:&#xD;&#xA;  solid #A6A6A6 1.0pt;padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:11.25pt">
  <p class="MsoNormal" style="text-align:center;"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk64375587"><span style="mso-bookmark:_Hlk1894639"><span style="mso-bookmark:_Hlk1894610"><span style="mso-bookmark:_Hlk158894189"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  ">37</span></span></span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk64375587"><span style="mso-bookmark:_Hlk1894639"><span style="mso-bookmark:_Hlk1894610"><span style="mso-bookmark:_Hlk158894189"><span style="line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;"></span></span></span></span></span></span></p>
  </td>
  
 </tr>
 <tr style="height:11.25pt">
  <td style="width:290.75pt;border:none;border-bottom:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:11.25pt">
  <p class="MsoNormal" style=""><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk64375587"><span style="mso-bookmark:_Hlk1894639"><span style="mso-bookmark:_Hlk1894610"><span style="mso-bookmark:_Hlk158894189"><span style="line-height:1.408643;;font-family:&quot;Calibri Light&quot;,sans-serif;  ">Visszahívott járművek (adott év
  során)</span></span></span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk64375587"><span style="mso-bookmark:_Hlk1894639"><span style="mso-bookmark:_Hlk1894610"><span style="mso-bookmark:_Hlk158894189"><span style="line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;"></span></span></span></span></span></span></p>
  </td>
  
  <td style="vertical-align:bottom;width:127.6pt;border:none;&#xD;&#xA;  border-bottom:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;height:11.25pt">
  <p class="MsoNormal" style="text-align:center;"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk64375587"><span style="mso-bookmark:_Hlk1894639"><span style="mso-bookmark:_Hlk1894610"><span style="mso-bookmark:_Hlk158894189"><span style="  line-height:1.408643;;font-family:&quot;Calibri Light&quot;,sans-serif;">darab</span></span></span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk64375587"><span style="mso-bookmark:_Hlk1894639"><span style="mso-bookmark:_Hlk1894610"><span style="mso-bookmark:_Hlk158894189"><span style="line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;"></span></span></span></span></span></span></p>
  </td>
  
  <td style="vertical-align:top;width:43.2pt;border:none;border-bottom:&#xD;&#xA;  solid windowtext 1.0pt;background:&#xD;&#xA;  #D9D9D9;&#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;height:11.25pt">
  <p class="MsoNormal" style="text-align:right;"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk64375587"><span style="mso-bookmark:_Hlk1894639"><span style="mso-bookmark:_Hlk1894610"><span style="mso-bookmark:_Hlk158894189"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">0</span></span></span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk64375587"><span style="mso-bookmark:_Hlk1894639"><span style="mso-bookmark:_Hlk1894610"><span style="mso-bookmark:_Hlk158894189"><span style="line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;  color:black;"></span></span></span></span></span></span></p>
  </td>
  
  <td style="vertical-align:top;width:43.2pt;border:none;border-bottom:&#xD;&#xA;  solid windowtext 1.0pt;padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:11.25pt">
  <p class="MsoNormal" style="text-align:center;"><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk64375587"><span style="mso-bookmark:_Hlk1894639"><span style="mso-bookmark:_Hlk1894610"><span style="mso-bookmark:_Hlk158894189"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  ">365</span></span></span></span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="mso-bookmark:_Hlk64375587"><span style="mso-bookmark:_Hlk1894639"><span style="mso-bookmark:_Hlk1894610"><span style="mso-bookmark:_Hlk158894189"><span style="line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;"></span></span></span></span></span></span></p>
  </td>
  
 </tr>
</tbody></table>

<span style="mso-bookmark:_Hlk158894189"></span>

<p class="MsoNormal" style="margin-top:6.0pt;margin-right:0cm;margin-bottom:6.0pt;margin-left:0cm;text-align:justify;"><span style="mso-bookmark:&#xD;&#xA;_Hlk3196057"><span style="mso-bookmark:_Hlk64375587"><span style="mso-bookmark:&#xD;&#xA;_Hlk1894639"><span style="mso-bookmark:_Hlk1894610"><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;">Sem a MOL Limo, sem a MOL Fleet
Solutions nem regisztrált olyan eseményt, amely a) a termék- és
szolgáltatásinformációk és a címkézés megsértésére és/vagy b) a szabályszerű
marketingkommunikáció be nem tartására vonatkozott volna 2024-ben. Továbbá nem
volt regisztrált esemény vagy panasz a vevői adatvédelem megsértésére vagy az
adatok elvesztésére vonatkozóan 2024-ben.</span></span></span></span></span></p>

<span style="mso-bookmark:_Hlk1894610"></span><span style="mso-bookmark:_Hlk1894639"></span><span style="mso-bookmark:_Hlk64375587"></span>

<p class="MsoNormal" style="margin-top:6.0pt;margin-right:0cm;margin-bottom:6.0pt;margin-left:0cm;text-align:justify;"><span style="mso-bookmark:&#xD;&#xA;_Hlk3196057"><a id="_Toc1472179"></a><a id="_Toc1720872"></a><a id="_Toc2589753"><b><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;">3.5.2<span>  </span></span></b></a></span><span style="mso-bookmark:_Hlk3196057"><b><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;">IPARI
ÉS TÁRSASÁGI SZOLGÁLTATÁSOK</span></b></span><span style="mso-bookmark:_Hlk3196057"><b><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;"></span></b></span></p>

<p class="MsoNormal" style="margin-bottom:8.0pt;text-align:justify"><span style="mso-bookmark:_Hlk3196057"><span style="font-size:9.0pt;line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;">A
Csoportszintű Ipari és Társasági szolgáltatások üzletágat számos különböző
szervezeti egység alkotja. Ezen szervezet ernyője alá tartozik többek között a
Csoportszintű Karbantartás Szolgáltatás Menedzsment, Csoportszintű Megújuló
Energiák és Energia Hatékonyság, ITK Group, mint ahogy a Csoportszintű
Beszerzés és Csoportszintű Szolgáltatás- és Eszközmenedzsment is.</span></span></p>

<p class="MsoNormal" style="margin-bottom:8.0pt;text-align:justify"><span style="mso-bookmark:_Hlk3196057"><span style="font-size:9.0pt;line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;">2024-ben
magas komplexitású nagyleállások következtek be a Dunai Finomítóban, a<span>  </span>Slovnaft-nál, és Rijekai Finomítóban
egyaránt, magas országhatárokon átívelő együttműködéssel. A MOL-csoport<span>  </span>kötelékébe tartozó karbantartási
leányvállalatok a tervezett feladatköreiket költségkereten belül teljesítették.
Tették mindezt az előre meghatározott határidőket betartva és maximálisan arra
fókuszálva, hogy a lehető legkevesebb személyügyi sérülést érintő esemény
következzen be. Emellett a Csoportszintű Karbantartási Szervezet sikeresen
hajtotta végre a szervezeti átalakításokat és fokozta a tervezési folyamatok
átláthatóságát.</span></span></p>

<p class="MsoNormal" style="margin-bottom:8.0pt;text-align:justify"><span style="mso-bookmark:_Hlk3196057"><span style="font-size:9.0pt;line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;">A
Csoportszintű Megújuló Energiák a Ballószögi Napelempark megvásárlásával tovább
szélesítette a meglévő portfólióját. 2024-ben az elért EBITDA<span>  </span>- a kedvezőtlen körülmények ellenére -
meghaladta az üzleti tervben elvártakat,<span> 
</span>a költséghatékonyságnak köszönhetően.<span> 
</span>Algyőn és Tiszaújvárosban (MOL Petrolkémia) a megújulásért felelős
csapat jelentős haladást ért el a napenergia fejlesztés terén. Magyaroroszágon,
a Csoportszintű Energia Hatékonyság biztosította a vállalat számára az ISO50001
tanúsítvány megtartását, és az EKR-rendszer követelményeinek való megfelelést,
melyekhez nagyban hozzájárult számos saját, belső kivitelezésű
energiahatékonysági projekt.</span></span></p>

<p class="MsoNormal" style="margin-bottom:8.0pt;text-align:justify"><span style="mso-bookmark:_Hlk3196057"><span style="font-size:9.0pt;line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;">Az ITK
Csoport eredményesen vizsgálta felül jelenlegi üzleti modelljét, melynek
következményeként szüneteltette gyártási folyamatait. Az év végétől
kezdve,<span>  </span>központi tömegközlekedési
szolgáltatásai pozitív eredményekről tettek tanúbizonyságot.</span></span></p>

<p class="MsoNormal" style="margin-bottom:8.0pt;text-align:justify"><span style="mso-bookmark:_Hlk3196057"><span style="font-size:9.0pt;line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;">A
Csoportszintű Beszerzés jelentős erőfeszítéseket tett abból a célból, hogy
megőrizze meglevő folyamatai minőségét,<span> 
</span>úgy alkalmazva azokat, hogy az újonnan felmerülő külső és belső
elvárásoknak is megfeleljenek - mindezt a fenntarthatóság jegyében. A szervezet
költséghatékonyságának köszönhetően,<span>  </span>az
EBITDA-hoz való hozzájárulás elérte a teljes évre tervezett 117%-át. </span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-size:9.0pt;line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;"></span></span></p>

<p class="MsoNormal" style="margin-bottom:8.0pt;text-align:justify"><span style="mso-bookmark:_Hlk3196057"><b><span style="font-size:9.0pt;line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;">3.5.3
OLAJIPARI FEJLESZTÉSEK ÉS MEGOLDÁSOK</span></b></span></p>

<p class="MsoNormal" style="margin-bottom:8.0pt;text-align:justify"><span style="mso-bookmark:_Hlk3196057"><span style="font-size:9.0pt;line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;">A
fennálló bizonytalan geopolitikai és gazdasági környezetben az elsődleges cél,
hogy garantálva legyen a stabil és hatékony olaj- és gázellátásbiztonság. Ennek
elérésében meghatározó szerepet töltöttek be a MOL-csoport olajipari
szolgáltató cégei a tavalyi év folyamán. A szervezetet alkotó leányvállalatok
továbbá jelentős mértékben tudták növelni a külső partnerekkel történő
együttműködést, mely magában foglalt többek között geotermikus megbízásokat,
horvátországi offshore műveleteket, illetve kútszolgáltatással kapcsolatos
tevékenységeket is. Továbbá, főbb célkitűzéseik közül folytatódtak a
hatékonyságot elősegítő folyamatok, melyek érintették az operációs
helyszíneket, személyzetet, és a karbantartást is. Az ország határokon átnyúló
eszközhasznosítás is kiemelet figyelmet kapott. A szolgáltatási képesség
rugalmassága volt a kulcs ahhoz, hogy eredményesen reagáljanak a megemelkedett
igénybevételre, melyet a megváltozott és bizonytalan üzleti környezet hozott
magával. Számos intézkedés került meghozatalra azért, hogy a fennálló CAPEX és
OPEX kategóriákba tartozó költségek optimalizálása megtörténhessen. Mindezt egy
olyan külső környezetben, ami magában foglalja a háború hatásait, kiegészítve a
magas energia árakkal és inflációval.</span></span></p>

<p class="MsoNormal" style="margin-bottom:8.0pt;text-align:justify"><span style="mso-bookmark:_Hlk3196057"><span style="font-size:9.0pt;line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;">A
Csoportszintű Olajipari Vegyi Technológiák képes volt a meglévő szerződéseinek
megreformálására, aminek következtében új megállapodásokat tudott kötni az EOR
technológiával kapcsolatban.</span></span></p>

<p class="MsoNormal"><span style="mso-bookmark:_Hlk3196057"><span>  </span></span></p>

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  <td style="width:78.0pt;background:#F2F2F2;padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:21.6pt">
  <p class="MsoNormal" style="line-height:normal"><img src="data:image/png;base64,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" alt="footer image" style="position:relative; width:62.5pt;height:11.5pt;visibility:visible;"></img></p>
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  <p class="MsoNormal" style="text-align:center;line-height:normal"><span style="color:black;">Üzleti
  jelentés 2024</span><span style="font-size:11.0pt"></span></p>
  </td>
  <td style="width:4.0cm;background:#E30018;padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:21.6pt">
  <p class="MsoNormal" style="text-align:center;line-height:normal"><span style="font-size:10.0pt;color:white;">29</span><span style="font-size:10.0pt"></span></p>
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<p class="MsoHeader"><b><span> </span></b></p>

</div></div><div class="WordSection29">

<p class="MsoNormal" style="margin-bottom:8.0pt;text-align:justify"><span style="mso-bookmark:_Hlk3196057"><b><span style="font-size:9.0pt;line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;">3.5.4
KÖRFORGÁSOS GAZDASÁGI SZOLGÁLTATÁSOK </span></b></span></p>

<table class="MsoNormalTable" title="fde2fc6d-08fa-4f50-b225-0f3d9f0e5cdf" style="border:solid 0pt;border-collapse:collapse;border-spacing:0;;"><tbody>
 <tr style="height:15.0pt">
  <td style="width:291.0pt;border-top:solid windowtext 1.0pt;&#xD;&#xA;  border-left:none;border-bottom:solid windowtext 1.0pt;border-right:none;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;height:15.0pt">
  <p class="MsoNormal"><span style="mso-bookmark:_Hlk3196057"><b><span style="  line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black">Szegmens
  eredmények - IFRS (mrd HUF)</span></b></span></p>
  </td>
  
  <td style="width:71.0pt;border-top:solid windowtext 1.0pt;&#xD;&#xA;  border-left:none;border-bottom:solid windowtext 1.0pt;border-right:none;&#xD;&#xA;  &#xD;&#xA;  background:#D9D9D9;padding:0cm 3.5pt 0cm 3.5pt;height:15.0pt">
  <p class="MsoNormal" style="text-align:center"><span style="mso-bookmark:_Hlk3196057"><b><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black">2024. év</span></b></span></p>
  </td>
  
  <td style="width:71.0pt;border-top:solid windowtext 1.0pt;&#xD;&#xA;  border-left:none;border-bottom:solid windowtext 1.0pt;border-right:none;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;height:15.0pt">
  <p class="MsoNormal" style="text-align:center"><span style="mso-bookmark:_Hlk3196057"><b><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black">2023. év</span></b></span></p>
  </td>
  
  <td style="width:71.0pt;border-top:solid windowtext 1.0pt;&#xD;&#xA;  border-left:none;border-bottom:solid windowtext 1.0pt;border-right:none;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;height:15.0pt">
  <p class="MsoNormal" style="text-align:center"><span style="mso-bookmark:_Hlk3196057"><b><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black">Vált. %</span></b></span></p>
  </td>
  
 </tr>
 <tr style="height:11.25pt">
  <td style="width:291.0pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:11.25pt">
  <p class="MsoNormal"><span style="mso-bookmark:_Hlk3196057"><span style="  line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black">EBITDA</span></span></p>
  </td>
  
  <td style="width:71.0pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  background:#D9D9D9;padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:11.25pt">
  <p class="MsoNormal" style="text-align:right"><span style="mso-bookmark:_Hlk3196057"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black">-20.3</span></span><span style="mso-bookmark:&#xD;&#xA;  _Hlk3196057"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black"></span></span></p>
  </td>
  
  <td style="width:71.0pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:11.25pt">
  <p class="MsoNormal" style="text-align:right"><span style="mso-bookmark:_Hlk3196057"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black">13.2</span></span><span style="mso-bookmark:&#xD;&#xA;  _Hlk3196057"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black"></span></span></p>
  </td>
  
  <td style="width:71.0pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:11.25pt">
  <p class="MsoNormal" style="margin-right:5.65pt;text-align:right"><span style="mso-bookmark:_Hlk3196057"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black">n.a.</span></span><span style="mso-bookmark:&#xD;&#xA;  _Hlk3196057"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black"></span></span></p>
  </td>
  
 </tr>
 <tr style="height:11.25pt">
  <td style="width:291.0pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:11.25pt">
  <p class="MsoNormal"><span style="mso-bookmark:_Hlk3196057"><b><span style="  line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black">EBITDA
  kivéve spec. tételek<sup>(1)</sup></span></b></span></p>
  </td>
  
  <td style="width:71.0pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  background:#D9D9D9;padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:11.25pt">
  <p class="MsoNormal" style="text-align:right"><span style="mso-bookmark:_Hlk3196057"><b><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black">-20.3</span></b></span><span style="mso-bookmark:_Hlk3196057"><b><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black"></span></b></span></p>
  </td>
  
  <td style="width:71.0pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:11.25pt">
  <p class="MsoNormal" style="text-align:right"><span style="mso-bookmark:_Hlk3196057"><b><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black">13.2</span></b></span><span style="mso-bookmark:_Hlk3196057"><b><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black"></span></b></span></p>
  </td>
  
  <td style="width:71.0pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:11.25pt">
  <p class="MsoNormal" style="margin-right:5.65pt;text-align:right"><span style="mso-bookmark:_Hlk3196057"><b><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black">n.a.</span></b></span><span style="mso-bookmark:_Hlk3196057"><b><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black"></span></b></span></p>
  </td>
  
 </tr>
 <tr style="height:11.25pt">
  <td style="width:291.0pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:11.25pt">
  <p class="MsoNormal"><span style="mso-bookmark:_Hlk3196057"><span style="  line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black">Működési
  nyereség/(veszteség)</span></span></p>
  </td>
  
  <td style="width:71.0pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  background:#D9D9D9;padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:11.25pt">
  <p class="MsoNormal" style="text-align:right"><span style="mso-bookmark:_Hlk3196057"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black">-33.4</span></span><span style="mso-bookmark:&#xD;&#xA;  _Hlk3196057"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black"></span></span></p>
  </td>
  
  <td style="width:71.0pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:11.25pt">
  <p class="MsoNormal" style="text-align:right"><span style="mso-bookmark:_Hlk3196057"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black">11.7</span></span><span style="mso-bookmark:&#xD;&#xA;  _Hlk3196057"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black"></span></span></p>
  </td>
  
  <td style="width:71.0pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:11.25pt">
  <p class="MsoNormal" style="margin-right:5.65pt;text-align:right"><span style="mso-bookmark:_Hlk3196057"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black">n.a.</span></span><span style="mso-bookmark:&#xD;&#xA;  _Hlk3196057"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black"></span></span></p>
  </td>
  
 </tr>
 <tr style="height:11.25pt">
  <td style="width:291.0pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:11.25pt">
  <p class="MsoNormal"><span style="mso-bookmark:_Hlk3196057"><b><span style="  line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black">Működési
  nyereség/(veszteség) kivéve </span></b></span><span style="mso-bookmark:_Hlk3196057"><b><span style="  line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black">spec.
  <span>tételek<sup>(1)</sup></span></span></b></span></p>
  </td>
  
  <td style="width:71.0pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  background:#D9D9D9;padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:11.25pt">
  <p class="MsoNormal" style="text-align:right"><span style="mso-bookmark:_Hlk3196057"><b><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black">-33.4</span></b></span><span style="mso-bookmark:_Hlk3196057"><b><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black"></span></b></span></p>
  </td>
  
  <td style="width:71.0pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:11.25pt">
  <p class="MsoNormal" style="text-align:right"><span style="mso-bookmark:_Hlk3196057"><b><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black">11.7</span></b></span><span style="mso-bookmark:_Hlk3196057"><b><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black"></span></b></span></p>
  </td>
  
  <td style="width:71.0pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:11.25pt">
  <p class="MsoNormal" style="margin-right:5.65pt;text-align:right"><span style="mso-bookmark:_Hlk3196057"><b><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black">n.a.</span></b></span><span style="mso-bookmark:_Hlk3196057"><b><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black"></span></b></span></p>
  </td>
  
 </tr>
 <tr style="height:11.25pt">
  <td style="width:291.0pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:11.25pt">
  <p class="MsoNormal"><span style="mso-bookmark:_Hlk3196057"><b><span style="  line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black">CAPEX
  és beruházások</span></b></span></p>
  </td>
  
  <td style="width:71.0pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  background:#D9D9D9;padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:11.25pt">
  <p class="MsoNormal" style="text-align:right"><span style="mso-bookmark:_Hlk3196057"><b><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black">34.1</span></b></span><span style="mso-bookmark:_Hlk3196057"><b><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black"></span></b></span></p>
  </td>
  
  <td style="width:71.0pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:11.25pt">
  <p class="MsoNormal" style="text-align:right"><span style="mso-bookmark:_Hlk3196057"><b><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black">22.1</span></b></span><span style="mso-bookmark:_Hlk3196057"><b><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black"></span></b></span></p>
  </td>
  
  <td style="width:71.0pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:11.25pt">
  <p class="MsoNormal" style="margin-right:5.65pt;text-align:right"><span style="mso-bookmark:_Hlk3196057"><b><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black">54</span></b></span><span style="mso-bookmark:&#xD;&#xA;  _Hlk3196057"><b><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black"></span></b></span></p>
  </td>
  
 </tr>
</tbody></table>

<p class="MsoNormal" style="text-align:justify;"><span style="mso-bookmark:_Hlk3196057"><span style="font-size:7.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;"><span> </span></span></span></p>

<p class="MsoNormal" style="text-align:justify;"><span style="mso-bookmark:_Hlk3196057"><span style="font-size:7.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;">A megjegyzéseket és speciális tételeket az 1. és 2. számú
melléklet tartalmazza. </span></span></p>

<p class="MsoNormal" style="text-align:justify;"><span style="mso-bookmark:_Hlk3196057"><span style="font-size:7.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif">A
Körforgásos Gazdálkodási Szolgáltatások 2023-ban még nem volt egy önálló
szegmens, 2023 első félévében a költségek főként a vállalkozás létrehozásával kapcsolatos
kiadásokra korlátozódtak.</span></span></p>

<p class="MsoNormal" style="text-align:justify;"><span style="mso-bookmark:_Hlk3196057"><span style="font-size:7.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif"><span> </span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-size:7.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;"></span></span></p>

<p class="MsoNormal" style="margin-top:6.0pt;margin-right:0cm;margin-bottom:6.0pt;margin-left:0cm;text-align:justify;"><span style="mso-bookmark:&#xD;&#xA;_Hlk3196057"><b><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;">2024.
éves eredmények</span></b></span></p>

<p class="MsoNormal" style="margin-top:6.0pt;margin-right:0cm;margin-bottom:6.0pt;margin-left:0cm;text-align:justify;"><span style="mso-bookmark:&#xD;&#xA;_Hlk3196057"><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;">A
Körforgásos Gazdasági Szolgáltatások szegmens EBITDA szinten veszteséget
termelt 2024-ben, -20,3 Mrd Ft értékben (-51,9 millió USD). Tekintve, hogy a
szegmens első vállalata, a MOHU Zrt. a koncesszió indulásával jött létre, így a
működését 2023.07.01-jén kezdte meg, ezáltal nincs egyértelmű összehasonlítási
alap 2023-hoz képest. A 2023-as eredményekhez képesti változást és a végső
eredményt főként a Kötelező visszaváltási rendszer (DRS) második félévben való
elindulása és felfutása okozta a megnövekedett működési költségekkel, valamint
a főként a közszolgáltatási és az EPR alrendszerhez kapcsolódó vevőkövetelések
értékvesztése okozta. Mindezeken felül a 2024-es teljes éves eredmény tartalmaz
egy 9,7 Mrd Ft (30 millió USD) egyszeri számviteli korrekciót a 2023-as EPR
árbevétel becslésnél alacsonyabb tény realizáció miatt.</span></span></p>

<p class="MsoNormal" style="margin-top:6.0pt;margin-right:0cm;margin-bottom:6.0pt;margin-left:0cm;text-align:justify;"><span style="mso-bookmark:&#xD;&#xA;_Hlk3196057"><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;">2024-ben
a szegmens bővítésére több felvásárlás útján került sor. A MOHU Budapest, egy
közös vállalkozás 50-50%-ban tulajdonolva a BKM Budapesti Közművek és a MOL
által, 2024.04.01-jén kezdte meg működését, folytatva a hulladékgazdálkodási
tevékenységét Budapesten és Pest megyében körülbelül 1.900 alkalmazottal és 500
járművel. Az év második felében további három tranzakcióra került sor, azzal a
céllal, hogy a körforgásos gazdálkodási tevékenységek pozíciója erősödjön;
Greenpet Recycle Kft. és Vivivenvíz Kft. az élelmiszer-minőségű PET
újrahasznosítási kapacitások felépítése miatt és a RE-POL Innovációs Kft. a
gumiabroncs újrahasznosítási piacra való belépésként.</span></span></p>

<p class="MsoNormal" style="margin-top:6.0pt;margin-right:0cm;margin-bottom:6.0pt;margin-left:0cm;text-align:justify;"><span style="mso-bookmark:&#xD;&#xA;_Hlk3196057"><b><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;">Körforgásos
Gazdálkodási Szolgáltatások szegmens üzletfejlesztése</span></b></span></p>

<p class="MsoNormal" style="margin-top:6.0pt;margin-right:0cm;margin-bottom:6.0pt;margin-left:0cm;text-align:justify;"><span style="mso-bookmark:&#xD;&#xA;_Hlk3196057"><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;">2024-ben
a Körforgásos Gazdasági Szolgáltatások szegmens 30,7 Mrd Ft (83,1 millió USD)
értékben hajtott végre beruházásokat. A kiadások többnyire a szelektív
hulladékgyűjtés intenzifikálását célzó számos projekt elindítására vagy
előmozdítására irányultak a MOHU tevékenységi körén belül, melyek egy része már
a 2023-as év során elkezdődött. A DRS-rendszer bevezetése, amely eredetileg
január 1-jén kezdte meg működését, tovább folytatódott és a türelmi időszak
július 1-jével történő lejárta után teljes sebességre kapcsolt. Az év végére
összesen mintegy 3.200 visszaváltó automatát helyeztek üzembe, amelyek 3.700
bedobónyílást jelentenek, az utolsó negyedévben pedig naponta 6 millió palackot
és dobozt kezeltek. További 1.500 kézi visszaváltóponttal szerződött le a MOHU,
hogy növelje a lefedettséget. A bio konyhai hulladékgyűjtés kísérleti
projektként január 1-jétől elindult mind a 6 hulladékgazdálkodási régióban, 14
különböző településen, a tervezett 200 ezer gyűjtőedény leszállításával. A
textilhulladék-gyűjtés országos szintű elterjedésére irányuló projekt során a
megrendelt 1.500 konténerből 1.100 kihelyezésre került. Az első saját
hulladékudvar beruházása átadásra került Esztergomban és megkezdte működését, a
további projektek előkészítés alatt állnak. 100 db hulladékgyűjtő jármű
beszerzésére vonatkozó szerződések elkészültek, melyből 41 db már leszállításra
is került.</span></span></p>

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  </td>
  <td style="width:78.0pt;background:#F2F2F2;padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:21.6pt">
  <p class="MsoNormal" style="line-height:normal"><img src="data:image/png;base64,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" alt="footer image" style="position:relative; width:62.5pt;height:11.5pt;visibility:visible;"></img></p>
  </td>
  <td style="width:13.0cm;background:#F2F2F2;padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:21.6pt">
  <p class="MsoNormal" style="text-align:center;line-height:normal"><span style="color:black;">Üzleti
  jelentés 2024</span><span style="font-size:11.0pt"></span></p>
  </td>
  <td style="width:4.0cm;background:#E30018;padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:21.6pt">
  <p class="MsoNormal" style="text-align:center;line-height:normal"><span style="font-size:10.0pt;color:white;">30</span><span style="font-size:10.0pt"></span></p>
  </td>
 </tr>
</tbody></table>

<p class="MsoHeader"><b><span> </span></b></p>

</div></div><div class="WordSection30">

<p class="MsoNormal" style="margin-top:6.0pt;margin-right:0cm;margin-bottom:6.0pt;margin-left:18.5pt;text-align:justify;text-indent:-18.5pt;page-break-after:avoid;"><span style="mso-bookmark:_Hlk3196057"><a id="_Toc65757139"></a><a id="_Toc129243824"><b><span style="font-size:9.0pt;line-height:1.347398;;font-family:&quot;Calibri&quot;,sans-serif;text-transform:uppercase"><span>3.6<span style="font:7.0pt &quot;Times New Roman&quot;">    
</span></span></span></b><b><span style="font-size:9.0pt;line-height:1.347398;;font-family:&quot;Calibri&quot;,sans-serif;text-transform:uppercase">GÁZ MIDSTREAM</span></b></a></span><span style="mso-bookmark:_Hlk3196057"><b><span style="font-size:9.0pt;line-height:1.347398;;font-family:&quot;Calibri&quot;,sans-serif;text-transform:uppercase"></span></b></span></p>

<table class="MsoNormalTable" title="b43acdf8-e7b1-49be-a6de-255d6365950e" style="border:solid 0pt;border-collapse:collapse;border-spacing:0;;"><tbody>
 <tr style="height:12.15pt">
  <td style="width:290.6pt;border-top:solid windowtext 1.0pt;&#xD;&#xA;  border-left:none;border-bottom:solid windowtext 1.0pt;border-right:none;&#xD;&#xA;  &#xD;&#xA;  padding:.75pt .75pt 0cm .75pt;height:12.15pt">
  <p class="MsoNormal"><span style="mso-bookmark:_Hlk3196057"><b><span style="  line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black">Szegmens
  IFRS eredmények (Mrd Ft-ban)</span></b></span></p>
  </td>
  
  <td style="width:70.9pt;border-top:solid windowtext 1.0pt;&#xD;&#xA;  border-left:none;border-bottom:solid windowtext 1.0pt;border-right:none;&#xD;&#xA;  &#xD;&#xA;  background:lightgrey;padding:.75pt .75pt 0cm .75pt;height:12.15pt">
  <p class="MsoNormal" style="text-align:center"><span style="mso-bookmark:_Hlk3196057"><b><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black;">2024. év</span></b></span></p>
  </td>
  
  <td style="width:70.85pt;border-top:solid windowtext 1.0pt;&#xD;&#xA;  border-left:none;border-bottom:solid windowtext 1.0pt;border-right:none;&#xD;&#xA;  &#xD;&#xA;  padding:.75pt .75pt 0cm .75pt;height:12.15pt">
  <p class="MsoNormal" style="text-align:center"><span style="mso-bookmark:_Hlk3196057"><b><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black;">2023. év</span></b></span></p>
  </td>
  
  <td style="width:70.9pt;border-top:solid windowtext 1.0pt;&#xD;&#xA;  border-left:none;border-bottom:solid windowtext 1.0pt;border-right:none;&#xD;&#xA;  &#xD;&#xA;  padding:.75pt .75pt 0cm .75pt;height:12.15pt">
  <p class="MsoNormal" style="text-align:center"><span style="mso-bookmark:_Hlk3196057"><b><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black;">Vált. %</span></b></span></p>
  </td>
  
 </tr>
 <tr style="height:6.45pt">
  <td style="width:290.6pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:.75pt .75pt 0cm .75pt;&#xD;&#xA;  height:6.45pt">
  <p class="MsoNormal"><span style="mso-bookmark:_Hlk3196057"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black;">EBITDA</span></span></p>
  </td>
  
  <td style="width:70.9pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  background:lightgrey;padding:.75pt .75pt 0cm .75pt;&#xD;&#xA;  height:6.45pt">
  <p class="MsoNormal" style="text-align:right"><span style="mso-bookmark:_Hlk3196057"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black;">89,0</span></span><span style="mso-bookmark:_Hlk3196057"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black;"></span></span></p>
  </td>
  
  <td style="width:70.85pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:.75pt .75pt 0cm .75pt;&#xD;&#xA;  height:6.45pt">
  <p class="MsoNormal" style="text-align:right"><span style="mso-bookmark:_Hlk3196057"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black;">93,8</span></span><span style="mso-bookmark:_Hlk3196057"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black;"></span></span></p>
  </td>
  
  <td style="width:70.9pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:.75pt .75pt 0cm .75pt;&#xD;&#xA;  height:6.45pt">
  <p class="MsoNormal" style="text-align:right"><span style="mso-bookmark:_Hlk3196057"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black;">-5</span></span><span style="mso-bookmark:_Hlk3196057"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black;"></span></span></p>
  </td>
  
 </tr>
 <tr style="height:9.4pt">
  <td style="width:290.6pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:.75pt .75pt 0cm .75pt;&#xD;&#xA;  height:9.4pt">
  <p class="MsoNormal"><span style="mso-bookmark:_Hlk3196057"><b><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black;">EBITDA speciális tételek nélkül</span></b></span><span style="mso-bookmark:_Hlk3196057"><b><sup><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black">(1)</span></sup></b></span><span style="mso-bookmark:_Hlk3196057"><b><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black;"></span></b></span></p>
  </td>
  
  <td style="width:70.9pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  background:lightgrey;padding:.75pt .75pt 0cm .75pt;&#xD;&#xA;  height:9.4pt">
  <p class="MsoNormal" style="text-align:right"><span style="mso-bookmark:_Hlk3196057"><b><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black;">89,0</span></b></span><span style="mso-bookmark:_Hlk3196057"><b><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black;"></span></b></span></p>
  </td>
  
  <td style="width:70.85pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:.75pt .75pt 0cm .75pt;&#xD;&#xA;  height:9.4pt">
  <p class="MsoNormal" style="text-align:right"><span style="mso-bookmark:_Hlk3196057"><b><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black;">93,8</span></b></span><span style="mso-bookmark:_Hlk3196057"><b><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black;"></span></b></span></p>
  </td>
  
  <td style="width:70.9pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:.75pt .75pt 0cm .75pt;&#xD;&#xA;  height:9.4pt">
  <p class="MsoNormal" style="text-align:right"><span style="mso-bookmark:_Hlk3196057"><b><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black;">-5</span></b></span><span style="mso-bookmark:_Hlk3196057"><b><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black;"></span></b></span></p>
  </td>
  
 </tr>
 <tr style="height:12.45pt">
  <td style="width:290.6pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:.75pt .75pt 0cm .75pt;&#xD;&#xA;  height:12.45pt">
  <p class="MsoNormal"><span style="mso-bookmark:_Hlk3196057"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black;">Üzleti eredmény</span></span></p>
  </td>
  
  <td style="width:70.9pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  background:lightgrey;padding:.75pt .75pt 0cm .75pt;&#xD;&#xA;  height:12.45pt">
  <p class="MsoNormal" style="text-align:right"><span style="mso-bookmark:_Hlk3196057"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black;">72,4</span></span><span style="mso-bookmark:_Hlk3196057"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black;"></span></span></p>
  </td>
  
  <td style="width:70.85pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:.75pt .75pt 0cm .75pt;&#xD;&#xA;  height:12.45pt">
  <p class="MsoNormal" style="text-align:right"><span style="mso-bookmark:_Hlk3196057"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black;">76,4</span></span><span style="mso-bookmark:_Hlk3196057"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black;"></span></span></p>
  </td>
  
  <td style="width:70.9pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:.75pt .75pt 0cm .75pt;&#xD;&#xA;  height:12.45pt">
  <p class="MsoNormal" style="text-align:right"><span style="mso-bookmark:_Hlk3196057"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black;">-5</span></span><span style="mso-bookmark:_Hlk3196057"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black;"></span></span></p>
  </td>
  
 </tr>
 <tr style="height:13.3pt">
  <td style="width:290.6pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:.75pt .75pt 0cm .75pt;&#xD;&#xA;  height:13.3pt">
  <p class="MsoNormal"><span style="mso-bookmark:_Hlk3196057"><b><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black;">Üzleti eredmény speciális tételek nélkül</span></b></span><span style="mso-bookmark:_Hlk3196057"><b><sup><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black">(1)</span></sup></b></span><span style="mso-bookmark:_Hlk3196057"><b><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black;"></span></b></span></p>
  </td>
  
  <td style="width:70.9pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  background:lightgrey;padding:.75pt .75pt 0cm .75pt;&#xD;&#xA;  height:13.3pt">
  <p class="MsoNormal" style="text-align:right"><span style="mso-bookmark:_Hlk3196057"><b><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black;">72,4</span></b></span><span style="mso-bookmark:_Hlk3196057"><b><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black;"></span></b></span></p>
  </td>
  
  <td style="width:70.85pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:.75pt .75pt 0cm .75pt;&#xD;&#xA;  height:13.3pt">
  <p class="MsoNormal" style="text-align:right"><span style="mso-bookmark:_Hlk3196057"><b><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black;">76,4</span></b></span><span style="mso-bookmark:_Hlk3196057"><b><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black;"></span></b></span></p>
  </td>
  
  <td style="width:70.9pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:.75pt .75pt 0cm .75pt;&#xD;&#xA;  height:13.3pt">
  <p class="MsoNormal" style="text-align:right"><span style="mso-bookmark:_Hlk3196057"><b><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black;">-5</span></b></span><span style="mso-bookmark:_Hlk3196057"><b><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black;"></span></b></span></p>
  </td>
  
 </tr>
 <tr style="height:6.45pt">
  <td style="width:290.6pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:.75pt .75pt 0cm .75pt;&#xD;&#xA;  height:6.45pt">
  <p class="MsoNormal"><span style="mso-bookmark:_Hlk3196057"><b><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black;">Beruházások és befektetések</span></b></span></p>
  </td>
  
  <td style="width:70.9pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  background:lightgrey;padding:.75pt .75pt 0cm .75pt;&#xD;&#xA;  height:6.45pt">
  <p class="MsoNormal" style="text-align:right"><span style="mso-bookmark:_Hlk3196057"><b><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black;">17,8</span></b></span><span style="mso-bookmark:_Hlk3196057"><b><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black;"></span></b></span></p>
  </td>
  
  <td style="width:70.85pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:.75pt .75pt 0cm .75pt;&#xD;&#xA;  height:6.45pt">
  <p class="MsoNormal" style="text-align:right"><span style="mso-bookmark:_Hlk3196057"><b><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black;">12,4</span></b></span><span style="mso-bookmark:_Hlk3196057"><b><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black;"></span></b></span></p>
  </td>
  
  <td style="width:70.9pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:.75pt .75pt 0cm .75pt;&#xD;&#xA;  height:6.45pt">
  <p class="MsoNormal" style="text-align:right"><span style="mso-bookmark:_Hlk3196057"><b><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black;">44</span></b></span><span style="mso-bookmark:_Hlk3196057"><b><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black;"></span></b></span></p>
  </td>
  
 </tr>
 <tr style="height:4.15pt">
  <td style="width:290.6pt;border:none;border-bottom:solid windowtext 1.0pt;&#xD;&#xA;  padding:.75pt .75pt 0cm 9.0pt;&#xD;&#xA;  height:4.15pt">
  <p class="MsoNormal" style="text-indent:8.0pt;"><span style="mso-bookmark:_Hlk3196057"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black;">ebből organikus</span></span></p>
  </td>
  
  <td style="width:70.9pt;border:none;border-bottom:solid windowtext 1.0pt;&#xD;&#xA;  background:lightgrey;padding:&#xD;&#xA;  .75pt .75pt 0cm .75pt;height:4.15pt">
  <p class="MsoNormal" style="text-align:right"><span style="mso-bookmark:_Hlk3196057"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black;">17,8</span></span><span style="mso-bookmark:_Hlk3196057"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black;"></span></span></p>
  </td>
  
  <td style="width:70.85pt;border:none;border-bottom:solid windowtext 1.0pt;&#xD;&#xA;  padding:.75pt .75pt 0cm .75pt;&#xD;&#xA;  height:4.15pt">
  <p class="MsoNormal" style="text-align:right"><span style="mso-bookmark:_Hlk3196057"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black;">12,4</span></span><span style="mso-bookmark:_Hlk3196057"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black;"></span></span></p>
  </td>
  
  <td style="width:70.9pt;border:none;border-bottom:solid windowtext 1.0pt;&#xD;&#xA;  padding:.75pt .75pt 0cm .75pt;&#xD;&#xA;  height:4.15pt">
  <p class="MsoNormal" style="text-align:right"><span style="mso-bookmark:_Hlk3196057"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black;">44</span></span><span style="mso-bookmark:_Hlk3196057"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black;"></span></span></p>
  </td>
  
 </tr>
</tbody></table>

<p class="MsoNormal" style=""><span style="mso-bookmark:_Hlk3196057"><span style="font-size:6.0pt;line-height:1.347398;;font-family:&quot;Molgroup Black&quot;;color:#E30018;"><span> </span></span></span></p>

<table class="MsoNormalTable" title="834404f1-a8e7-4a09-ab71-d7b8d056038b" style="border:solid 0pt;border-collapse:collapse;border-spacing:0;"><tbody>
 <tr style="height:12.15pt">
  <td style="width:248.1pt;border-top:solid windowtext 1.0pt;&#xD;&#xA;  border-left:none;border-bottom:solid windowtext 1.0pt;border-right:none;&#xD;&#xA;  &#xD;&#xA;  padding:.75pt .75pt 0cm .75pt;height:12.15pt">
  <p class="MsoNormal"><span style="mso-bookmark:_Hlk3196057"><b><span style="  line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;color:black">Legfőbb Gáz
  Midstream ESG Mutatók</span></b></span><span style="mso-bookmark:_Hlk3196057"><b><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black"></span></b></span></p>
  </td>
  
  <td style="width:4.0cm;border-top:solid windowtext 1.0pt;&#xD;&#xA;  border-left:none;border-bottom:solid windowtext 1.0pt;border-right:none;&#xD;&#xA;  &#xD;&#xA;  padding:.75pt .75pt 0cm .75pt;height:12.15pt">
  <p class="MsoNormal" style="margin-left:-8.1pt;text-align:center;&#xD;&#xA;  text-indent:8.1pt"><span style="mso-bookmark:_Hlk3196057"><b><span style="  line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;color:black">Mértékegység</span></b></span><span style="mso-bookmark:_Hlk3196057"><b><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black;"></span></b></span></p>
  </td>
  
  <td style="width:70.85pt;border-top:solid windowtext 1.0pt;&#xD;&#xA;  border-left:none;border-bottom:solid windowtext 1.0pt;border-right:none;&#xD;&#xA;  &#xD;&#xA;  background:#D9D9D9;padding:.75pt .75pt 0cm .75pt;height:12.15pt">
  <p class="MsoNormal" style="text-align:center"><span style="mso-bookmark:_Hlk3196057"><b><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black">2024. év</span></b></span><span style="mso-bookmark:_Hlk3196057"><b><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black;"></span></b></span></p>
  </td>
  
  <td style="width:70.9pt;border-top:solid windowtext 1.0pt;&#xD;&#xA;  border-left:none;border-bottom:solid windowtext 1.0pt;border-right:none;&#xD;&#xA;  &#xD;&#xA;  padding:.75pt .75pt 0cm .75pt;height:12.15pt">
  <p class="MsoNormal" style="text-align:center"><span style="mso-bookmark:_Hlk3196057"><b><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black">2023. év</span></b></span><span style="mso-bookmark:_Hlk3196057"><b><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black;"></span></b></span></p>
  </td>
  
 </tr>
 <tr style="height:6.45pt">
  <td style="width:248.1pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:.75pt .75pt 0cm .75pt;&#xD;&#xA;  height:6.45pt">
  <p class="MsoNormal"><span style="mso-bookmark:_Hlk3196057"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black;">EBITDA</span></span></p>
  </td>
  
  <td style="width:4.0cm;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:.75pt .75pt 0cm .75pt;&#xD;&#xA;  height:6.45pt">
  <p class="MsoNormal" style="margin-left:-8.1pt;text-align:center;&#xD;&#xA;  text-indent:8.1pt"><span style="mso-bookmark:_Hlk3196057"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;color:black;  ">Mrd Ft</span></span><span style="mso-bookmark:_Hlk3196057"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black;"></span></span></p>
  </td>
  
  <td style="width:70.85pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  background:#D9D9D9;padding:.75pt .75pt 0cm .75pt;&#xD;&#xA;  height:6.45pt">
  <p class="MsoNormal" style="text-align:right"><span style="mso-bookmark:_Hlk3196057"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black;">89,0</span></span><span style="mso-bookmark:_Hlk3196057"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black;"></span></span></p>
  </td>
  
  <td style="width:70.9pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:.75pt .75pt 0cm .75pt;&#xD;&#xA;  height:6.45pt">
  <p class="MsoNormal" style="text-align:right"><span style="mso-bookmark:_Hlk3196057"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black;">93,8</span></span><span style="mso-bookmark:_Hlk3196057"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black;"></span></span></p>
  </td>
  
 </tr>
 <tr style="height:9.4pt">
  <td style="width:248.1pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:.75pt .75pt 0cm .75pt;&#xD;&#xA;  height:9.4pt">
  <p class="MsoNormal"><span style="mso-bookmark:_Hlk3196057"><span style="  line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;color:black">Közvetlen
  módon kibocsátott ÜHG (Scope-1) </span></span><span style="mso-bookmark:_Hlk3196057"><b><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black;"></span></b></span></p>
  </td>
  
  <td style="width:4.0cm;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:.75pt .75pt 0cm .75pt;&#xD;&#xA;  height:9.4pt">
  <p class="MsoNormal" style="margin-left:-8.1pt;text-align:center;&#xD;&#xA;  text-indent:8.1pt"><span style="mso-bookmark:_Hlk3196057"><span style="  line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;color:black">millió tonna
  CO<sub>2</sub> egyenérték</span></span><span style="mso-bookmark:_Hlk3196057"><b><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black;"></span></b></span></p>
  </td>
  
  <td style="width:70.85pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  background:#D9D9D9;padding:.75pt .75pt 0cm .75pt;&#xD;&#xA;  height:9.4pt">
  <p class="MsoNormal" style="text-align:right"><span style="mso-bookmark:_Hlk3196057"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black;">0,1<b></b></span></span></p>
  </td>
  
  <td style="width:70.9pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:.75pt .75pt 0cm .75pt;&#xD;&#xA;  height:9.4pt">
  <p class="MsoNormal" style="text-align:right"><span style="mso-bookmark:_Hlk3196057"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black;">0,1<b></b></span></span></p>
  </td>
  
 </tr>
 <tr style="height:12.45pt">
  <td style="width:248.1pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:.75pt .75pt 0cm .75pt;&#xD;&#xA;  height:12.45pt">
  <p class="MsoNormal"><span style="mso-bookmark:_Hlk3196057"><span style="  line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;color:black">Elfolyások
  mennyisége (&gt;1 m<sup>3</sup>)</span></span><span style="mso-bookmark:_Hlk3196057"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black;"></span></span></p>
  </td>
  
  <td style="width:4.0cm;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:.75pt .75pt 0cm .75pt;&#xD;&#xA;  height:12.45pt">
  <p class="MsoNormal" style="margin-left:-8.1pt;text-align:center;&#xD;&#xA;  text-indent:8.1pt"><span style="mso-bookmark:_Hlk3196057"><span style="  line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;color:black">m<sup>3</sup></span></span><span style="mso-bookmark:_Hlk3196057"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black;"></span></span></p>
  </td>
  
  <td style="width:70.85pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  background:#D9D9D9;padding:.75pt .75pt 0cm .75pt;&#xD;&#xA;  height:12.45pt">
  <p class="MsoNormal" style="text-align:right"><span style="mso-bookmark:_Hlk3196057"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black;">0</span></span></p>
  </td>
  
  <td style="width:70.9pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:.75pt .75pt 0cm .75pt;&#xD;&#xA;  height:12.45pt">
  <p class="MsoNormal" style="text-align:right"><span style="mso-bookmark:_Hlk3196057"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black;">0</span></span></p>
  </td>
  
 </tr>
 <tr style="height:13.3pt">
  <td style="width:248.1pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:.75pt .75pt 0cm .75pt;&#xD;&#xA;  height:13.3pt">
  <p class="MsoNormal"><span style="mso-bookmark:_Hlk3196057"><span style="  line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;color:black">Munkaidő kieséssel
  járó sérülések gyakorisága (saját munkavállalók)</span></span><span style="mso-bookmark:_Hlk3196057"><b><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black;"></span></b></span></p>
  </td>
  
  <td style="width:4.0cm;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:.75pt .75pt 0cm .75pt;&#xD;&#xA;  height:13.3pt">
  <p class="MsoNormal" style="margin-left:-8.1pt;text-align:center;&#xD;&#xA;  text-indent:8.1pt"><span style="mso-bookmark:_Hlk3196057"><span style="  line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;color:black">1 millió
  ledolgozott óránként</span></span><span style="mso-bookmark:_Hlk3196057"><b><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black;"></span></b></span></p>
  </td>
  
  <td style="width:70.85pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  background:#D9D9D9;padding:.75pt .75pt 0cm .75pt;&#xD;&#xA;  height:13.3pt">
  <p class="MsoNormal" style="text-align:right"><span style="mso-bookmark:_Hlk3196057"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black;">0<b></b></span></span></p>
  </td>
  
  <td style="width:70.9pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:.75pt .75pt 0cm .75pt;&#xD;&#xA;  height:13.3pt">
  <p class="MsoNormal" style="text-align:right"><span style="mso-bookmark:_Hlk3196057"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black;">0,87<b></b></span></span></p>
  </td>
  
 </tr>
</tbody></table>

<p class="MsoNormal" style="margin-top:6.0pt;margin-right:0cm;margin-bottom:6.0pt;margin-left:0cm;"><span style="mso-bookmark:_Hlk3196057"><span style="font-size:10.0pt;line-height:1.347398;;font-family:&quot;Molgroup Black&quot;;color:#E30018;"><span> </span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-size:7.0pt;line-height:1.347398;;font-family:&quot;Calibri&quot;,sans-serif;color:black;">A Társaság honlapjára feltöltött éves </span></span><span style="mso-bookmark:_Hlk3196057"><span style="text-decoration: underline;"><span style="font-size:7.0pt;line-height:1.347398;;font-family:&quot;Calibri&quot;,sans-serif;color:#0563C1">Adattárban</span></span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-size:7.0pt;line-height:1.347398;;font-family:&quot;Calibri&quot;,sans-serif;color:black;"> megtalálható további táblázatok: Magyarország földgáz
szállítás és földgáz tranzit (millió cm).</span></span></p>

<p class="MsoListParagraph" style="margin-top:6.0pt;margin-right:0cm;margin-bottom:6.0pt;margin-left:38.0pt;text-align:justify;text-indent:-36.0pt;line-height:1.408643;;page-break-after:avoid;"><span style="mso-bookmark:_Hlk3196057"><b><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;text-transform:uppercase"><span style="display:inline-block; text-indent:0pt; min-width:36.0pt;">3.6.1<span style="font:7.0pt &quot;Times New Roman&quot;">           
</span></span></span></b><b><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;text-transform:uppercase">A 2024-es év pénzügyi eredményeinek összefoglalója</span></b></span></p>

<p class="MsoNormal" style="margin-top:6.0pt;margin-right:0cm;margin-bottom:2.0pt;margin-left:0cm;text-align:justify;"><span style="mso-bookmark:&#xD;&#xA;_Hlk3196057"><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;">Az FGSZ Földgázszállító Zrt.
(továbbiakban: FGSZ) a 2024. évben 89,0 Mrd Ft EBITDA-t ért el, 5%-kal
elmaradva az előző év eredményhez képest. A pénzügyi eredményességet nagyrészt
makrogazdasági tényezők (úgymint hullámzó energia árak, inflációs nyomás), a
szállítási szolgáltatások iránti erős kereslet és a szabályozott árak változása
határozták meg.</span></span></p>

<p class="MsoNormal" style="margin-top:6.0pt;margin-right:0cm;margin-bottom:2.0pt;margin-left:0cm;text-align:justify;"><span style="mso-bookmark:&#xD;&#xA;_Hlk3196057"><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;">A szállítási mennyiségek hasonló
szinten teljesültek az előző évhez viszonyítva (1% növekedés 2024-ben): míg a
hazai szállítási mennyiségek csökkentek, a környező országok felé irányuló
export szállítások közel megduplázódtak 2024-ben éves összehasonlításban. Az
összesen hazai szállított mennyiség közel 18%-os csökkenését a földgáztárolók
felé történő szállítások (nagyságrendileg 1,6 Mrd m3) csökkenése indokolja, a
2024-es év eleji enyhébb fűtési időszak magasabb átlagos tárolói készletet
eredményezett; ugyanakkor a hazai fogyasztás hasonló volt a megelőző évivel
összehasonlítva. A régiós ellátási útvonalak megváltoztak: a déli irány
kiemeltté vált Szlovákia és Ukrajna ellátásában, amely így összességében
jelentős export határkeresztező forgalmat eredményezett, a szomszédos országok
felé (úgymint Horvátország, Románia, Szlovákia, Szerbia és Ukrajna) teljesített
szállítások 2024-ben közel megduplázódtak az előző évhez viszonyítva.</span></span></p>

<p class="MsoNormal" style="margin-top:6.0pt;margin-right:0cm;margin-bottom:2.0pt;margin-left:0cm;text-align:justify;"><span style="mso-bookmark:&#xD;&#xA;_Hlk3196057"><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;">A szabályozott árbevételek 7%-kal
csökkentek az előző év értékeihez képest, elsősorban a mérséklődő piaci
viszonyok és a rendszerhasználók megváltozó kapacitás kereslete miatt. Az
átlagos szabályozott tarifák alacsonyabbak voltak az előző évhez képest, főként
a külső gazdásági környezet kihívásait visszatükrözve. A megemelkedett
határkeresztező forgalom ellenére a határponti többlet kapacitáskereslet
kiemelkedően magas szintje csökkent, ahogy a rendszerhasználók
kapacitásportfóliójában nagyobb arányt tettek ki a hosszú távú – éves és
negyedéves – kapacitáslekötések.. A működési költségek éves összehasonlításban
11%-kal voltak alacsonyabbak a földgázszállító rendszer alacsonyabb
gázfelhasználása miatt, ugyanakkor az egyéb működési költségek (például karbantartás
tevékenységek költsége) esetén a magasabb szinten rögzült inflációs környezet
hatása érvéenyesült. A működési költségek kedvezőtlen alakulását a szigorú
költségkontroll mérsékelte.</span></span></p>

<p class="MsoNormal" style="margin-top:6.0pt;margin-right:0cm;margin-bottom:2.0pt;margin-left:0cm;text-align:justify;"><span style="mso-bookmark:&#xD;&#xA;_Hlk3196057"><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;">A beruházások és befektetések
értéke 44%-kal növekedett éves összehasonlításban. 2024 során a beruházások
elsősorban a rekonstrukciós jellegű munkákat (pl. csővezeték rehabilitáció,
kompresszor rekonstrukció), valamint a Kardoskút-Városföld vezetékszakasz
rekonstrukciójának befejezését tartalmazták, ugyanakkor a zöld átmenet
támogatása érdekében az FGSZ megújuló gázokkal kapcsolatos és
energiahatékonysági projekteket is megvalósított.</span></span></p>

<p class="MsoNormal" style="margin-top:6.0pt;margin-right:0cm;margin-bottom:2.0pt;margin-left:0cm;text-align:justify;"><span style="mso-bookmark:&#xD;&#xA;_Hlk3196057"><b><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;">3.6.2 A 2024-eS ÉV MŰKÖDÉSI
EREDMÉNYEINEK ÖSSZEFOGLALÓJA</span></b></span></p>

<p class="MsoNormal" style="margin-top:6.0pt;margin-right:0cm;margin-bottom:2.0pt;margin-left:0cm;text-align:justify;"><span style="mso-bookmark:&#xD;&#xA;_Hlk3196057"><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;">Az FGSZ a közel 6.000 km hosszú
nagynyomású földgázszállító vezetékrendszer kizárólagos üzemeltetője
Magyarországon, amelyet természetes monopóliumként üzemeltet az EU és hazai
jogszabályi keretek között. A Vállalat fő tevékenysége a földgázszállítási kapacitások
kiépítése, üzemeltetése és értékesítése, amelyekből éves, negyedéves, havi,
napi és napon belüli, nem megszakítható és megszakítható kapacitásokat ajánl
fel online aukciókon keretében. Az FGSZ hazai termelésű és import forrásokat
juttat el földgázelosztó társaságokhoz, erőművekhez és nagy ipari
felhasználókhoz, valamint hazai szállítási tevékenyégén felül határkeresztező
szállításokat végez. Kétirányú határkeresztező pontokat üzemeltet Szlovákia,
Ukrajna, Románia, Szerbia és Horvátország irányába, valamint egyirányú belépési
pontot Ausztria irányából. </span></span></p>

<p class="MsoNormal" style="margin-top:6.0pt;margin-right:0cm;margin-bottom:2.0pt;margin-left:0cm;text-align:justify;"><span style="mso-bookmark:&#xD;&#xA;_Hlk3196057"><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;">Magyarország ellátásbiztonsága
elválaszthatatlan a szélesebb közép-európai térség és egész Európa
energiabiztonságától. Ennek megfelelően az FGSZ célja, hogy biztosítsa a térség
földgázrendszereinek átjárhatóságát, valamint növelje a Magyarországon keresztül
történő szállítások volumenét. Az FGSZ által az elmúlt években végrehajtott
vezeték- és kereskedelmi infrastruktúra fejlesztések segítették Magyarország és
a szélesebb régió esetében mind a versenyképesebb gázpiac, mind a növekvő
ellátásbiztonság elérését, valamint növelték a földgáz, mint alacsony
karbonintenzitású energia alternatíva - többek között - villamosenergia
termelésben való elérhetőségét.</span></span></p>

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  <td style="width:78.0pt;background:#F2F2F2;padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:21.6pt">
  <p class="MsoNormal" style="line-height:normal"><img src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAFMAAAAPCAIAAAAXnGTbAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAAAXCSURBVEhL5VZ5TBRXHCZpm5i0sTSKieEsKne5BEEEvBWN1njUIxbjlYoXgoBKTa218WgL2mBsrFqLihYPtKhYPIpnFQ/wQkEEtYoo7M7Mzs7Ozs7O7NDvzZtSxP/6L1825Hft2/f9roebtauCMBfLytWGRqp3HRDmDWnppn5R4vZfNFGk1v8H1+sWpeah62WzoetwtZjUJ88M5U24TGalptb1osnQdagNT5T7D8nn3gPX8xeGtQPUR4/VunpD0aGxnFrfYChQLTxiqKzWPTZOu//A1fyKGikI86pl2U8/8mF6+nMpk+SKi9TREa4XL8WN+Zrdbug6lJvV9q07qKw5HOKGfCYoxuwTyvSLtq1aq1EHGip/q+XT6YbSAfaC7UxYvNk7lOkbKSzJQRZg1ASBGzbe7Bls9o8w+4UzfSLE735sU1T6FaXyFjdqotk3DB+EOS9fpXZpXzGbMBKEqeooKWX7D9Z43tX8molIxJX00z5hAqKlwv00BiDMK9Ozb3r4sV7B5l59TF5B1iVZauNT6qZAGZnQOCEzt83ppBb1YR0bnSxk5FJVXJ9n9g+3/7QL6ZAKDzCBMULGqjaV3FjMK7CMm0rD2mHfthO3t+dvJfEHDgvpK12tOnOrwCWPQRKVuzXKnfv2HYVM3yj5whW4UEYmPIGfPtd58Yrz8jU+dQETFIu+gIswjx/+H/MjpWxUks78FRMaL+3ep592T9y42dwnQq035powv56efaqXr8k72AzynkGmnh8zYXGoSRsNAfPmV2x0ksndx7bqa6hoLXbgCFN3T2Glrj57jupJvxbpsQTyiXJUXrl9FzJhPn4atVO4WlrZ2CHi5m2GroOmiTKXDx+jRoBLGGnfWQjBlrsWddZsNmrXJIlLmSykr4AsFR3Efd5gHp1sMA+LR3KpXWNYFF8+e56qhPnN9OxDHr6N3sG8V4jVO4T3DmF7BzS7ezcOSbHXPUIAao67ouZIs3VhJpeUYpn0uWXcNCFrNbyoADqi4zCjddmYIY5DhMDbzFFMxOMvZLm0jI1MZCKThEVZIA9i3OCxttxv5D8v4oNWQos6b1Qhkp8007Z2o36AAXHTFsvICRA6My853oH5QPuWbeS0s+eF5eT+qBMNM5gf9PC57BtY3bvviZ5+he6e6979MD8w4vbPu2Q9iDCPTJQrLsmnK8y9A9C9ZCznLUFLw6tU32EC+yu3buuxBBgWJiRO/uMc5LeZo2WI99wFKku7i/iZ83Fmm6JoNpEbOo7xDWNCBpi9Q9CA0q699Ft86hfWtEwqU2DWUAAIUnEJO2Ao+oXakXE2Jhkrg8x5eALjH8EEx+KGKJ6jtIzGAAbzo718N/XwSn3P/TO3brM/8NifkcN2WNEG83LCxHnpqqvpJbHOWkCZ40WwjJ3CT51tbCnkPi2TGzjC1WqCSpi/ueE0Wca44iuupua2NjJSwuJsZAebjNQ8eQwGDb+I0pGCt6+x4hJwkMvOUBWJQ+tihiErVXewJh1Hj0MGf37aHH7KLMi4J7odzQ8BL4gmGJNCQZhXLcvZ08NrzjvdZ7q9vyVlwt+VN6ivHeSI4Fj55GlDp5g+V1icRUWl+i7WKRs5iJ8xjx0wDBVDg1CX+EMB4xdmRcVmLYBX2vsbjGptPZc4GtdCCrhBo/AoOI6fgh33ZuOGO/QYgjmLLKMnthdTWLEGjYAcWSbMgIAhx7RTl231OrNPCD85lR00Gqc5rxEKeBTN/aLac9cJhPmtpVk5bt1yAsIr9xRp+qbpBI3jbF+tV+7VGLoOaUehtP+woZCfabLnFQhpmeKGPLXeeE4B+UwFSRAaFZ/5Sx3FJdSOxx+1FRYuF7/9Xn1QS41ggsXu/Os6VZW6emH5l2ot2TUU8slyrBth2UrHsZOG6V84jvwuLM2xrVmP/xGoBe88MtLp8W8HYX4pO/dIRratpZWauggIc4lhqNKlQJh3TXRV5lbrP2AAPTmZMnX5AAAAAElFTkSuQmCC" alt="footer image" style="position:relative; width:62.5pt;height:11.5pt;visibility:visible;"></img></p>
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  <p class="MsoNormal" style="text-align:center;line-height:normal"><span style="color:black;">Üzleti
  jelentés 2024</span><span style="font-size:11.0pt"></span></p>
  </td>
  <td style="width:4.0cm;background:#E30018;padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:21.6pt">
  <p class="MsoNormal" style="text-align:center;line-height:normal"><span style="font-size:10.0pt;color:white;">31</span><span style="font-size:10.0pt"></span></p>
  </td>
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</div></div><div class="WordSection31">

<p class="MsoNormal" style="margin-top:6.0pt;margin-right:0cm;margin-bottom:2.0pt;margin-left:0cm;text-align:justify;"><span style="mso-bookmark:&#xD;&#xA;_Hlk3196057"><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;">A térség piacintegrációjának
további javítása érdekében az FGSZ 2024-ben több fontos megállapodást kötött és
fejlesztést hajtott végre.<span>  </span>A
magyar-szlovák határpont kapacitása két lépcsőben emelkedett Szlovákia irányába
(200 ezer m3/h-ról 300 ezer m3/h-ra, ezt követően kísérleti jelleggel 400 ezer
m3/h-ig 2025 áprilisáig) annak érdekében, hogy kiszolgálja az emelkedő piaci
igényeket. 2024 júniustól a magyar-ukrán határpont technikai kapacitás
bővítésére került sor 327 ezer m3/h-ról 400 ezer m3/h-ra a pilot időszakban. Az
FGSZ 2024. december 17-én a magyar gáztőzsde, a Közép-Kelet Európai Gáztőzsde
Zrt. (CEEGEX) stratégiai befektetője lett, bekapcsolódva annak további
fejlődésébe, növekedésébe és stabilitásába. Az FGSZ dolgozik a belső
rendszereinek fejlesztésén; az új belépési pontok a hazai gáztermelés növelését
szolgálják. </span></span></p>

<p class="MsoNormal" style="margin-top:6.0pt;margin-right:0cm;margin-bottom:2.0pt;margin-left:0cm;text-align:justify;"><span style="mso-bookmark:&#xD;&#xA;_Hlk3196057"><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;">Az FGSZ nagy hangsúlyt fektet a
fenntarthatóságra és a zöld átállással kapcsolatos feladatokra. 2024-ben
kulcsfontosságú volt a megkezdett folyamat folytatásaként a meglévő rendszer
változó igényekhez és a megújuló gázok szállításához való igazításának feltárása.
A jelenlegi működés fenntarthatóbbá tétele érdekében az FGSZ meghonosította a
metánszivárgás detektálási és javítási tevékenységet a napi működésben annak
érdekében, hogy az üvegházhatást okozó gázok kibocsátását csökkentse. Emellett
a technológiai folyamatok is folyamatosan fejleszti, melynek eredményeként a
lefúvatással szemben a fáklyázás került előtérbe, így a metánkibocsátás nagy
része CO2-vé alakul, ami csökkenti a klímaterhelést.</span></span></p>

<p class="MsoNormal" style="margin-top:6.0pt;margin-right:0cm;margin-bottom:2.0pt;margin-left:0cm;text-align:justify;"><span style="mso-bookmark:&#xD;&#xA;_Hlk3196057"><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;">Az FGSZ Regionális Booking
Platformja (RBP) a kapacitásallokációs mechanizmusokat szabályozó európai uniós
üzemi és kereskedelmi szabályzatnak, illetve a kapcsolódó egyéb uniós és magyar
jogszabályoknak megfelelően fejlesztett informatikai alkalmazás. Lehetővé teszi
- egyéb szolgáltatások mellett - a kapacitás allokációs eljárások és a
másodlagos kapacitáskereskedelem lebonyolítását, melyet napjainkban - az FGSZ
mellett - további tizenhét EU-s és Energia Közösséghez tartozó
földgázszállítási vagy tárolási rendszerüzemeltető is használ: az Eustream
(Szlovákia), a Transgaz (Románia), a Plinacro (Horvátország), a Bulgartansgaz
(szállítás és tárolás, Bulgária), a DESFA (Görögország), a Gas Connect Austria
(Ausztria), a Gascade (Németország), az Ontras (Németország), a Gaz-System
(Lengyelország), a Gas TSO of Ukraine (Ukrajna), a Gastrans (Szerbia), a
Moldovatransgaz (Moldova), a NEL Gastransport (Németország), az ICGB
(Bulgária), HEXUM (tárolás, Magyarország), Vestmoldtransgaz (Moldova), és
Moldavtransgaz (Republic of Moldova).</span></span></p>

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  <p class="MsoNormal" style="text-align:center;line-height:normal"><span style="color:black;">Üzleti
  jelentés 2024</span><span style="font-size:11.0pt"></span></p>
  </td>
  <td style="width:4.0cm;background:#E30018;padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:21.6pt">
  <p class="MsoNormal" style="text-align:center;line-height:normal"><span style="font-size:10.0pt;color:white;">32</span><span style="font-size:10.0pt"></span></p>
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<p class="MsoHeader"><b><span> </span></b></p>

</div></div><div class="WordSection32">

<p class="MsoNormal" style="margin-top:18.0pt;margin-right:0cm;margin-bottom:0cm;margin-left:18.0pt;margin-bottom:.0001pt;text-indent:-18.0pt;"><span style="mso-bookmark:&#xD;&#xA;_Hlk3196057"><a id="_Toc129160674"></a><a id="_Toc129243825"><b><span style="font-size:9.0pt;line-height:1.347398;;font-family:&quot;Calibri&quot;,sans-serif;color:#E30018"><span>4.<span style="font:7.0pt &quot;Times New Roman&quot;">       
</span></span></span></b><b><span style="font-size:9.0pt;line-height:1.347398;;font-family:&quot;Calibri&quot;,sans-serif;color:#E30018">MELLÉKLETEK</span></b></a></span><span style="mso-bookmark:_Hlk3196057"><b><span style="font-size:9.0pt;line-height:1.347398;;font-family:&quot;Calibri&quot;,sans-serif;color:#E30018"></span></b></span></p>

<p class="MsoNormal" style="margin-top:6.0pt;margin-right:0cm;margin-bottom:6.0pt;margin-left:0cm;"><span style="mso-bookmark:_Hlk3196057"><b><span style="font-size:9.0pt;line-height:1.347398;;font-family:&quot;Calibri&quot;,sans-serif;color:black;">1. MELLÉKLET
- SPECIÁLIS TÉTELEK ÜZLETI EREDMÉNY-, ÉS EBITDA-HATÁSA</span></b></span></p>

<p class="MsoNormal" style="margin-top:6.0pt;margin-right:0cm;margin-bottom:6.0pt;margin-left:0cm;"><span style="mso-bookmark:_Hlk3196057"><b><span style="font-size:9.0pt;line-height:1.347398;;font-family:&quot;Calibri&quot;,sans-serif;color:black;"><span> </span></span></b></span></p>

<table class="MsoNormalTable" title="da4bf817-9e75-4395-abb9-263b70b6e90b" style="border:solid 0pt;border-collapse:collapse;border-spacing:0;;"><tbody>
 <tr style="height:14.5pt">
  <td style="width:178.0pt;border:none;border-top:solid windowtext 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt"><span style="mso-bookmark:_Hlk3196057"></span></td>
  
  <td colspan="3" style="width:169.3pt;border-top:solid windowtext 1.0pt;&#xD;&#xA;  border-left:none;border-bottom:solid windowtext 1.0pt;border-right:none;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;height:14.5pt">
  <p class="MsoNormal" style="text-align:center;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><b><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  ">Millió forint</span></b></span></p>
  </td>
  
  <td colspan="3" style="width:148.85pt;border-top:solid windowtext 1.0pt;&#xD;&#xA;  border-left:none;border-bottom:solid windowtext 1.0pt;border-right:none;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;height:14.5pt">
  <p class="MsoNormal" style="text-align:center;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><b><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  ">Millió dollár</span></b></span></p>
  </td>
  
 </tr>
 <tr style="height:23.0pt">
  <td style="width:178.0pt;border-top:solid windowtext 1.0pt;&#xD;&#xA;  border-left:none;border-bottom:solid windowtext 1.0pt;border-right:none;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;height:23.0pt">
  <p class="MsoNormal" style="line-height:normal"><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;">Speciális tételek – Üzleti
  eredmény</span></b></span></p>
  </td>
  
  <td style="width:63.0pt;border:none;border-bottom:solid windowtext 1.0pt;&#xD;&#xA;  background:lightgrey;padding:&#xD;&#xA;  0cm 3.5pt 0cm 3.5pt;height:23.0pt">
  <p class="MsoNormal" style="text-align:center;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><b><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;color:black;">2024. év</span></b></span></p>
  </td>
  
  <td style="width:2.0cm;border:none;border-bottom:solid windowtext 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:23.0pt">
  <p class="MsoNormal" style="text-align:center;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><b><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;color:black;">2023. év</span></b></span></p>
  </td>
  
  <td style="width:49.6pt;border:none;border-bottom:solid windowtext 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:23.0pt">
  <p class="MsoNormal" style="text-align:center;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><b><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;color:black;">Vált. %</span></b></span></p>
  </td>
  
  <td style="width:2.0cm;border:none;border-bottom:solid windowtext 1.0pt;&#xD;&#xA;  background:lightgrey;padding:&#xD;&#xA;  0cm 3.5pt 0cm 3.5pt;height:23.0pt">
  <p class="MsoNormal" style="text-align:center;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><b><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;color:black;">2024. év</span></b></span></p>
  </td>
  
  <td style="width:2.0cm;border:none;border-bottom:solid windowtext 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:23.0pt">
  <p class="MsoNormal" style="text-align:center;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><b><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;color:black;">2023. év</span></b></span></p>
  </td>
  
  <td style="width:35.45pt;border:none;border-bottom:solid windowtext 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:23.0pt">
  <p class="MsoNormal" style="text-align:center;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><b><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;color:black;">Vált. %</span></b></span></p>
  </td>
  
 </tr>
 <tr style="height:17.0pt">
  <td style="width:178.0pt;border:none;border-bottom:solid darkgray 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:17.0pt">
  <p class="MsoNormal" style="line-height:normal"><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;">Üzleti eredmény speciális
  tételek nélkül folytatólagos tevékenységből</span></b></span></p>
  </td>
  
  <td style="width:63.0pt;border:none;border-bottom:solid darkgray 1.0pt;&#xD;&#xA;  background:lightgrey;padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:17.0pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;&#xD;&#xA;  ">603.824</span></b></span><span style="mso-bookmark:_Hlk3196057"><b><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></b></span></p>
  </td>
  
  <td style="width:2.0cm;border:none;border-bottom:solid darkgray 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:17.0pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  ">722.801</span></b></span><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></b></span></p>
  </td>
  
  <td style="width:49.6pt;border:none;border-bottom:solid darkgray 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:17.0pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  &#xD;&#xA;  color:black;&#xD;&#xA;  ">-16</span></b></span><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></b></span></p>
  </td>
  
  <td style="width:2.0cm;border:none;border-bottom:solid darkgray 1.0pt;&#xD;&#xA;  background:lightgrey;padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:17.0pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  &#xD;&#xA;  color:black;&#xD;&#xA;  ">1.663</span></b></span><span style="mso-bookmark:&#xD;&#xA;  _Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  &#xD;&#xA;  color:black;"></span></b></span></p>
  </td>
  
  <td style="width:2.0cm;border:none;border-bottom:solid darkgray 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:17.0pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  &#xD;&#xA;  color:black;&#xD;&#xA;  ">2.026</span></b></span><span style="mso-bookmark:&#xD;&#xA;  _Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  &#xD;&#xA;  color:black;"></span></b></span></p>
  </td>
  
  <td style="width:35.45pt;border:none;border-bottom:solid darkgray 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:17.0pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  &#xD;&#xA;  color:black;&#xD;&#xA;  ">-18</span></b></span><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></b></span></p>
  </td>
  
 </tr>
 <tr style="height:17.0pt">
  <td style="width:178.0pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:17.0pt">
  <p class="MsoNormal" style="line-height:normal"><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;">Upstream</span></b></span></p>
  </td>
  
  <td style="width:63.0pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  &#xD;&#xA;  background:lightgrey;padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:17.0pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;&#xD;&#xA;  ">-18.952</span></b></span><span style="mso-bookmark:_Hlk3196057"><b><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></b></span></p>
  </td>
  
  <td style="width:2.0cm;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:17.0pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  ">21.898</span></b></span><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></b></span></p>
  </td>
  
  <td style="width:49.6pt;border:none;border-bottom:solid darkgray 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:17.0pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  &#xD;&#xA;  color:black;&#xD;&#xA;  ">n.a.</span></b></span><span style="mso-bookmark:&#xD;&#xA;  _Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  &#xD;&#xA;  color:black;"></span></b></span></p>
  </td>
  
  <td style="width:2.0cm;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  &#xD;&#xA;  background:lightgrey;padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:17.0pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  &#xD;&#xA;  color:black;&#xD;&#xA;  ">-48</span></b></span><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></b></span></p>
  </td>
  
  <td style="width:2.0cm;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:17.0pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  ">63</span></b></span><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></b></span></p>
  </td>
  
  <td style="width:35.45pt;border:none;border-bottom:solid darkgray 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:17.0pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  &#xD;&#xA;  color:black;&#xD;&#xA;  ">n.a.</span></b></span><span style="mso-bookmark:&#xD;&#xA;  _Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  &#xD;&#xA;  color:black;"></span></b></span></p>
  </td>
  
 </tr>
 <tr style="height:17.0pt">
  <td style="width:178.0pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:17.0pt">
  <p class="MsoNormal" style="line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  ">Csoportszintű Upstream eszközökön elszámolt értékvesztés</span></span><span style="mso-bookmark:_Hlk3196057"><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;"></span></span></p>
  </td>
  
  <td style="width:63.0pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  background:lightgrey;padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:17.0pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;&#xD;&#xA;  ">-18.952</span></span><span style="mso-bookmark:_Hlk3196057"><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
  <td style="width:2.0cm;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:17.0pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  ">-3.654</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
  <td style="width:49.6pt;border:none;border-bottom:solid darkgray 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:17.0pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  &#xD;&#xA;  color:black;&#xD;&#xA;  ">n.a.</span></b></span><span style="mso-bookmark:&#xD;&#xA;  _Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  &#xD;&#xA;  color:black;"></span></span></p>
  </td>
  
  <td style="width:2.0cm;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  background:lightgrey;padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:17.0pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;&#xD;&#xA;  ">-48</span></span><span style="mso-bookmark:_Hlk3196057"><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
  <td style="width:2.0cm;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:17.0pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  ">-10</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
  <td style="width:35.45pt;border:none;border-bottom:solid darkgray 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:17.0pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  &#xD;&#xA;  color:black;&#xD;&#xA;  ">n.a.</span></b></span><span style="mso-bookmark:&#xD;&#xA;  _Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  &#xD;&#xA;  color:black;"></span></span></p>
  </td>
  
 </tr>
 <tr style="height:17.0pt">
  <td style="width:178.0pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:17.0pt">
  <p class="MsoNormal" style="line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  ">MOL Nyrt. Mezőfelhagyási céltartalék becslés felülvizsgálat</span></span><span style="mso-bookmark:_Hlk3196057"><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;"></span></span></p>
  </td>
  
  <td style="width:63.0pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  background:lightgrey;padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:17.0pt"><span style="mso-bookmark:_Hlk3196057"></span>
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
  <td style="width:2.0cm;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:17.0pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  ">16.904</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
  <td style="width:49.6pt;border:none;border-bottom:solid darkgray 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:17.0pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  &#xD;&#xA;  color:black;&#xD;&#xA;  ">n.a.</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
  <td style="width:2.0cm;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  background:lightgrey;padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:17.0pt"><span style="mso-bookmark:_Hlk3196057"></span></td>
  
  <td style="width:2.0cm;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:17.0pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  ">48</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
  <td style="width:35.45pt;border:none;border-bottom:solid darkgray 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:17.0pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  &#xD;&#xA;  color:black;&#xD;&#xA;  ">n.a.</span></b></span><span style="mso-bookmark:&#xD;&#xA;  _Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  &#xD;&#xA;  color:black;"></span></span></p>
  </td>
  
 </tr>
 <tr style="height:17.0pt">
  <td style="width:178.0pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:17.0pt">
  <p class="MsoNormal" style="line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  ">INA Mezőfelhagyási céltartalék becslés felülvizsgálat</span></span><span style="mso-bookmark:_Hlk3196057"><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;"></span></span></p>
  </td>
  
  <td style="width:63.0pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  background:lightgrey;padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:17.0pt"><span style="mso-bookmark:_Hlk3196057"></span>
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
  <td style="width:2.0cm;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:17.0pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  ">8.648</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
  <td style="width:49.6pt;border:none;border-bottom:solid darkgray 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:17.0pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  &#xD;&#xA;  color:black;&#xD;&#xA;  ">n.a.</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
  <td style="width:2.0cm;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  background:lightgrey;padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:17.0pt"><span style="mso-bookmark:_Hlk3196057"></span>
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
  <td style="width:2.0cm;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:17.0pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  ">25</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
  <td style="width:35.45pt;border:none;border-bottom:solid darkgray 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:17.0pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  &#xD;&#xA;  color:black;&#xD;&#xA;  ">n.a.</span></b></span><span style="mso-bookmark:&#xD;&#xA;  _Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  &#xD;&#xA;  color:black;"></span></span></p>
  </td>
  
 </tr>
 <tr style="height:17.0pt">
  <td style="width:178.0pt;border:none;border-bottom:solid darkgray 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:17.0pt">
  <p class="MsoNormal" style="line-height:normal"><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;">Központ és egyéb</span></b></span></p>
  </td>
  
  <td style="width:63.0pt;border:none;border-bottom:solid darkgray 1.0pt;&#xD;&#xA;  background:lightgrey;padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:17.0pt"><span style="mso-bookmark:_Hlk3196057"></span>
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><b><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></b></span></p>
  </td>
  
  <td style="width:2.0cm;border:none;border-bottom:solid darkgray 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:17.0pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  ">-5.867</span></span><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></b></span></p>
  </td>
  
  <td style="width:49.6pt;border:none;border-bottom:solid darkgray 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:17.0pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  &#xD;&#xA;  color:black;&#xD;&#xA;  ">n.a.</span></b></span><span style="mso-bookmark:&#xD;&#xA;  _Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  &#xD;&#xA;  color:black;"></span></b></span></p>
  </td>
  
  <td style="width:2.0cm;border:none;border-bottom:solid darkgray 1.0pt;&#xD;&#xA;  background:lightgrey;padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:17.0pt"><span style="mso-bookmark:_Hlk3196057"></span>
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><b><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></b></span></p>
  </td>
  
  <td style="width:2.0cm;border:none;border-bottom:solid darkgray 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:17.0pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  ">-16</span></b></span><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></b></span></p>
  </td>
  
  <td style="width:35.45pt;border:none;border-bottom:solid darkgray 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:17.0pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  &#xD;&#xA;  color:black;&#xD;&#xA;  ">n.a.</span></b></span><span style="mso-bookmark:&#xD;&#xA;  _Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  &#xD;&#xA;  color:black;"></span></b></span></p>
  </td>
  
 </tr>
 <tr style="height:17.0pt">
  <td style="width:178.0pt;border:none;border-bottom:solid darkgray 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:17.0pt">
  <p class="MsoNormal" style="line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;">ITK Goodwill értékvesztés</span></span></p>
  </td>
  
  <td style="width:63.0pt;border:none;border-bottom:solid darkgray 1.0pt;&#xD;&#xA;  &#xD;&#xA;  background:lightgrey;padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:17.0pt"><span style="mso-bookmark:_Hlk3196057"></span>
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
  <td style="width:2.0cm;border:none;border-bottom:solid darkgray 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:17.0pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  ">-5.867</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
  <td style="width:49.6pt;border:none;border-bottom:solid darkgray 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:17.0pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  &#xD;&#xA;  color:black;&#xD;&#xA;  ">n.a.</span></b></span><span style="mso-bookmark:&#xD;&#xA;  _Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  &#xD;&#xA;  color:black;"></span></span></p>
  </td>
  
  <td style="width:2.0cm;border:none;border-bottom:solid darkgray 1.0pt;&#xD;&#xA;  &#xD;&#xA;  background:lightgrey;padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:17.0pt"><span style="mso-bookmark:_Hlk3196057"></span>
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
  <td style="width:2.0cm;border:none;border-bottom:solid darkgray 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:17.0pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  ">-16</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
  <td style="width:35.45pt;border:none;border-bottom:solid darkgray 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:17.0pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  &#xD;&#xA;  color:black;&#xD;&#xA;  ">n.a.</span></b></span><span style="mso-bookmark:&#xD;&#xA;  _Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  &#xD;&#xA;  color:black;"></span></span></p>
  </td>
  
 </tr>
 <tr style="height:17.0pt">
  <td style="width:178.0pt;border:none;border-bottom:solid darkgray 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:17.0pt">
  <p class="MsoNormal" style="line-height:normal"><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;">Fogyasztói szolgáltatások</span></b></span></p>
  </td>
  
  <td style="width:63.0pt;border:none;border-bottom:solid darkgray 1.0pt;&#xD;&#xA;  &#xD;&#xA;  background:lightgrey;padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:17.0pt"><span style="mso-bookmark:_Hlk3196057"></span>
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><b><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></b></span></p>
  </td>
  
  <td style="width:2.0cm;border:none;border-bottom:solid darkgray 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:17.0pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  ">-61.257</span></b></span><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></b></span></p>
  </td>
  
  <td style="width:49.6pt;border:none;border-bottom:solid darkgray 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:17.0pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  &#xD;&#xA;  color:black;&#xD;&#xA;  ">n.a.</span></b></span><span style="mso-bookmark:&#xD;&#xA;  _Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  &#xD;&#xA;  color:black;"></span></b></span></p>
  </td>
  
  <td style="width:2.0cm;border:none;border-bottom:solid darkgray 1.0pt;&#xD;&#xA;  &#xD;&#xA;  background:lightgrey;padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:17.0pt"><span style="mso-bookmark:_Hlk3196057"></span>
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><b><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></b></span></p>
  </td>
  
  <td style="width:2.0cm;border:none;border-bottom:solid darkgray 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:17.0pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  ">-175</span></b></span><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></b></span></p>
  </td>
  
  <td style="width:35.45pt;border:none;border-bottom:solid darkgray 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:17.0pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  &#xD;&#xA;  color:black;&#xD;&#xA;  ">n.a.</span></b></span><span style="mso-bookmark:&#xD;&#xA;  _Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  &#xD;&#xA;  color:black;"></span></b></span></p>
  </td>
  
 </tr>
 <tr style="height:17.0pt">
  <td style="width:178.0pt;border:none;border-bottom:solid darkgray 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:17.0pt">
  <p class="MsoNormal" style="line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;">Kiskereskedelmi eszközök értékvesztése</span></span></p>
  </td>
  
  <td style="width:63.0pt;border:none;border-bottom:solid darkgray 1.0pt;&#xD;&#xA;  &#xD;&#xA;  background:lightgrey;padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:17.0pt"><span style="mso-bookmark:_Hlk3196057"></span>
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
  <td style="width:2.0cm;border:none;border-bottom:solid darkgray 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:17.0pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  ">-61.257</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
  <td style="width:49.6pt;border:none;border-bottom:solid darkgray 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:17.0pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  &#xD;&#xA;  color:black;&#xD;&#xA;  ">n.a.</span></b></span><span style="mso-bookmark:&#xD;&#xA;  _Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  &#xD;&#xA;  color:black;"></span></span></p>
  </td>
  
  <td style="width:2.0cm;border:none;border-bottom:solid darkgray 1.0pt;&#xD;&#xA;  &#xD;&#xA;  background:lightgrey;padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:17.0pt"><span style="mso-bookmark:_Hlk3196057"></span>
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
  <td style="width:2.0cm;border:none;border-bottom:solid darkgray 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:17.0pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  ">-175</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
  <td style="width:35.45pt;border:none;border-bottom:solid darkgray 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:17.0pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  &#xD;&#xA;  color:black;&#xD;&#xA;  ">n.a.</span></b></span><span style="mso-bookmark:&#xD;&#xA;  _Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  &#xD;&#xA;  color:black;"></span></span></p>
  </td>
  
 </tr>
 <tr style="height:17.0pt">
  <td style="width:178.0pt;border:none;border-bottom:solid darkgray 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:17.0pt">
  <p class="MsoNormal" style="line-height:normal"><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;">Üzleti eredményt érintő
  speciális tételek összesen folytatólagos tevékenységből</span></b></span></p>
  </td>
  
  <td style="width:63.0pt;border:none;border-bottom:solid darkgray 1.0pt;&#xD;&#xA;  &#xD;&#xA;  background:lightgrey;padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:17.0pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;&#xD;&#xA;  ">-18.952</span></b></span><span style="mso-bookmark:_Hlk3196057"><b><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></b></span></p>
  </td>
  
  <td style="width:2.0cm;border:none;border-bottom:solid darkgray 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:17.0pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  ">-45.226</span></span><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></b></span></p>
  </td>
  
  <td style="width:49.6pt;border:none;border-bottom:solid darkgray 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:17.0pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  &#xD;&#xA;  color:black;&#xD;&#xA;  ">n.a.</span></b></span><span style="mso-bookmark:&#xD;&#xA;  _Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  &#xD;&#xA;  color:black;"></span></b></span></p>
  </td>
  
  <td style="width:2.0cm;border:none;border-bottom:solid darkgray 1.0pt;&#xD;&#xA;  &#xD;&#xA;  background:lightgrey;padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:17.0pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  &#xD;&#xA;  color:black;&#xD;&#xA;  ">-48</span></b></span><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></b></span></p>
  </td>
  
  <td style="width:2.0cm;border:none;border-bottom:solid darkgray 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:17.0pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  &#xD;&#xA;  color:black;&#xD;&#xA;  ">-129</span></b></span><span style="mso-bookmark:&#xD;&#xA;  _Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  &#xD;&#xA;  color:black;"></span></b></span></p>
  </td>
  
  <td style="width:35.45pt;border:none;border-bottom:solid darkgray 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:17.0pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  &#xD;&#xA;  color:black;&#xD;&#xA;  ">n.a.</span></b></span><span style="mso-bookmark:&#xD;&#xA;  _Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  &#xD;&#xA;  color:black;"></span></b></span></p>
  </td>
  
 </tr>
 <tr style="height:17.0pt">
  <td style="width:178.0pt;border:none;border-bottom:solid windowtext 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:17.0pt">
  <p class="MsoNormal" style="line-height:normal"><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;">Üzleti eredmény
  folytatólagos tevékenységből</span></b></span></p>
  </td>
  
  <td style="width:63.0pt;border:none;border-bottom:solid windowtext 1.0pt;&#xD;&#xA;  background:lightgrey;padding:&#xD;&#xA;  0cm 3.5pt 0cm 3.5pt;height:17.0pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;&#xD;&#xA;  ">584.872</span></b></span><span style="mso-bookmark:_Hlk3196057"><b><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></b></span></p>
  </td>
  
  <td style="width:2.0cm;border:none;border-bottom:solid windowtext 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:17.0pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  ">677.575</span></b></span><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></b></span></p>
  </td>
  
  <td style="width:49.6pt;border:none;border-bottom:solid windowtext 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:17.0pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  &#xD;&#xA;  color:black;&#xD;&#xA;  ">-14</span></b></span><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></b></span></p>
  </td>
  
  <td style="width:2.0cm;border:none;border-bottom:solid windowtext 1.0pt;&#xD;&#xA;  background:lightgrey;padding:&#xD;&#xA;  0cm 3.5pt 0cm 3.5pt;height:17.0pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  &#xD;&#xA;  color:black;&#xD;&#xA;  ">1.615</span></b></span><span style="mso-bookmark:&#xD;&#xA;  _Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  &#xD;&#xA;  color:black;"></span></b></span></p>
  </td>
  
  <td style="width:2.0cm;border:none;border-bottom:solid windowtext 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:17.0pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  &#xD;&#xA;  color:black;&#xD;&#xA;  ">1.898</span></b></span><span style="mso-bookmark:&#xD;&#xA;  _Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  &#xD;&#xA;  color:black;"></span></b></span></p>
  </td>
  
  <td style="width:35.45pt;border:none;border-bottom:solid windowtext 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:17.0pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  &#xD;&#xA;  color:black;&#xD;&#xA;  ">-15</span></b></span><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></b></span></p>
  </td>
  
 </tr>
 <tr style="height:15.0pt">
  <td style="width:178.0pt;padding:0cm 3.5pt 0cm 3.5pt;height:15.0pt"><span style="mso-bookmark:_Hlk3196057"></span></td>
  
  <td style="vertical-align:bottom;width:63.0pt;padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:15.0pt"><span style="mso-bookmark:_Hlk3196057"></span></td>
  
  <td style="vertical-align:bottom;width:2.0cm;padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:15.0pt"><span style="mso-bookmark:_Hlk3196057"></span></td>
  
  <td style="vertical-align:bottom;width:49.6pt;padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:15.0pt"><span style="mso-bookmark:_Hlk3196057"></span></td>
  
  <td style="vertical-align:bottom;width:2.0cm;padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:15.0pt"><span style="mso-bookmark:_Hlk3196057"></span></td>
  
  <td style="vertical-align:bottom;width:2.0cm;padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:15.0pt"><span style="mso-bookmark:_Hlk3196057"></span></td>
  
  <td style="vertical-align:bottom;width:35.45pt;padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:15.0pt"><span style="mso-bookmark:_Hlk3196057"></span></td>
  
 </tr>
 <tr style="height:23.0pt">
  <td style="width:178.0pt;border-top:solid windowtext 1.0pt;&#xD;&#xA;  border-left:none;border-bottom:solid windowtext 1.0pt;border-right:none;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;height:23.0pt">
  <p class="MsoNormal" style="line-height:normal"><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;">Speciális tételek - EBITDA</span></b></span></p>
  </td>
  
  <td style="width:63.0pt;border-top:solid windowtext 1.0pt;&#xD;&#xA;  border-left:none;border-bottom:solid windowtext 1.0pt;border-right:none;&#xD;&#xA;  &#xD;&#xA;  background:lightgrey;padding:0cm 3.5pt 0cm 3.5pt;height:23.0pt">
  <p class="MsoNormal" style="text-align:center;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  &#xD;&#xA;  color:black;&#xD;&#xA;  ">FY 2024</span></b></span><span style="mso-bookmark:&#xD;&#xA;  _Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  &#xD;&#xA;  color:black;"></span></b></span></p>
  </td>
  
  <td style="width:2.0cm;border-top:solid windowtext 1.0pt;border-left:&#xD;&#xA;  none;border-bottom:solid windowtext 1.0pt;border-right:none;padding:&#xD;&#xA;  0cm 3.5pt 0cm 3.5pt;height:23.0pt">
  <p class="MsoNormal" style="text-align:center;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  &#xD;&#xA;  color:black;&#xD;&#xA;  ">FY 2023</span></b></span><span style="mso-bookmark:&#xD;&#xA;  _Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  &#xD;&#xA;  color:black;"></span></b></span></p>
  </td>
  
  <td style="width:49.6pt;border-top:solid windowtext 1.0pt;&#xD;&#xA;  border-left:none;border-bottom:solid windowtext 1.0pt;border-right:none;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;height:23.0pt">
  <p class="MsoNormal" style="text-align:center;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  &#xD;&#xA;  color:black;&#xD;&#xA;  ">Ch %</span></b></span><span style="mso-bookmark:&#xD;&#xA;  _Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  &#xD;&#xA;  color:black;"></span></b></span></p>
  </td>
  
  <td style="width:2.0cm;border-top:solid windowtext 1.0pt;border-left:&#xD;&#xA;  none;border-bottom:solid windowtext 1.0pt;border-right:none;background:&#xD;&#xA;  lightgrey;padding:0cm 3.5pt 0cm 3.5pt;height:23.0pt">
  <p class="MsoNormal" style="text-align:center;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  &#xD;&#xA;  color:black;&#xD;&#xA;  ">FY 2024</span></b></span><span style="mso-bookmark:&#xD;&#xA;  _Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  &#xD;&#xA;  color:black;"></span></b></span></p>
  </td>
  
  <td style="width:2.0cm;border-top:solid windowtext 1.0pt;border-left:&#xD;&#xA;  none;border-bottom:solid windowtext 1.0pt;border-right:none;padding:&#xD;&#xA;  0cm 3.5pt 0cm 3.5pt;height:23.0pt">
  <p class="MsoNormal" style="text-align:center;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  &#xD;&#xA;  color:black;&#xD;&#xA;  ">FY 2023</span></b></span><span style="mso-bookmark:&#xD;&#xA;  _Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  &#xD;&#xA;  color:black;"></span></b></span></p>
  </td>
  
  <td style="width:35.45pt;border-top:solid windowtext 1.0pt;&#xD;&#xA;  border-left:none;border-bottom:solid windowtext 1.0pt;border-right:none;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;height:23.0pt">
  <p class="MsoNormal" style="text-align:center;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  &#xD;&#xA;  color:black;&#xD;&#xA;  ">Ch %</span></b></span><span style="mso-bookmark:&#xD;&#xA;  _Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  &#xD;&#xA;  color:black;"></span></b></span></p>
  </td>
  
 </tr>
 <tr style="height:23.0pt">
  <td style="width:178.0pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:23.0pt">
  <p class="MsoNormal" style="line-height:normal"><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;">EBITDA speciális tételek
  nélkül</span></b></span></p>
  </td>
  
  <td style="width:63.0pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  background:lightgrey;padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:23.0pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;">1.091.314</span></b></span><span style="mso-bookmark:_Hlk3196057"><b><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;"></span></b></span></p>
  </td>
  
  <td style="width:2.0cm;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:23.0pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;">1.123.707</span></b></span><span style="mso-bookmark:_Hlk3196057"><b><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></b></span></p>
  </td>
  
  <td style="width:49.6pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:23.0pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;">-3</span></b></span><span style="mso-bookmark:_Hlk3196057"><b><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></b></span></p>
  </td>
  
  <td style="width:2.0cm;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  background:lightgrey;padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:23.0pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;">2.992</span></b></span><span style="mso-bookmark:_Hlk3196057"><b><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></b></span></p>
  </td>
  
  <td style="width:2.0cm;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:23.0pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;">3.162</span></b></span><span style="mso-bookmark:_Hlk3196057"><b><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></b></span></p>
  </td>
  
  <td style="width:35.45pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:23.0pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;">-5</span></b></span><span style="mso-bookmark:_Hlk3196057"><b><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></b></span></p>
  </td>
  
 </tr>
 <tr style="height:14.5pt">
  <td style="width:178.0pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="line-height:normal"><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;">Upstream</span></b></span></p>
  </td>
  
  <td style="width:63.0pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  background:lightgrey;padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt"><span style="mso-bookmark:_Hlk3196057"></span>
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><b><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;"></span></b></span></p>
  </td>
  
  <td style="width:2.0cm;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  ">25.552</span></b></span><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></b></span></p>
  </td>
  
  <td style="width:49.6pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  &#xD;&#xA;  color:black;&#xD;&#xA;  ">n.a.</span></b></span><span style="mso-bookmark:&#xD;&#xA;  _Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  &#xD;&#xA;  color:black;"></span></b></span></p>
  </td>
  
  <td style="width:2.0cm;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  background:lightgrey;padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt"><span style="mso-bookmark:_Hlk3196057"></span>
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><b><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></b></span></p>
  </td>
  
  <td style="width:2.0cm;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  ">73</span></b></span><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></b></span></p>
  </td>
  
  <td style="width:35.45pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  &#xD;&#xA;  color:black;&#xD;&#xA;  ">n.a.</span></b></span><span style="mso-bookmark:&#xD;&#xA;  _Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  &#xD;&#xA;  color:black;"></span></b></span></p>
  </td>
  
 </tr>
 <tr style="height:14.5pt">
  <td style="width:178.0pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  ">MOL Nyrt. Mezőfelhagyási céltartalék becslés felülvizsgálat</span></span><span style="mso-bookmark:_Hlk3196057"><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
  <td style="width:63.0pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  background:lightgrey;padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt"><span style="mso-bookmark:_Hlk3196057"></span>
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;"></span></span></p>
  </td>
  
  <td style="width:2.0cm;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  ">16.904</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
  <td style="width:49.6pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  &#xD;&#xA;  color:black;&#xD;&#xA;  ">n.a.</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
  <td style="width:2.0cm;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  background:lightgrey;padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt"><span style="mso-bookmark:_Hlk3196057"></span>
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;"></span></span></p>
  </td>
  
  <td style="width:2.0cm;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  ">48</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
  <td style="width:35.45pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  &#xD;&#xA;  color:black;&#xD;&#xA;  ">n.a.</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
 </tr>
 <tr style="height:25.5pt">
  <td style="width:178.0pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:25.5pt">
  <p class="MsoNormal" style="line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  ">INA Mezőfelhagyási céltartalék becslés felülvizsgálat</span></span><span style="mso-bookmark:_Hlk3196057"><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
  <td style="width:63.0pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  background:lightgrey;padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:25.5pt"><span style="mso-bookmark:_Hlk3196057"></span>
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;"></span></span></p>
  </td>
  
  <td style="width:2.0cm;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:25.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  ">8.648</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
  <td style="width:49.6pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:25.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  &#xD;&#xA;  color:black;&#xD;&#xA;  ">n.a.</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
  <td style="width:2.0cm;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  background:lightgrey;padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:25.5pt"><span style="mso-bookmark:_Hlk3196057"></span>
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;"></span></span></p>
  </td>
  
  <td style="width:2.0cm;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:25.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  ">25</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
  <td style="width:35.45pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:25.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  &#xD;&#xA;  color:black;&#xD;&#xA;  ">n.a.</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
 </tr>
 <tr style="height:23.0pt">
  <td style="width:178.0pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:23.0pt">
  <p class="MsoNormal" style="line-height:normal"><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;">EBITDA-t érintő speciális
  tételek összesen</span></b></span></p>
  </td>
  
  <td style="width:63.0pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  background:lightgrey;padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:23.0pt"><span style="mso-bookmark:_Hlk3196057"></span>
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><b><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;"></span></b></span></p>
  </td>
  
  <td style="width:2.0cm;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:23.0pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  ">25.552</span></b></span><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></b></span></p>
  </td>
  
  <td style="width:49.6pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:23.0pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  &#xD;&#xA;  color:black;&#xD;&#xA;  ">n.a.</span></b></span><span style="mso-bookmark:&#xD;&#xA;  _Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  &#xD;&#xA;  color:black;"></span></b></span></p>
  </td>
  
  <td style="width:2.0cm;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  background:lightgrey;padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:23.0pt"><span style="mso-bookmark:_Hlk3196057"></span>
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><b><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></b></span></p>
  </td>
  
  <td style="width:2.0cm;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:23.0pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  &#xD;&#xA;  color:black;&#xD;&#xA;  ">73</span></b></span><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></b></span></p>
  </td>
  
  <td style="width:35.45pt;border:none;border-bottom:solid #A6A6A6 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:23.0pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  &#xD;&#xA;  color:black;&#xD;&#xA;  ">n.a.</span></b></span><span style="mso-bookmark:&#xD;&#xA;  _Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  &#xD;&#xA;  color:black;"></span></b></span></p>
  </td>
  
 </tr>
 <tr style="height:14.5pt">
  <td style="width:178.0pt;border:none;border-bottom:solid windowtext 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="line-height:normal"><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;">EBITDA folytatólagos
  tevékenységből</span></b></span></p>
  </td>
  
  <td style="width:63.0pt;border:none;border-bottom:solid windowtext 1.0pt;&#xD;&#xA;  background:lightgrey;padding:&#xD;&#xA;  0cm 3.5pt 0cm 3.5pt;height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;">1.091.314</span></b></span><span style="mso-bookmark:_Hlk3196057"><b><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;"></span></b></span></p>
  </td>
  
  <td style="width:2.0cm;border:none;border-bottom:solid windowtext 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;">1.149.259</span></b></span><span style="mso-bookmark:_Hlk3196057"><b><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></b></span></p>
  </td>
  
  <td style="width:49.6pt;border:none;border-bottom:solid windowtext 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;">-5</span></b></span><span style="mso-bookmark:_Hlk3196057"><b><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></b></span></p>
  </td>
  
  <td style="width:2.0cm;border:none;border-bottom:solid windowtext 1.0pt;&#xD;&#xA;  background:lightgrey;padding:&#xD;&#xA;  0cm 3.5pt 0cm 3.5pt;height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;">2.992</span></b></span><span style="mso-bookmark:_Hlk3196057"><b><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></b></span></p>
  </td>
  
  <td style="width:2.0cm;border:none;border-bottom:solid windowtext 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;">3.235</span></b></span><span style="mso-bookmark:_Hlk3196057"><b><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></b></span></p>
  </td>
  
  <td style="width:35.45pt;border:none;border-bottom:solid windowtext 1.0pt;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:14.5pt">
  <p class="MsoNormal" style="text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;">-8</span></b></span><span style="mso-bookmark:_Hlk3196057"><b><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></b></span></p>
  </td>
  
 </tr>
</tbody></table>

<p class="MsoNormal" style="margin-top:6.0pt;margin-right:0cm;margin-bottom:6.0pt;margin-left:0cm;"><span style="mso-bookmark:_Hlk3196057"><b><span style="font-size:9.0pt;line-height:1.347398;;font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></b></span></p>

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  </td>
  <td style="width:13.0cm;background:#F2F2F2;padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:21.6pt">
  <p class="MsoNormal" style="text-align:center;line-height:normal"><span style="color:black;">Üzleti
  jelentés 2024</span><span style="font-size:11.0pt"></span></p>
  </td>
  <td style="width:4.0cm;background:#E30018;padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:21.6pt">
  <p class="MsoNormal" style="text-align:center;line-height:normal"><span style="font-size:10.0pt;color:white;">33</span><span style="font-size:10.0pt"></span></p>
  </td>
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<p class="MsoHeader"><b><span> </span></b></p>

</div></div><div class="WordSection33">

<p class="MsoNormal"><span style="mso-bookmark:_Hlk3196057"><b><span style="font-size:9.0pt;line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;"><span> </span></span></b></span></p>

<p class="MsoNormal" style="margin-top:6.0pt;margin-right:0cm;margin-bottom:6.0pt;margin-left:0cm;"><span style="mso-bookmark:_Hlk3196057"><b><span style="font-size:9.0pt;line-height:1.347398;;font-family:&quot;Calibri&quot;,sans-serif;color:black;">2. MELLÉKLET
– <span style="text-transform:uppercase">Lábjegyzetek</span></span></b></span></p>

<div>

<table class="MsoNormalTable" title="8469fe67-1cff-4c98-93d1-071b61e87afc" style="border:solid 0pt;border-collapse:collapse;border-spacing:0;"><tbody>
 <tr style="height:5.9pt">
  <td colspan="2" style="width:108.3pt;border-top:solid windowtext 1.0pt;&#xD;&#xA;  border-left:solid white 1.0pt;border-bottom:solid windowtext 1.0pt;&#xD;&#xA;  border-right:none;padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:5.9pt">
  <p class="MsoNormal" style="margin-right:12.85pt;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><b><span style="font-size:9.0pt;font-family:&quot;Calibri&quot;,sans-serif;">Jegyzet száma</span></b></span></p>
  </td>
  
  <td style="width:379.4pt;border-top:solid windowtext 1.0pt;&#xD;&#xA;  border-left:none;border-bottom:solid windowtext 1.0pt;border-right:solid white 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;height:&#xD;&#xA;  5.9pt"><span style="mso-bookmark:_Hlk3196057"></span>
  <p class="MsoNormal" style="text-align:center;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><b><span style="font-size:11.0pt;font-family:&quot;Calibri&quot;,sans-serif;"></span></b></span></p>
  </td>
  
 </tr>
 <tr style="height:8.4pt">
  <td style="vertical-align:top;width:33.95pt;border:none;border-bottom:solid darkgray 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:8.4pt">
  <p class="MsoNormal" style="text-align:center;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><b><span style="font-size:9.0pt;font-family:&#xD;&#xA;  &quot;Calibri&quot;,sans-serif;">(1)</span></b></span></p>
  </td>
  
  <td colspan="2" style="vertical-align:top;width:453.75pt;border:none;&#xD;&#xA;  border-bottom:solid darkgray 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;height:8.4pt">
  <p class="MsoNormal" style="line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-size:9.0pt;font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  ">Az Üzleti eredményt és az EBITDA-t érintő
  speciális tételek részletezése az 1. számú mellékletben található.</span></span></p>
  </td>
  
 </tr>
 <tr style="height:8.4pt">
  <td style="vertical-align:top;width:33.95pt;border:none;border-bottom:solid darkgray 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:8.4pt">
  <p class="MsoNormal" style="text-align:center;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><b><span style="font-size:9.0pt;font-family:&#xD;&#xA;  &quot;Calibri&quot;,sans-serif;">(2)</span></b></span></p>
  </td>
  
  <td colspan="2" style="vertical-align:top;width:453.75pt;border:none;&#xD;&#xA;  border-bottom:solid darkgray 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;height:8.4pt">
  <p class="MsoNormal" style="text-align:justify;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-size:9.0pt;font-family:&#xD;&#xA;  &quot;Calibri&quot;,sans-serif;">A
  tisztított, újrabeszerzési árakkal becsült költségek módszerével számított
  eredmény az EBITDA-t és üzleti eredményt tisztítja meg a készlettartás
  hatásától (az aktuális piaci árakat figyelembe véve a kőolaj és egyéb
  alapanyagok esetében), a készleten elszámolt értékvesztéstől, a vevő- és
  szállítóállomány pénzügyi eredményétől; illetve módosítja az EBITDA-t /
  üzleti eredményt a valós CO<sub>2</sub> kvótaköltséggel és a származékos
  ügyletek eredményével. </span></span></p>
  </td>
  
 </tr>
 <tr style="height:8.4pt">
  <td style="vertical-align:top;width:33.95pt;border:none;border-bottom:solid darkgray 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:8.4pt">
  <p class="MsoNormal" style="text-align:center;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><b><span style="font-size:9.0pt;font-family:&#xD;&#xA;  &quot;Calibri&quot;,sans-serif;">(3)</span></b></span></p>
  </td>
  
  <td colspan="2" style="vertical-align:top;width:453.75pt;border:none;&#xD;&#xA;  border-bottom:solid darkgray 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;height:8.4pt">
  <p class="MsoNormal" style="line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-size:9.0pt;font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  ">Az adott hónap havi átlagos HUF / USD
  devizaárfolyamát használtuk.</span></span></p>
  </td>
  
 </tr>
 <tr style="height:8.4pt">
  <td style="vertical-align:top;width:33.95pt;border:none;border-bottom:solid darkgray 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:8.4pt">
  <p class="MsoNormal" style="text-align:center;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><b><span style="font-size:9.0pt;font-family:&#xD;&#xA;  &quot;Calibri&quot;,sans-serif;">(4)</span></b></span></p>
  </td>
  
  <td colspan="2" style="vertical-align:top;width:453.75pt;border:none;&#xD;&#xA;  border-bottom:solid darkgray 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;height:8.4pt">
  <p class="MsoNormal" style="text-align:justify;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-size:9.0pt;font-family:&#xD;&#xA;  &quot;Calibri&quot;,sans-serif;">Nettó
  eladósodottság (gearing): nettó adósság aránya a nettó adósság és a külső
  tulajdonosok részesedését is tartalmazó saját tőke összegéhez.</span></span></p>
  </td>
  
 </tr>
 <tr style="height:8.4pt">
  <td style="vertical-align:top;width:33.95pt;border:none;border-bottom:solid darkgray 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:8.4pt">
  <p class="MsoNormal" style="text-align:center;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><b><span style="font-size:9.0pt;font-family:&#xD;&#xA;  &quot;Calibri&quot;,sans-serif;">(5)</span></b></span></p>
  </td>
  
  <td colspan="2" style="vertical-align:top;width:453.75pt;border:none;&#xD;&#xA;  border-bottom:solid darkgray 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;height:8.4pt">
  <p class="MsoNormal" style="line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-size:9.0pt;font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  ">Az európai uráli jegyzéseken alapuló,
  korábban jelentett Brent-Ural különbözetet az uráli keverék európai piacainak
  likviditásának hiánya miatt megszüntetésre került. Bár a DAP India jegyzései
  az Ural-keverék likvidebb piacát tükrözik, a logisztikai költségek jelentősen
  eltérnek az európai szállításoktól.</span></span></p>
  </td>
  
 </tr>
 <tr style="height:8.4pt">
  <td style="vertical-align:top;width:33.95pt;border:none;border-bottom:solid darkgray 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:8.4pt">
  <p class="MsoNormal" style="text-align:center;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><b><span style="font-size:9.0pt;font-family:&#xD;&#xA;  &quot;Calibri&quot;,sans-serif;">(6)</span></b></span></p>
  </td>
  
  <td colspan="2" style="vertical-align:top;width:453.75pt;border:none;&#xD;&#xA;  border-bottom:solid darkgray 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;height:8.4pt">
  <p class="MsoNormal" style="text-align:justify;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-size:9.0pt;font-family:&#xD;&#xA;  &quot;Calibri&quot;,sans-serif;">A
  nettó értékesítés és az üzleti eredmény a harmadik félnek, valamint más
  szegmensnek történő értékesítésekből származó eredményt foglalja magába.</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-size:9.0pt;font-family:&#xD;&#xA;  &quot;Calibri&quot;,sans-serif;&#xD;&#xA;  layout-grid-mode:line"></span></span></p>
  </td>
  
 </tr>
 <tr style="height:8.4pt">
  <td style="vertical-align:top;width:33.95pt;border:none;border-bottom:solid darkgray 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:8.4pt">
  <p class="MsoNormal" style="text-align:center;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><b><span style="font-size:9.0pt;font-family:&#xD;&#xA;  &quot;Calibri&quot;,sans-serif;">(7)</span></b></span></p>
  </td>
  
  <td colspan="2" style="vertical-align:top;width:453.75pt;border:none;&#xD;&#xA;  border-bottom:solid darkgray 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;height:8.4pt">
  <p class="MsoNormal" style="text-align:justify;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-size:9.0pt;font-family:&#xD;&#xA;  &quot;Calibri&quot;,sans-serif;">Ezen a
  soron a szegmensek közötti átadásokból származó nem realizált üzleti eredmény
  változását mutatjuk ki. Nem realizált eredmény akkor keletkezik, amikor az
  átadott tétel a fogadott szegmensnél készleten van az időszak végén és csak a
  későbbi időszakban kerül értékesítésre harmadik fél felé. A szegmensszintű
  kimutatásokban az átadó szegmens az átadáskor azonnal elszámolja a
  tranzakción keletkező nyereséget. Társasági szintű eredmény szempontjából
  azonban a nyereség csak a harmadik félnek történő értékesítéskor kerül
  elszámolásra. Szegmensek közötti átadáson nem realizált profit elsősorban az
  Upstream-ből a Downstream és Gáz Midstream szegmensbe történő átadásnál
  keletkezik.</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-size:9.0pt;font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  layout-grid-mode:line"></span></span></p>
  </td>
  
 </tr>
 <tr style="height:8.4pt">
  <td style="vertical-align:top;width:33.95pt;border:none;border-bottom:solid darkgray 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:8.4pt">
  <p class="MsoNormal" style="text-align:center;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><b><span style="font-size:9.0pt;font-family:&#xD;&#xA;  &quot;Calibri&quot;,sans-serif;">(8)</span></b></span></p>
  </td>
  
  <td colspan="2" style="vertical-align:top;width:453.75pt;border:none;&#xD;&#xA;  border-bottom:solid darkgray 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;height:8.4pt">
  <p class="MsoNormal" style="text-align:justify;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-size:9.0pt;font-family:&#xD;&#xA;  &quot;Calibri&quot;,sans-serif;">2016-tól
  kezdődően az osztrák kiskereskedelem működése a nagykereskedelem szegmenshez
  kerül átsorolásra</span></span></p>
  </td>
  
 </tr>
 <tr style="height:8.4pt">
  <td style="vertical-align:top;width:33.95pt;border:none;border-bottom:solid darkgray 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:8.4pt">
  <p class="MsoNormal" style="text-align:center;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><b><span style="font-size:9.0pt;font-family:&#xD;&#xA;  &quot;Calibri&quot;,sans-serif;">(9)</span></b></span></p>
  </td>
  
  <td colspan="2" style="vertical-align:top;width:453.75pt;border:none;&#xD;&#xA;  border-bottom:solid darkgray 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;height:8.4pt">
  <p class="MsoNormal" style="text-align:justify;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-size:9.0pt;font-family:&#xD;&#xA;  &quot;Calibri&quot;,sans-serif;">A
  változó petrolkémiai árrés tartalmaz egy energiaköltség-összetevőt, és ez az
  egyetlen petrolkémiai árrés, amelyet a MOL 2024 első negyedévétől kezdve
  jelent.</span></span></p>
  </td>
  
 </tr>
 <tr style="height:8.4pt">
  <td style="vertical-align:top;width:33.95pt;border:none;border-bottom:solid darkgray 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:8.4pt">
  <p class="MsoNormal" style="text-align:center;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><b><span style="font-size:9.0pt;font-family:&#xD;&#xA;  &quot;Calibri&quot;,sans-serif;">(10)</span></b></span></p>
  </td>
  
  <td colspan="2" style="vertical-align:top;width:453.75pt;border:none;&#xD;&#xA;  border-bottom:solid darkgray 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;height:8.4pt">
  <p class="MsoNormal" style="line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-size:9.0pt;font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  ">A módszertan tartalmazza a vásárolt energiát
  (a földgázhoz való fokozott illeszkedéssel) és a CO2-költségeket.</span></span></p>
  </td>
  
 </tr>
 <tr style="height:8.4pt">
  <td style="vertical-align:top;width:33.95pt;border:none;border-bottom:solid darkgray 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:8.4pt">
  <p class="MsoNormal" style="text-align:center;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><b><span style="font-size:9.0pt;font-family:&#xD;&#xA;  &quot;Calibri&quot;,sans-serif;">(11)</span></b></span></p>
  </td>
  
  <td colspan="2" style="vertical-align:top;width:453.75pt;border:none;&#xD;&#xA;  border-bottom:solid darkgray 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;height:8.4pt">
  <p class="MsoNormal" style="line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-size:9.0pt;font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  ">FOB Rotterdam paritás</span></span></p>
  </td>
  
 </tr>
 <tr style="height:8.4pt">
  <td style="vertical-align:top;width:33.95pt;border:none;border-bottom:solid darkgray 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:8.4pt">
  <p class="MsoNormal" style="text-align:center;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><b><span style="font-size:9.0pt;font-family:&#xD;&#xA;  &quot;Calibri&quot;,sans-serif;">(12)</span></b></span></p>
  </td>
  
  <td colspan="2" style="vertical-align:top;width:453.75pt;border:none;&#xD;&#xA;  border-bottom:solid darkgray 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;height:8.4pt">
  <p class="MsoNormal" style="line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-size:9.0pt;font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  ">FOB Med paritás</span></span></p>
  </td>
  
 </tr>
 <tr style="height:8.4pt">
  <td style="vertical-align:top;width:33.95pt;border:none;border-bottom:solid darkgray 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:8.4pt">
  <p class="MsoNormal" style="text-align:center;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><b><span style="font-size:9.0pt;font-family:&#xD;&#xA;  &quot;Calibri&quot;,sans-serif;">(13)</span></b></span></p>
  </td>
  
  <td colspan="2" style="vertical-align:top;width:453.75pt;border:none;&#xD;&#xA;  border-bottom:solid darkgray 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;height:8.4pt">
  <p class="MsoNormal" style="text-align:justify;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-size:9.0pt;font-family:&#xD;&#xA;  &quot;Calibri&quot;,sans-serif;">A
  kiskereskedelmi értékesítéssel kapcsolatos adatok és elemzés a 3.5-ös
  fejezetben található (Innovatív Üzletágak és Szolgáltatások).</span></span></p>
  </td>
  
 </tr>
 <tr style="height:8.4pt">
  <td style="vertical-align:top;width:33.95pt;border:none;border-bottom:solid darkgray 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:8.4pt">
  <p class="MsoNormal" style="text-align:center;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><b><span style="font-size:9.0pt;font-family:&#xD;&#xA;  &quot;Calibri&quot;,sans-serif;">(14)</span></b></span></p>
  </td>
  
  <td colspan="2" style="vertical-align:top;width:453.75pt;border:none;&#xD;&#xA;  border-bottom:solid darkgray 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;height:8.4pt">
  <p class="MsoNormal" style="text-align:justify;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-size:9.0pt;font-family:&#xD;&#xA;  &quot;Calibri&quot;,sans-serif;">Az
  Innovatív Üzletágak és Szolgáltatások belső vállalatirányítási rendszere és a
  külső riportálási struktúrája eltérő, így az IBS Ipari Szolgáltatások és
  Egyéb Vállalkozások szervezetek eredményei a “Központ és egyéb” szegmensben
  találhatóak.</span></span></p>
  </td>
  
 </tr>
 <tr style="height:8.4pt">
  <td style="vertical-align:top;width:33.95pt;border:none;border-bottom:solid darkgray 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;&#xD;&#xA;  height:8.4pt">
  <p class="MsoNormal" style="text-align:center;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><b><span style="font-size:9.0pt;font-family:&#xD;&#xA;  &quot;Calibri&quot;,sans-serif;">(15)</span></b></span></p>
  </td>
  
  <td colspan="2" style="vertical-align:top;width:453.75pt;border:none;&#xD;&#xA;  border-bottom:solid darkgray 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;height:8.4pt">
  <p class="MsoNormal" style="text-align:justify;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-size:9.0pt;font-family:&#xD;&#xA;  &quot;Calibri&quot;,sans-serif;">Az
  újrabeszerzési árakkal becsült tiszta EBITDA 2023-as évre vonatkozó,
  Downstream szegmensen belüli megoszlása a „MOL Csoport INA nélkül” és
  „INA-Csoport” kategóriákra hibásan szerepelt a 2023. évi Éves Jelentésben,
  ezért ebben a jelentésben módosításra került.</span></span></p>
  </td>
  
 </tr>
 
 <tr>
  <td style="padding:0;border:none"></td>
  <td style="padding:0;border:none"></td>
  <td style="padding:0;border:none"></td>
 </tr>
 
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  <p class="MsoNormal" style="line-height:normal"><img src="data:image/png;base64,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" alt="footer image" style="position:relative; width:62.5pt;height:11.5pt;visibility:visible;"></img></p>
  </td>
  <td style="width:13.0cm;background:#F2F2F2;padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:21.6pt">
  <p class="MsoNormal" style="text-align:center;line-height:normal"><span style="color:black;">Üzleti
  jelentés 2024</span><span style="font-size:11.0pt"></span></p>
  </td>
  <td style="width:4.0cm;background:#E30018;padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:21.6pt">
  <p class="MsoNormal" style="text-align:center;line-height:normal"><span style="font-size:10.0pt;color:white;">34</span><span style="font-size:10.0pt"></span></p>
  </td>
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<p class="MsoHeader"><b><span> </span></b></p>

</div></div><div class="WordSection35">

<p class="Level2NoteTitle"><span style="mso-bookmark:_Hlk3196057"><span><span> </span></span></span></p>

<p class="MsoNormal" style="margin-bottom:0;margin-left:54.0pt;text-indent:&#xD;&#xA;-36.0pt;"><span style="mso-bookmark:_Hlk3196057"><span style="font-size:18.0pt;line-height:1.310651;;font-family:&quot;Molgroup Regular&quot;;color:#E30018;text-transform:uppercase;"><span style="display:inline-block; text-indent:0pt; min-width:36.0pt;">II.<span style="font:7.0pt &quot;Times New Roman&quot;">              
</span></span></span><span style="font-size:18.0pt;line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;color:#E30018;text-transform:uppercase;">Vállalati- és RÉSZVÉNYESI
információk</span></span></p>

<p class="MsoNormal" style="margin-right:1.0cm;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><b><span style="font-size:10.0pt;font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;"><span> </span></span></b></span></p>

<p class="MsoNormal" style="margin-top:12.0pt;margin-right:0cm;margin-bottom:&#xD;&#xA;6.0pt;margin-left:0cm;"><span style="mso-bookmark:_Hlk3196057"><a id="_Toc472085050"><b><span style="font-size:9.0pt;line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;color:#E30018;text-transform:uppercase">Vállalati
Információk</span></b></a></span></p>

<p class="MsoNormal" style="margin-top:6.0pt;margin-right:0cm;margin-bottom:2.0pt;margin-left:0cm;text-align:justify;"><span style="mso-bookmark:&#xD;&#xA;_Hlk3196057"><b><span style="font-size:9.0pt;line-height:1.347398;;font-family:&quot;Calibri&quot;,sans-serif;">A MOL Nyrt. alapításának dátuma: </span></b></span><span style="mso-bookmark:_Hlk3196057"><span style="font-size:9.0pt;line-height:1.347398;;font-family:&quot;Calibri&quot;,sans-serif;">1991. október 1. Bejegyezve a Fővárosi Bíróság, mint
Cégbíróság jegyzékében 1992. június 10-i dátummal, 1991. október 1-i hatállyal
01-10-041683 számon.</span></span></p>

<p class="MsoNormal" style="margin-top:6.0pt;margin-right:0cm;margin-bottom:2.0pt;margin-left:0cm;text-align:justify;"><span style="mso-bookmark:&#xD;&#xA;_Hlk3196057"><b><span style="font-size:9.0pt;line-height:1.347398;;font-family:&quot;Calibri&quot;,sans-serif;">Jogelőd: </span></b></span><span style="mso-bookmark:_Hlk3196057"><span style="font-size:9.0pt;line-height:1.347398;;font-family:&quot;Calibri&quot;,sans-serif;">Országos Kőolaj- és Gázipari Tröszt és tagvállalatai</span></span></p>

<p class="MsoNormal" style="margin-top:6.0pt;margin-right:0cm;margin-bottom:2.0pt;margin-left:0cm;text-align:justify;"><span style="mso-bookmark:&#xD;&#xA;_Hlk3196057"><b><span style="font-size:9.0pt;line-height:1.347398;;font-family:&quot;Calibri&quot;,sans-serif;">Az aktuális alapszabály</span></b></span><span style="mso-bookmark:_Hlk3196057"><span style="font-size:9.0pt;line-height:1.347398;;font-family:&quot;Calibri&quot;,sans-serif;"> elektronikus formában <span style="text-decoration: underline;"><span style="color:blue">letölthető</span></span>
a Társaság honlapjáról.</span></span></p>

<p class="MsoNormal" style="margin-top:6.0pt;margin-right:0cm;margin-bottom:2.0pt;margin-left:0cm;text-align:justify;"><span style="mso-bookmark:&#xD;&#xA;_Hlk3196057"><b><span style="font-size:9.0pt;line-height:1.347398;;font-family:&quot;Calibri&quot;,sans-serif;">A társaság alaptőkéje 2024. december 31-én: </span></b></span><span style="mso-bookmark:_Hlk3196057"><span style="font-size:9.0pt;line-height:1.347398;;font-family:&quot;Calibri&quot;,sans-serif;">819.424.824 névre szóló, egyenként 125 Ft névértékű,
„A” sorozatú törzsrészvényből, 1 darab névre szóló, <st1:metricconverter productid="1.000 Ft" w:st="on">1.000 Ft</st1:metricconverter> névértékű,
meghatározott elsőbbségi jogokat biztosító, „B” sorozatú szavazatelsőbbségi
részvényből, valamint 578 névre szóló, egyenként <st1:metricconverter productid="1.001 Ft" w:st="on">1.001 Ft</st1:metricconverter> névértékű, „C”
sorozatú törzsrészvényből áll.</span></span></p>

<p class="MsoNormal" style="margin-top:12.0pt;margin-right:0cm;margin-bottom:&#xD;&#xA;6.0pt;margin-left:0cm;"><span style="mso-bookmark:_Hlk3196057"><b><span style="font-size:9.0pt;line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;color:#E30018;text-transform:uppercase">Tulajdonosi
szerkezet </span></b></span></p>

<table class="MsoNormalTable" title="2651b9e2-1c5e-453c-b24b-ba01f396d03f" style="border-collapse:collapse;border-spacing:0;margin-left:3.55pt;border:none;"><tbody>
 <tr style="page-break-inside:avoid;&#xD;&#xA;  height:14.75pt">
  <td style="vertical-align:top;width:194.65pt;border:solid windowtext 1.0pt;&#xD;&#xA;  background:white;&#xD;&#xA;  padding:0cm 3.55pt 0cm 3.55pt;height:14.75pt"><span style="mso-bookmark:_Hlk3196057"></span>
  <p class="MsoNormal" style="margin-top:.5pt;margin-right:0cm;margin-bottom:&#xD;&#xA;  .5pt;margin-left:0cm;line-height:normal;page-break-after:avoid;"><span style="mso-bookmark:_Hlk3196057"><b><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;"></span></b></span></p>
  </td>
  
  <td colspan="2" style="vertical-align:top;width:159.75pt;border:solid windowtext 1.0pt;&#xD;&#xA;  border-left:none;background:white;padding:0cm 3.55pt 0cm 3.55pt;height:14.75pt">
  <p class="MsoNormal" style="margin-top:.5pt;margin-right:0cm;&#xD;&#xA;  margin-bottom:.5pt;margin-left:0cm;text-align:center;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><b><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">2024.12.31.</span></b></span></p>
  </td>
  
  <td colspan="2" style="vertical-align:top;width:148.85pt;border:solid windowtext 1.0pt;&#xD;&#xA;  border-left:none;background:white;padding:0cm 3.55pt 0cm 3.55pt;height:14.75pt">
  <p class="MsoNormal" style="margin-top:.5pt;margin-right:0cm;&#xD;&#xA;  margin-bottom:.5pt;margin-left:0cm;text-align:center;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><b><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">2023.12.31.</span></b></span></p>
  </td>
  
 </tr>
 <tr>
  <td style="vertical-align:top;width:194.65pt;border:solid windowtext 1.0pt;&#xD;&#xA;  border-top:none;&#xD;&#xA;  background:white;padding:0cm 3.55pt 0cm 3.55pt"><span style="mso-bookmark:_Hlk3196057"></span>
  <p class="MsoNormal" style="margin-top:.5pt;margin-right:0cm;margin-bottom:&#xD;&#xA;  .5pt;margin-left:0cm;text-align:justify;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><b><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;"></span></b></span></p>
  </td>
  
  <td style="vertical-align:top;width:81.8pt;border-top:none;border-left:&#xD;&#xA;  none;border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  background:white;&#xD;&#xA;  padding:0cm 3.55pt 0cm 3.55pt">
  <p class="MsoNormal" style="margin-top:.5pt;margin-right:0cm;&#xD;&#xA;  margin-bottom:.5pt;margin-left:0cm;text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><b><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">Részvény
  névérték </span></b></span></p>
  <p class="MsoNormal" style="margin-top:.5pt;margin-right:0cm;&#xD;&#xA;  margin-bottom:.5pt;margin-left:0cm;text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><b><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">(ezer Ft)</span></b></span></p>
  </td>
  
  <td style="vertical-align:top;width:77.95pt;border-top:none;border-left:&#xD;&#xA;  none;border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  background:white;&#xD;&#xA;  padding:0cm 3.55pt 0cm 3.55pt">
  <p class="MsoNormal" style="margin-top:.5pt;margin-right:0cm;&#xD;&#xA;  margin-bottom:.5pt;margin-left:0cm;text-align:center;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><b><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">%</span></b></span></p>
  </td>
  
  <td style="vertical-align:top;width:99.2pt;border-top:none;border-left:&#xD;&#xA;  none;border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  background:white;&#xD;&#xA;  padding:0cm 3.55pt 0cm 3.55pt">
  <p class="MsoNormal" style="margin-top:.5pt;margin-right:0cm;&#xD;&#xA;  margin-bottom:.5pt;margin-left:0cm;text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><b><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">Részvény
  névértek </span></b></span></p>
  <p class="MsoNormal" style="margin-top:.5pt;margin-right:0cm;&#xD;&#xA;  margin-bottom:.5pt;margin-left:0cm;text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><b><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">(ezer Ft)</span></b></span></p>
  </td>
  
  <td style="vertical-align:top;width:49.65pt;border-top:none;border-left:&#xD;&#xA;  none;border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  background:white;&#xD;&#xA;  padding:0cm 3.55pt 0cm 3.55pt">
  <p class="MsoNormal" style="margin-top:.5pt;margin-right:0cm;&#xD;&#xA;  margin-bottom:.5pt;margin-left:0cm;text-align:center;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><b><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">%</span></b></span></p>
  </td>
  
 </tr>
 <tr>
  <td style="vertical-align:top;width:194.65pt;border:solid windowtext 1.0pt;&#xD;&#xA;  border-top:none;&#xD;&#xA;  padding:0cm 3.55pt 0cm 3.55pt">
  <p class="MsoNormal" style="margin-top:.5pt;margin-right:0cm;margin-bottom:&#xD;&#xA;  .5pt;margin-left:0cm;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  ">Külföldi befektetők</span></span></p>
  </td>
  
  <td style="vertical-align:top;width:81.8pt;border-top:none;border-left:&#xD;&#xA;  none;border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 3.55pt 0cm 3.55pt">
  <p class="MsoNormal" style="margin-top:.5pt;margin-right:0cm;&#xD;&#xA;  margin-bottom:.5pt;margin-left:0cm;text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  ">29.817.181</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black"></span></span></p>
  </td>
  
  <td style="vertical-align:top;width:77.95pt;border-top:none;border-left:&#xD;&#xA;  none;border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 3.55pt 0cm 3.55pt">
  <p class="MsoNormal" style="margin-top:.5pt;margin-right:0cm;&#xD;&#xA;  margin-bottom:.5pt;margin-left:0cm;text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  ">29,11</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;&#xD;&#xA;  "></span></span></p>
  </td>
  
  <td style="vertical-align:top;width:99.2pt;border-top:none;border-left:&#xD;&#xA;  none;border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 3.55pt 0cm 3.55pt">
  <p class="MsoNormal" style="margin-top:.5pt;margin-right:0cm;&#xD;&#xA;  margin-bottom:.5pt;margin-left:0cm;text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black">31.570.811</span></span><span style="mso-bookmark:_Hlk3196057"><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;"></span></span></p>
  </td>
  
  <td style="vertical-align:top;width:49.65pt;border-top:none;border-left:&#xD;&#xA;  none;border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 3.55pt 0cm 3.55pt">
  <p class="MsoNormal" style="margin-top:.5pt;margin-right:0cm;&#xD;&#xA;  margin-bottom:.5pt;margin-left:0cm;text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black">30,82</span></span><span style="mso-bookmark:_Hlk3196057"><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;"></span></span></p>
  </td>
  
 </tr>
 <tr>
  <td style="vertical-align:top;width:194.65pt;border:solid windowtext 1.0pt;&#xD;&#xA;  border-top:none;&#xD;&#xA;  padding:0cm 3.55pt 0cm 3.55pt">
  <p class="MsoNormal" style="margin-top:.5pt;margin-right:0cm;margin-bottom:&#xD;&#xA;  .5pt;margin-left:0cm;text-align:justify;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;">Magyar
  Állam</span></span></p>
  </td>
  
  <td style="vertical-align:top;width:81.8pt;border-top:none;border-left:&#xD;&#xA;  none;border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 3.55pt 0cm 3.55pt">
  <p class="MsoNormal" style="margin-top:.5pt;margin-right:0cm;&#xD;&#xA;  margin-bottom:.5pt;margin-left:0cm;text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  ">1</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black"></span></span></p>
  </td>
  
  <td style="vertical-align:top;width:77.95pt;border-top:none;border-left:&#xD;&#xA;  none;border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 3.55pt 0cm 3.55pt">
  <p class="MsoNormal" style="margin-top:.5pt;margin-right:0cm;&#xD;&#xA;  margin-bottom:.5pt;margin-left:0cm;text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  ">0,00</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;&#xD;&#xA;  "></span></span></p>
  </td>
  
  <td style="vertical-align:top;width:99.2pt;border-top:none;border-left:&#xD;&#xA;  none;border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 3.55pt 0cm 3.55pt">
  <p class="MsoNormal" style="margin-top:.5pt;margin-right:0cm;&#xD;&#xA;  margin-bottom:.5pt;margin-left:0cm;text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black">1</span></span><span style="mso-bookmark:_Hlk3196057"><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;"></span></span></p>
  </td>
  
  <td style="vertical-align:top;width:49.65pt;border-top:none;border-left:&#xD;&#xA;  none;border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 3.55pt 0cm 3.55pt">
  <p class="MsoNormal" style="margin-top:.5pt;margin-right:0cm;&#xD;&#xA;  margin-bottom:.5pt;margin-left:0cm;text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black">0,00</span></span><span style="mso-bookmark:_Hlk3196057"><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;"></span></span></p>
  </td>
  
 </tr>
 <tr>
  <td style="width:194.65pt;border:solid windowtext 1.0pt;border-top:&#xD;&#xA;  none;&#xD;&#xA;  padding:0cm 3.55pt 0cm 3.55pt">
  <p class="MsoNormal" style="margin-top:.5pt;margin-right:0cm;margin-bottom:&#xD;&#xA;  .5pt;margin-left:0cm;text-align:justify;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;">MOL-Új Európa Alapítvány</span></span></p>
  </td>
  
  <td style="vertical-align:top;width:81.8pt;border-top:none;border-left:&#xD;&#xA;  none;border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 3.55pt 0cm 3.55pt">
  <p class="MsoNormal" style="margin-top:.5pt;margin-right:0cm;&#xD;&#xA;  margin-bottom:.5pt;margin-left:0cm;text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  ">10.744.499</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black"></span></span></p>
  </td>
  
  <td style="vertical-align:top;width:77.95pt;border-top:none;border-left:&#xD;&#xA;  none;border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 3.55pt 0cm 3.55pt">
  <p class="MsoNormal" style="margin-top:.5pt;margin-right:0cm;&#xD;&#xA;  margin-bottom:.5pt;margin-left:0cm;text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  ">10,49</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;&#xD;&#xA;  "></span></span></p>
  </td>
  
  <td style="vertical-align:top;width:99.2pt;border-top:none;border-left:&#xD;&#xA;  none;border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 3.55pt 0cm 3.55pt">
  <p class="MsoNormal" style="margin-top:.5pt;margin-right:0cm;&#xD;&#xA;  margin-bottom:.5pt;margin-left:0cm;text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black">10.744.499</span></span><span style="mso-bookmark:_Hlk3196057"><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;"></span></span></p>
  </td>
  
  <td style="vertical-align:top;width:49.65pt;border-top:none;border-left:&#xD;&#xA;  none;border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 3.55pt 0cm 3.55pt">
  <p class="MsoNormal" style="margin-top:.5pt;margin-right:0cm;&#xD;&#xA;  margin-bottom:.5pt;margin-left:0cm;text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black">10,49</span></span><span style="mso-bookmark:_Hlk3196057"><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;color:black"></span></span></p>
  </td>
  
 </tr>
 <tr>
  <td style="width:194.65pt;border:solid windowtext 1.0pt;border-top:&#xD;&#xA;  none;&#xD;&#xA;  padding:0cm 3.55pt 0cm 3.55pt">
  <p class="MsoNormal" style="margin-top:.5pt;margin-right:0cm;margin-bottom:&#xD;&#xA;  .5pt;margin-left:0cm;text-align:justify;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;">Maecenas Universitatis Corvini Alapítvány</span></span></p>
  </td>
  
  <td style="vertical-align:top;width:81.8pt;border-top:none;border-left:&#xD;&#xA;  none;border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 3.55pt 0cm 3.55pt">
  <p class="MsoNormal" style="margin-top:.5pt;margin-right:0cm;&#xD;&#xA;  margin-bottom:.5pt;margin-left:0cm;text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  ">10.242.868</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black"></span></span></p>
  </td>
  
  <td style="vertical-align:top;width:77.95pt;border-top:none;border-left:&#xD;&#xA;  none;border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 3.55pt 0cm 3.55pt">
  <p class="MsoNormal" style="margin-top:.5pt;margin-right:0cm;&#xD;&#xA;  margin-bottom:.5pt;margin-left:0cm;text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  ">10,00</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;&#xD;&#xA;  "></span></span></p>
  </td>
  
  <td style="vertical-align:top;width:99.2pt;border-top:none;border-left:&#xD;&#xA;  none;border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 3.55pt 0cm 3.55pt">
  <p class="MsoNormal" style="margin-top:.5pt;margin-right:0cm;&#xD;&#xA;  margin-bottom:.5pt;margin-left:0cm;text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black">10.242.868</span></span><span style="mso-bookmark:_Hlk3196057"><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;"></span></span></p>
  </td>
  
  <td style="vertical-align:top;width:49.65pt;border-top:none;border-left:&#xD;&#xA;  none;border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 3.55pt 0cm 3.55pt">
  <p class="MsoNormal" style="margin-top:.5pt;margin-right:0cm;&#xD;&#xA;  margin-bottom:.5pt;margin-left:0cm;text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black">10,00</span></span><span style="mso-bookmark:_Hlk3196057"><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;"></span></span></p>
  </td>
  
 </tr>
 <tr>
  <td style="vertical-align:top;width:194.65pt;border:solid windowtext 1.0pt;&#xD;&#xA;  border-top:none;&#xD;&#xA;  padding:0cm 3.55pt 0cm 3.55pt">
  <p class="MsoNormal" style="margin-top:.5pt;margin-right:0cm;margin-bottom:&#xD;&#xA;  .5pt;margin-left:0cm;text-align:justify;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;">Mathias Corvinus Collegium Alapítvány</span></span></p>
  </td>
  
  <td style="vertical-align:top;width:81.8pt;border-top:none;border-left:&#xD;&#xA;  none;border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 3.55pt 0cm 3.55pt">
  <p class="MsoNormal" style="margin-top:.5pt;margin-right:0cm;&#xD;&#xA;  margin-bottom:.5pt;margin-left:0cm;text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  ">10.242.868</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black"></span></span></p>
  </td>
  
  <td style="vertical-align:top;width:77.95pt;border-top:none;border-left:&#xD;&#xA;  none;border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 3.55pt 0cm 3.55pt">
  <p class="MsoNormal" style="margin-top:.5pt;margin-right:0cm;&#xD;&#xA;  margin-bottom:.5pt;margin-left:0cm;text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  ">10,00</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;&#xD;&#xA;  "></span></span></p>
  </td>
  
  <td style="vertical-align:top;width:99.2pt;border-top:none;border-left:&#xD;&#xA;  none;border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 3.55pt 0cm 3.55pt">
  <p class="MsoNormal" style="margin-top:.5pt;margin-right:0cm;&#xD;&#xA;  margin-bottom:.5pt;margin-left:0cm;text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black">10.242.868</span></span><span style="mso-bookmark:_Hlk3196057"><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;"></span></span></p>
  </td>
  
  <td style="vertical-align:top;width:49.65pt;border-top:none;border-left:&#xD;&#xA;  none;border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 3.55pt 0cm 3.55pt">
  <p class="MsoNormal" style="margin-top:.5pt;margin-right:0cm;&#xD;&#xA;  margin-bottom:.5pt;margin-left:0cm;text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black">10,00</span></span><span style="mso-bookmark:_Hlk3196057"><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;"></span></span></p>
  </td>
  
 </tr>
 <tr>
  <td style="vertical-align:top;width:194.65pt;border:solid windowtext 1.0pt;&#xD;&#xA;  border-top:none;&#xD;&#xA;  padding:0cm 3.55pt 0cm 3.55pt">
  <p class="MsoNormal" style="margin-top:.5pt;margin-right:0cm;margin-bottom:&#xD;&#xA;  .5pt;margin-left:0cm;text-align:justify;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;">MOL Nyrt. Különleges Munkavállalói Részvényesi Program Szervezetek*</span></span></p>
  </td>
  
  <td style="vertical-align:top;width:81.8pt;border-top:none;border-left:&#xD;&#xA;  none;border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 3.55pt 0cm 3.55pt">
  <p class="MsoNormal" style="margin-top:.5pt;margin-right:0cm;&#xD;&#xA;  margin-bottom:.5pt;margin-left:0cm;text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  ">8.142.472</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black"></span></span></p>
  </td>
  
  <td style="vertical-align:top;width:77.95pt;border-top:none;border-left:&#xD;&#xA;  none;border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 3.55pt 0cm 3.55pt">
  <p class="MsoNormal" style="margin-top:.5pt;margin-right:0cm;&#xD;&#xA;  margin-bottom:.5pt;margin-left:0cm;text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  ">7,95</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black"></span></span></p>
  </td>
  
  <td style="vertical-align:top;width:99.2pt;border-top:none;border-left:&#xD;&#xA;  none;border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 3.55pt 0cm 3.55pt">
  <p class="MsoNormal" style="margin-top:.5pt;margin-right:0cm;&#xD;&#xA;  margin-bottom:.5pt;margin-left:0cm;text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black">8.142.472</span></span></p>
  </td>
  
  <td style="vertical-align:top;width:49.65pt;border-top:none;border-left:&#xD;&#xA;  none;border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 3.55pt 0cm 3.55pt">
  <p class="MsoNormal" style="margin-top:.5pt;margin-right:0cm;&#xD;&#xA;  margin-bottom:.5pt;margin-left:0cm;text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black">7,95</span></span></p>
  </td>
  
 </tr>
 <tr>
  <td style="vertical-align:top;width:194.65pt;border:solid windowtext 1.0pt;&#xD;&#xA;  border-top:none;&#xD;&#xA;  padding:0cm 3.55pt 0cm 3.55pt">
  <p class="MsoNormal" style="margin-top:.5pt;margin-right:0cm;margin-bottom:&#xD;&#xA;  .5pt;margin-left:0cm;text-align:justify;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;">OTP
  Bank Nyrt.</span></span></p>
  </td>
  
  <td style="vertical-align:top;width:81.8pt;border-top:none;border-left:&#xD;&#xA;  none;border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 3.55pt 0cm 3.55pt">
  <p class="MsoNormal" style="margin-top:.5pt;margin-right:0cm;&#xD;&#xA;  margin-bottom:.5pt;margin-left:0cm;text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  ">5.014.314</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black"></span></span></p>
  </td>
  
  <td style="vertical-align:top;width:77.95pt;border-top:none;border-left:&#xD;&#xA;  none;border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 3.55pt 0cm 3.55pt">
  <p class="MsoNormal" style="margin-top:.5pt;margin-right:0cm;&#xD;&#xA;  margin-bottom:.5pt;margin-left:0cm;text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  ">4,90</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;&#xD;&#xA;  "></span></span></p>
  </td>
  
  <td style="vertical-align:top;width:99.2pt;border-top:none;border-left:&#xD;&#xA;  none;border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 3.55pt 0cm 3.55pt">
  <p class="MsoNormal" style="margin-top:.5pt;margin-right:0cm;&#xD;&#xA;  margin-bottom:.5pt;margin-left:0cm;text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black">5.011.002</span></span><span style="mso-bookmark:_Hlk3196057"><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;"></span></span></p>
  </td>
  
  <td style="vertical-align:top;width:49.65pt;border-top:none;border-left:&#xD;&#xA;  none;border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 3.55pt 0cm 3.55pt">
  <p class="MsoNormal" style="margin-top:.5pt;margin-right:0cm;&#xD;&#xA;  margin-bottom:.5pt;margin-left:0cm;text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black">4,89</span></span><span style="mso-bookmark:_Hlk3196057"><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;"></span></span></p>
  </td>
  
 </tr>
 <tr>
  <td style="vertical-align:top;width:194.65pt;border:solid windowtext 1.0pt;&#xD;&#xA;  border-top:none;&#xD;&#xA;  padding:0cm 3.55pt 0cm 3.55pt">
  <p class="MsoNormal" style="margin-top:.5pt;margin-right:0cm;margin-bottom:&#xD;&#xA;  .5pt;margin-left:0cm;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  ">OTP Alapkezelő</span></span></p>
  </td>
  
  <td style="vertical-align:top;width:81.8pt;border-top:none;border-left:&#xD;&#xA;  none;border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 3.55pt 0cm 3.55pt">
  <p class="MsoNormal" style="margin-top:.5pt;margin-right:0cm;&#xD;&#xA;  margin-bottom:.5pt;margin-left:0cm;text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  ">406.268</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black"></span></span></p>
  </td>
  
  <td style="vertical-align:top;width:77.95pt;border-top:none;border-left:&#xD;&#xA;  none;border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 3.55pt 0cm 3.55pt">
  <p class="MsoNormal" style="margin-top:.5pt;margin-right:0cm;&#xD;&#xA;  margin-bottom:.5pt;margin-left:0cm;text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  ">0,40</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;&#xD;&#xA;  "></span></span></p>
  </td>
  
  <td style="vertical-align:top;width:99.2pt;border-top:none;border-left:&#xD;&#xA;  none;border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 3.55pt 0cm 3.55pt">
  <p class="MsoNormal" style="margin-top:.5pt;margin-right:0cm;&#xD;&#xA;  margin-bottom:.5pt;margin-left:0cm;text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black">313.593</span></span><span style="mso-bookmark:_Hlk3196057"><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;"></span></span></p>
  </td>
  
  <td style="vertical-align:top;width:49.65pt;border-top:none;border-left:&#xD;&#xA;  none;border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 3.55pt 0cm 3.55pt">
  <p class="MsoNormal" style="margin-top:.5pt;margin-right:0cm;&#xD;&#xA;  margin-bottom:.5pt;margin-left:0cm;text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black">0,31</span></span><span style="mso-bookmark:_Hlk3196057"><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;"></span></span></p>
  </td>
  
 </tr>
 <tr>
  <td style="vertical-align:top;width:194.65pt;border:solid windowtext 1.0pt;&#xD;&#xA;  border-top:none;&#xD;&#xA;  padding:0cm 3.55pt 0cm 3.55pt">
  <p class="MsoNormal" style="margin-top:.5pt;margin-right:0cm;margin-bottom:&#xD;&#xA;  .5pt;margin-left:0cm;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  ">ING Bank N.V.</span></span></p>
  </td>
  
  <td style="vertical-align:top;width:81.8pt;border-top:none;border-left:&#xD;&#xA;  none;border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 3.55pt 0cm 3.55pt">
  <p class="MsoNormal" style="margin-top:.5pt;margin-right:0cm;&#xD;&#xA;  margin-bottom:.5pt;margin-left:0cm;text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  ">3.875.000</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black"></span></span></p>
  </td>
  
  <td style="vertical-align:top;width:77.95pt;border-top:none;border-left:&#xD;&#xA;  none;border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 3.55pt 0cm 3.55pt">
  <p class="MsoNormal" style="margin-top:.5pt;margin-right:0cm;&#xD;&#xA;  margin-bottom:.5pt;margin-left:0cm;text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  ">3,78</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;&#xD;&#xA;  "></span></span></p>
  </td>
  
  <td style="vertical-align:top;width:99.2pt;border-top:none;border-left:&#xD;&#xA;  none;border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 3.55pt 0cm 3.55pt">
  <p class="MsoNormal" style="margin-top:.5pt;margin-right:0cm;&#xD;&#xA;  margin-bottom:.5pt;margin-left:0cm;text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black">3.865.884</span></span><span style="mso-bookmark:_Hlk3196057"><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;"></span></span></p>
  </td>
  
  <td style="vertical-align:top;width:49.65pt;border-top:none;border-left:&#xD;&#xA;  none;border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 3.55pt 0cm 3.55pt">
  <p class="MsoNormal" style="margin-top:.5pt;margin-right:0cm;&#xD;&#xA;  margin-bottom:.5pt;margin-left:0cm;text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black">3,77</span></span><span style="mso-bookmark:_Hlk3196057"><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;"></span></span></p>
  </td>
  
 </tr>
 <tr>
  <td style="vertical-align:top;width:194.65pt;border:solid windowtext 1.0pt;&#xD;&#xA;  border-top:none;&#xD;&#xA;  padding:0cm 3.55pt 0cm 3.55pt">
  <p class="MsoNormal" style="margin-top:.5pt;margin-right:0cm;margin-bottom:&#xD;&#xA;  .5pt;margin-left:0cm;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  ">UniCredit Bank AG.</span></span></p>
  </td>
  
  <td style="vertical-align:top;width:81.8pt;border-top:none;border-left:&#xD;&#xA;  none;border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 3.55pt 0cm 3.55pt">
  <p class="MsoNormal" style="margin-top:.5pt;margin-right:0cm;&#xD;&#xA;  margin-bottom:.5pt;margin-left:0cm;text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  ">3.875.000</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black"></span></span></p>
  </td>
  
  <td style="vertical-align:top;width:77.95pt;border-top:none;border-left:&#xD;&#xA;  none;border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 3.55pt 0cm 3.55pt">
  <p class="MsoNormal" style="margin-top:.5pt;margin-right:0cm;&#xD;&#xA;  margin-bottom:.5pt;margin-left:0cm;text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  ">3,78</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;&#xD;&#xA;  "></span></span></p>
  </td>
  
  <td style="vertical-align:top;width:99.2pt;border-top:none;border-left:&#xD;&#xA;  none;border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 3.55pt 0cm 3.55pt">
  <p class="MsoNormal" style="margin-top:.5pt;margin-right:0cm;&#xD;&#xA;  margin-bottom:.5pt;margin-left:0cm;text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black">3.842.796</span></span><span style="mso-bookmark:_Hlk3196057"><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;"></span></span></p>
  </td>
  
  <td style="vertical-align:top;width:49.65pt;border-top:none;border-left:&#xD;&#xA;  none;border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 3.55pt 0cm 3.55pt">
  <p class="MsoNormal" style="margin-top:.5pt;margin-right:0cm;&#xD;&#xA;  margin-bottom:.5pt;margin-left:0cm;text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black">3,75</span></span><span style="mso-bookmark:_Hlk3196057"><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;"></span></span></p>
  </td>
  
 </tr>
 <tr>
  <td style="vertical-align:top;width:194.65pt;border:solid windowtext 1.0pt;&#xD;&#xA;  border-top:none;&#xD;&#xA;  padding:0cm 3.55pt 0cm 3.55pt">
  <p class="MsoNormal" style="margin-top:.5pt;margin-right:0cm;margin-bottom:&#xD;&#xA;  .5pt;margin-left:0cm;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  &#xD;&#xA;  color:black;&#xD;&#xA;  ">Commerzbank AG</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;"></span></span></p>
  </td>
  
  <td style="vertical-align:top;width:81.8pt;border-top:none;border-left:&#xD;&#xA;  none;border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 3.55pt 0cm 3.55pt">
  <p class="MsoNormal" style="margin-top:.5pt;margin-right:0cm;&#xD;&#xA;  margin-bottom:.5pt;margin-left:0cm;text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  ">834.502</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black"></span></span></p>
  </td>
  
  <td style="vertical-align:top;width:77.95pt;border-top:none;border-left:&#xD;&#xA;  none;border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 3.55pt 0cm 3.55pt">
  <p class="MsoNormal" style="margin-top:.5pt;margin-right:0cm;&#xD;&#xA;  margin-bottom:.5pt;margin-left:0cm;text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  ">0,81</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black"></span></span></p>
  </td>
  
  <td style="vertical-align:top;width:99.2pt;border-top:none;border-left:&#xD;&#xA;  none;border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 3.55pt 0cm 3.55pt">
  <p class="MsoNormal" style="margin-top:.5pt;margin-right:0cm;&#xD;&#xA;  margin-bottom:.5pt;margin-left:0cm;text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black">0</span></span></p>
  </td>
  
  <td style="vertical-align:top;width:49.65pt;border-top:none;border-left:&#xD;&#xA;  none;border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 3.55pt 0cm 3.55pt">
  <p class="MsoNormal" style="margin-top:.5pt;margin-right:0cm;&#xD;&#xA;  margin-bottom:.5pt;margin-left:0cm;text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black">0,00</span></span></p>
  </td>
  
 </tr>
 <tr>
  <td style="vertical-align:top;width:194.65pt;border:solid windowtext 1.0pt;&#xD;&#xA;  border-top:none;&#xD;&#xA;  padding:0cm 3.55pt 0cm 3.55pt">
  <p class="MsoNormal" style="margin-top:.5pt;margin-right:0cm;margin-bottom:&#xD;&#xA;  .5pt;margin-left:0cm;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  ">Hazai intézményi
  befektetők</span></span></p>
  </td>
  
  <td style="vertical-align:top;width:81.8pt;border-top:none;border-left:&#xD;&#xA;  none;border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 3.55pt 0cm 3.55pt">
  <p class="MsoNormal" style="margin-top:.5pt;margin-right:0cm;&#xD;&#xA;  margin-bottom:.5pt;margin-left:0cm;text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  ">9.722.956</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black"></span></span></p>
  </td>
  
  <td style="vertical-align:top;width:77.95pt;border-top:none;border-left:&#xD;&#xA;  none;border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 3.55pt 0cm 3.55pt">
  <p class="MsoNormal" style="margin-top:.5pt;margin-right:0cm;&#xD;&#xA;  margin-bottom:.5pt;margin-left:0cm;text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  ">9,49</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;&#xD;&#xA;  "></span></span></p>
  </td>
  
  <td style="vertical-align:top;width:99.2pt;border-top:none;border-left:&#xD;&#xA;  none;border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 3.55pt 0cm 3.55pt">
  <p class="MsoNormal" style="margin-top:.5pt;margin-right:0cm;&#xD;&#xA;  margin-bottom:.5pt;margin-left:0cm;text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black">9.071.133</span></span><span style="mso-bookmark:_Hlk3196057"><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;"></span></span></p>
  </td>
  
  <td style="vertical-align:top;width:49.65pt;border-top:none;border-left:&#xD;&#xA;  none;border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 3.55pt 0cm 3.55pt">
  <p class="MsoNormal" style="margin-top:.5pt;margin-right:0cm;&#xD;&#xA;  margin-bottom:.5pt;margin-left:0cm;text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black">8,86</span></span><span style="mso-bookmark:_Hlk3196057"><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;"></span></span></p>
  </td>
  
 </tr>
 <tr>
  <td style="vertical-align:top;width:194.65pt;border:solid windowtext 1.0pt;&#xD;&#xA;  border-top:none;&#xD;&#xA;  padding:0cm 3.55pt 0cm 3.55pt">
  <p class="MsoNormal" style="margin-top:.5pt;margin-right:0cm;margin-bottom:&#xD;&#xA;  .5pt;margin-left:0cm;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  ">Hazai magánszemély
  befektetők</span></span></p>
  </td>
  
  <td style="vertical-align:top;width:81.8pt;border-top:none;border-left:&#xD;&#xA;  none;border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 3.55pt 0cm 3.55pt">
  <p class="MsoNormal" style="margin-top:.5pt;margin-right:0cm;&#xD;&#xA;  margin-bottom:.5pt;margin-left:0cm;text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  ">6.956.835</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black"></span></span></p>
  </td>
  
  <td style="vertical-align:top;width:77.95pt;border-top:none;border-left:&#xD;&#xA;  none;border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 3.55pt 0cm 3.55pt">
  <p class="MsoNormal" style="margin-top:.5pt;margin-right:0cm;&#xD;&#xA;  margin-bottom:.5pt;margin-left:0cm;text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  ">6,79</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;&#xD;&#xA;  "></span></span></p>
  </td>
  
  <td style="vertical-align:top;width:99.2pt;border-top:none;border-left:&#xD;&#xA;  none;border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 3.55pt 0cm 3.55pt">
  <p class="MsoNormal" style="margin-top:.5pt;margin-right:0cm;&#xD;&#xA;  margin-bottom:.5pt;margin-left:0cm;text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black">5.653.495</span></span><span style="mso-bookmark:_Hlk3196057"><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;"></span></span></p>
  </td>
  
  <td style="vertical-align:top;width:49.65pt;border-top:none;border-left:&#xD;&#xA;  none;border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 3.55pt 0cm 3.55pt">
  <p class="MsoNormal" style="margin-top:.5pt;margin-right:0cm;&#xD;&#xA;  margin-bottom:.5pt;margin-left:0cm;text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black">5,52</span></span><span style="mso-bookmark:_Hlk3196057"><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;"></span></span></p>
  </td>
  
 </tr>
 <tr>
  <td style="vertical-align:top;width:194.65pt;border:solid windowtext 1.0pt;&#xD;&#xA;  border-top:none;&#xD;&#xA;  padding:0cm 3.55pt 0cm 3.55pt">
  <p class="MsoNormal" style="margin-top:.5pt;margin-right:0cm;margin-bottom:&#xD;&#xA;  .5pt;margin-left:0cm;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  ">MOL Nyrt. (saját
  részvények)</span></span></p>
  </td>
  
  <td style="vertical-align:top;width:81.8pt;border-top:none;border-left:&#xD;&#xA;  none;border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 3.55pt 0cm 3.55pt">
  <p class="MsoNormal" style="margin-top:.5pt;margin-right:0cm;&#xD;&#xA;  margin-bottom:.5pt;margin-left:0cm;text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  ">2.553.918</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black"></span></span></p>
  </td>
  
  <td style="vertical-align:top;width:77.95pt;border-top:none;border-left:&#xD;&#xA;  none;border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 3.55pt 0cm 3.55pt">
  <p class="MsoNormal" style="margin-top:.5pt;margin-right:0cm;&#xD;&#xA;  margin-bottom:.5pt;margin-left:0cm;text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  ">2,49</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black"></span></span></p>
  </td>
  
  <td style="vertical-align:top;width:99.2pt;border-top:none;border-left:&#xD;&#xA;  none;border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 3.55pt 0cm 3.55pt">
  <p class="MsoNormal" style="margin-top:.5pt;margin-right:0cm;&#xD;&#xA;  margin-bottom:.5pt;margin-left:0cm;text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black">3.727.262</span></span><span style="mso-bookmark:_Hlk3196057"><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;"></span></span></p>
  </td>
  
  <td style="vertical-align:top;width:49.65pt;border-top:none;border-left:&#xD;&#xA;  none;border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 3.55pt 0cm 3.55pt">
  <p class="MsoNormal" style="margin-top:.5pt;margin-right:0cm;&#xD;&#xA;  margin-bottom:.5pt;margin-left:0cm;text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black">3,64</span></span><span style="mso-bookmark:_Hlk3196057"><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;"></span></span></p>
  </td>
  
 </tr>
 <tr>
  <td style="vertical-align:top;width:194.65pt;border:solid windowtext 1.0pt;&#xD;&#xA;  border-top:none;&#xD;&#xA;  padding:0cm 3.55pt 0cm 3.55pt">
  <p class="MsoNormal" style="margin-top:.5pt;margin-right:0cm;margin-bottom:&#xD;&#xA;  .5pt;margin-left:0cm;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  ">Összesen:</span></span></p>
  </td>
  
  <td style="vertical-align:bottom;width:81.8pt;border-top:none;border-left:&#xD;&#xA;  none;border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 3.55pt 0cm 3.55pt">
  <p class="MsoNormal" style="margin-top:.5pt;margin-right:0cm;&#xD;&#xA;  margin-bottom:.5pt;margin-left:0cm;text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><b><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">102.428.683</span></b></span><span style="mso-bookmark:_Hlk3196057"><b><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;"></span></b></span></p>
  </td>
  
  <td style="vertical-align:bottom;width:77.95pt;border-top:none;border-left:&#xD;&#xA;  none;border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 3.55pt 0cm 3.55pt">
  <p class="MsoNormal" style="margin-top:.5pt;margin-right:0cm;&#xD;&#xA;  margin-bottom:.5pt;margin-left:0cm;text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><b><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">100,00</span></b></span><span style="mso-bookmark:_Hlk3196057"><b><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;"></span></b></span></p>
  </td>
  
  <td style="vertical-align:bottom;width:99.2pt;border-top:none;border-left:&#xD;&#xA;  none;border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 3.55pt 0cm 3.55pt">
  <p class="MsoNormal" style="margin-top:.5pt;margin-right:0cm;&#xD;&#xA;  margin-bottom:.5pt;margin-left:0cm;text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><b><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">102.428.683</span></b></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;&#xD;&#xA;  "></span></span></p>
  </td>
  
  <td style="vertical-align:bottom;width:49.65pt;border-top:none;border-left:&#xD;&#xA;  none;border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 3.55pt 0cm 3.55pt">
  <p class="MsoNormal" style="margin-top:.5pt;margin-right:0cm;&#xD;&#xA;  margin-bottom:.5pt;margin-left:0cm;text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><b><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">100,00</span></b></span><span style="mso-bookmark:_Hlk3196057"><b><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;"></span></b></span></p>
  </td>
  
 </tr>
</tbody></table>

<p class="MsoNormal" style="margin-top:6.0pt;margin-right:0cm;margin-bottom:2.0pt;margin-left:0cm;text-align:justify;"><span style="mso-bookmark:&#xD;&#xA;_Hlk3196057"><span style="font-size:9.0pt;line-height:1.347398;;font-family:&quot;Calibri&quot;,sans-serif;">Felhívjuk
a figyelmet, hogy a fenti kimutatás a részvénykönyvi bejegyzési kérelmek és a
részvényesek publikált bejelentései alapján készült, és nem teljesen tükrözik a
részvénykönyvbe bejegyzett tulajdonosi struktúrát. A részvénykönyvi bejegyzés
nem kötelező. A részvényes a társasággal szemben részvényesi jogait csak akkor
gyakorolhatja, ha a részvényest a részvénykönyvbe bejegyezték. A MOL
alapszabálya értelmében, egy részvényes vagy részvényesi csoport sem
gyakorolhatja a szavazati jogok több mint 10%-át.</span></span></p>

<p class="MsoNormal" style="margin-top:12.0pt;margin-right:0cm;margin-bottom:&#xD;&#xA;6.0pt;margin-left:0cm;"><span style="mso-bookmark:_Hlk3196057"><b><span style="font-size:9.0pt;line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;color:#E30018;text-transform:uppercase">A
részvényekre vonatkozó információ</span></b></span></p>

<p class="MsoNormal" style="margin-top:6.0pt;margin-right:0cm;margin-bottom:2.0pt;margin-left:0cm;text-align:justify;"><span style="mso-bookmark:&#xD;&#xA;_Hlk3196057"><span style="font-size:9.0pt;line-height:1.347398;;font-family:&quot;Calibri&quot;,sans-serif;">A MOL
részvények árfolyamát közzéteszi a magyar napilapok többsége, és többek között
elérhető a Budapesti Értéktőzsde honlapján (<span style="text-decoration: underline;"><span style="color:blue">www.bet.hu</span></span>).
A MOL Nyrt. DR-jainak indikatív áralakulása és forgalma a londo<span style="color:black">ni IOB-n, a Thomson Reute</span>rs rendszeren a MOLBq.L RIC
kóddal, a Bloomberg rendszeren a MOLD LI RIC kóddal érhető el. A MOL részvények
és DR-ok részt vesznek továbbá az amerikai Pink Sheet OTC piac kereskedésében.</span></span></p>

<p class="MsoNormal" style="margin-top:6.0pt;margin-right:0cm;margin-bottom:2.0pt;margin-left:0cm;text-align:justify;"><span style="mso-bookmark:&#xD;&#xA;_Hlk3196057"><span style="font-size:9.0pt;line-height:1.347398;;font-family:&quot;Calibri&quot;,sans-serif;">A MOL
részvények Budapesti Értéktőzsdén kialakult árfolyama a Thomson Reuters
rendszeren a MOLB.BU, a Bloomberg rendszeren pedig a MOL HB RIC kóddal érhető
el.</span></span></p>

<span style="font-size:9.0pt;line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;">
</span>

<p class="MsoNormal"><span style="mso-bookmark:_Hlk3196057"><span style="font-size:9.0pt;line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;"></span></span></p>

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  </td>
  <td style="width:4.0cm;background:#E30018;padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:21.6pt">
  <p class="MsoNormal" style="text-align:center;line-height:normal"><span style="font-size:10.0pt;color:white;">35</span><span style="font-size:10.0pt"></span></p>
  </td>
 </tr>
</tbody></table>

<p class="MsoHeader"><b><span> </span></b></p>

</div></div><div class="WordSection36">

<p class="MsoNormal" style="margin-bottom:6.0pt;text-align:justify;"><span style="mso-bookmark:_Hlk3196057"><span style="font-size:9.0pt;line-height:1.347398;;font-family:&quot;Calibri&quot;,sans-serif;">Az alábbi táblázat mutatja a MOL részvények
kereskedési adatait 2024-ben negyedéves bontásban.</span></span></p>

<table class="MsoNormalTable" title="d643d2fa-f3c8-474e-a4e3-7128eaf0a422" style="border-collapse:collapse;border-spacing:0;margin-left:1.5pt;border:none;"><tbody>
 <tr>
  <td style="vertical-align:top;width:82.5pt;border:solid black 1.0pt;&#xD;&#xA;  padding:0cm 1.5pt 0cm 1.5pt">
  <p class="MsoNormal" style="margin-top:.5pt;margin-right:0cm;margin-bottom:  .5pt;margin-left:0cm;text-align:justify;"><span style="mso-bookmark:_Hlk3196057"><span style="line-height:1.347398;;font-family:&quot;Calibri&quot;,sans-serif;    color:black;">Idõszak</span></span><span style="mso-bookmark:_Hlk3196057"><span style="line-height:1.347398;;font-family:&quot;Calibri&quot;,sans-serif;    "></span></span></p>
  </td>
  
  <td style="vertical-align:top;width:78.8pt;border:solid black 1.0pt;&#xD;&#xA;  border-left:none;&#xD;&#xA;  padding:0cm 1.5pt 0cm 1.5pt">
  <p class="MsoNormal" style="margin-top:.5pt;margin-right:0cm;&#xD;&#xA;  margin-bottom:.5pt;margin-left:0cm;text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;&#xD;&#xA;  ">BÉT forgalom (db részvény)</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;"></span></span></p>
  </td>
  
  <td style="vertical-align:top;width:92.1pt;border:solid black 1.0pt;&#xD;&#xA;  border-left:none;&#xD;&#xA;  padding:0cm 1.5pt 0cm 1.5pt">
  <p class="MsoNormal" style="margin-top:.5pt;margin-right:0cm;&#xD;&#xA;  margin-bottom:.5pt;margin-left:0cm;text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;&#xD;&#xA;  ">BÉT záróár (Ft/részvény)</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;"></span></span></p>
  </td>
  
 </tr>
 <tr>
  <td style="vertical-align:top;width:82.5pt;border:solid black 1.0pt;&#xD;&#xA;  border-top:none;&#xD;&#xA;  padding:0cm 1.5pt 0cm 1.5pt">
  <p class="MsoNormal" style="margin-top:.5pt;margin-right:0cm;margin-bottom:&#xD;&#xA;  .5pt;margin-left:0cm;text-align:justify;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;">1. negyedév</span></span></p>
  </td>
  
  <td style="vertical-align:bottom;width:78.8pt;border-top:none;border-left:&#xD;&#xA;  none;border-bottom:solid black 1.0pt;border-right:solid black 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 1.5pt 0cm 1.5pt">
  <p class="MsoNormal" style="margin-top:.5pt;margin-right:0cm;&#xD;&#xA;  margin-bottom:.5pt;margin-left:0cm;text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  &#xD;&#xA;  ">27.789.410</span></span></p>
  </td>
  
  <td style="vertical-align:bottom;width:92.1pt;border-top:none;border-left:&#xD;&#xA;  none;border-bottom:solid black 1.0pt;border-right:solid black 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 1.5pt 0cm 1.5pt">
  <p class="MsoNormal" style="margin-top:.5pt;margin-right:0cm;&#xD;&#xA;  margin-bottom:.5pt;margin-left:0cm;text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  &#xD;&#xA;  ">2.960</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;"></span></span></p>
  </td>
  
 </tr>
 <tr>
  <td style="vertical-align:top;width:82.5pt;border:solid black 1.0pt;&#xD;&#xA;  border-top:none;&#xD;&#xA;  padding:0cm 1.5pt 0cm 1.5pt">
  <p class="MsoNormal" style="margin-top:.5pt;margin-right:0cm;margin-bottom:&#xD;&#xA;  .5pt;margin-left:0cm;text-align:justify;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;">2. negyedév</span></span></p>
  </td>
  
  <td style="vertical-align:bottom;width:78.8pt;border-top:none;border-left:&#xD;&#xA;  none;border-bottom:solid black 1.0pt;border-right:solid black 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 1.5pt 0cm 1.5pt">
  <p class="MsoNormal" style="margin-top:.5pt;margin-right:0cm;&#xD;&#xA;  margin-bottom:.5pt;margin-left:0cm;text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  &#xD;&#xA;  ">33.721.275</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
  <td style="vertical-align:bottom;width:92.1pt;border-top:none;border-left:&#xD;&#xA;  none;border-bottom:solid black 1.0pt;border-right:solid black 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 1.5pt 0cm 1.5pt">
  <p class="MsoNormal" style="margin-top:.5pt;margin-right:0cm;&#xD;&#xA;  margin-bottom:.5pt;margin-left:0cm;text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  &#xD;&#xA;  ">2.878</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;"></span></span></p>
  </td>
  
 </tr>
 <tr>
  <td style="vertical-align:top;width:82.5pt;border:solid black 1.0pt;&#xD;&#xA;  border-top:none;&#xD;&#xA;  padding:0cm 1.5pt 0cm 1.5pt">
  <p class="MsoNormal" style="margin-top:.5pt;margin-right:0cm;margin-bottom:&#xD;&#xA;  .5pt;margin-left:0cm;text-align:justify;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;">3. negyedév</span></span></p>
  </td>
  
  <td style="vertical-align:bottom;width:78.8pt;border-top:none;border-left:&#xD;&#xA;  none;border-bottom:solid black 1.0pt;border-right:solid black 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 1.5pt 0cm 1.5pt">
  <p class="MsoNormal" style="margin-top:.5pt;margin-right:0cm;&#xD;&#xA;  margin-bottom:.5pt;margin-left:0cm;text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  &#xD;&#xA;  ">33.694.938</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
  <td style="vertical-align:bottom;width:92.1pt;border-top:none;border-left:&#xD;&#xA;  none;border-bottom:solid black 1.0pt;border-right:solid black 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 1.5pt 0cm 1.5pt">
  <p class="MsoNormal" style="margin-top:.5pt;margin-right:0cm;&#xD;&#xA;  margin-bottom:.5pt;margin-left:0cm;text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  &#xD;&#xA;  ">2.668</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;"></span></span></p>
  </td>
  
 </tr>
 <tr>
  <td style="vertical-align:top;width:82.5pt;border:solid black 1.0pt;&#xD;&#xA;  border-top:none;&#xD;&#xA;  padding:0cm 1.5pt 0cm 1.5pt">
  <p class="MsoNormal" style="margin-top:.5pt;margin-right:0cm;margin-bottom:&#xD;&#xA;  .5pt;margin-left:0cm;text-align:justify;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;">4. negyedév </span></span></p>
  </td>
  
  <td style="vertical-align:bottom;width:78.8pt;border-top:none;border-left:&#xD;&#xA;  none;border-bottom:solid black 1.0pt;border-right:solid black 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 1.5pt 0cm 1.5pt">
  <p class="MsoNormal" style="margin-top:.5pt;margin-right:0cm;&#xD;&#xA;  margin-bottom:.5pt;margin-left:0cm;text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  &#xD;&#xA;  ">30.768.271</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;"></span></span></p>
  </td>
  
  <td style="vertical-align:bottom;width:92.1pt;border-top:none;border-left:&#xD;&#xA;  none;border-bottom:solid black 1.0pt;border-right:solid black 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 1.5pt 0cm 1.5pt">
  <p class="MsoNormal" style="margin-top:.5pt;margin-right:0cm;&#xD;&#xA;  margin-bottom:.5pt;margin-left:0cm;text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  &#xD;&#xA;  ">2.730</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;"></span></span></p>
  </td>
  
 </tr>
</tbody></table>

<p class="MsoNormal" style="margin-top:12.0pt;margin-right:0cm;margin-bottom:&#xD;&#xA;6.0pt;margin-left:0cm;"><span style="mso-bookmark:_Hlk3196057"><b><span style="font-size:9.0pt;line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;color:#E30018;text-transform:uppercase">Sajátrészvény
állomány</span></b></span></p>

<p class="MsoNormal" style="margin-top:6.0pt;margin-right:0cm;margin-bottom:2.0pt;margin-left:0cm;text-align:justify;"><span style="mso-bookmark:&#xD;&#xA;_Hlk3196057"><span style="font-size:9.0pt;line-height:1.347398;;font-family:&quot;Calibri&quot;,sans-serif;color:black;layout-grid-mode:line">A 2023-as év folyamán az alábbi sajátrészvény
tranzakciók történtek az „A” sorozatú részvényekkel:</span></span></p>

<table class="MsoNormalTable" title="bdb045fd-f880-46ab-9e65-5f7eed7e3b99" style="border-collapse:collapse;border-spacing:0;margin-left:1.5pt;border:none;"><tbody>
 <tr>
  <td style="width:366.8pt;border:solid windowtext 1.0pt;border-right:&#xD;&#xA;  none;&#xD;&#xA;  padding:0cm 1.5pt 0cm 1.5pt">
  <p class="MsoNormal" style="margin-top:.5pt;margin-right:0cm;margin-bottom:&#xD;&#xA;  .5pt;margin-left:0cm;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;layout-grid-mode:line">Változás oka</span></b></span></p>
  </td>
  
  <td style="vertical-align:top;width:127.6pt;border:solid windowtext 1.0pt;&#xD;&#xA;  border-left:none;padding:&#xD;&#xA;  0cm 1.5pt 0cm 1.5pt">
  <p class="MsoNormal" style="margin-top:.5pt;margin-right:0cm;&#xD;&#xA;  margin-bottom:.5pt;margin-left:0cm;text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><b><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;layout-grid-mode:&#xD;&#xA;  line">"A" sorozatú törzsrészvény (db)</span></b></span></p>
  </td>
  
 </tr>
 <tr>
  <td style="width:366.8pt;border-top:none;border-left:solid windowtext 1.0pt;&#xD;&#xA;  border-bottom:solid windowtext 1.0pt;border-right:none;padding:&#xD;&#xA;  0cm 1.5pt 0cm 1.5pt">
  <p class="MsoNormal" style="margin-top:.5pt;margin-right:0cm;margin-bottom:&#xD;&#xA;  .5pt;margin-left:0cm;line-height:normal;&#xD;&#xA;  "><span style="mso-bookmark:_Hlk3196057"><b><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;color:black">Sajátrészvények
  száma, 2023. december 31.</span></b></span><span style="mso-bookmark:&#xD;&#xA;  _Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></b></span></p>
  </td>
  
  <td style="vertical-align:bottom;width:127.6pt;border-top:none;border-left:&#xD;&#xA;  none;border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  &#xD;&#xA;  padding:0cm 1.5pt 0cm 1.5pt">
  <p class="MsoNormal" style="margin-top:.5pt;margin-right:0cm;&#xD;&#xA;  margin-bottom:.5pt;margin-left:0cm;text-align:right"><span style="mso-bookmark:&#xD;&#xA;  _Hlk3196057"><b><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black">29.813.466</span></b></span><span style="mso-bookmark:&#xD;&#xA;  _Hlk3196057"><b><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;    "></span></b></span></p>
  </td>
  
 </tr>
 <tr>
  <td style="width:366.8pt;border-top:none;border-left:solid windowtext 1.0pt;&#xD;&#xA;  border-bottom:solid windowtext 1.0pt;border-right:none;padding:&#xD;&#xA;  0cm 1.5pt 0cm 1.5pt">
  <p class="MsoNormal" style="margin-top:.5pt;margin-right:0cm;margin-bottom:&#xD;&#xA;  .5pt;margin-left:0cm;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;color:black">A
  MOL sajátrészvényeket ruházott át a MOL Nyrt. MRP szervezete részére </span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;"></span></span></p>
  </td>
  
  <td style="vertical-align:bottom;width:127.6pt;border-top:none;border-left:&#xD;&#xA;  none;border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  &#xD;&#xA;  padding:0cm 1.5pt 0cm 1.5pt">
  <p class="MsoNormal" style="margin-top:.5pt;margin-right:0cm;&#xD;&#xA;  margin-bottom:.5pt;margin-left:0cm;text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black">2.164.173</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;"></span></span></p>
  </td>
  
 </tr>
 <tr>
  <td style="width:366.8pt;border-top:none;border-left:solid windowtext 1.0pt;&#xD;&#xA;  border-bottom:solid windowtext 1.0pt;border-right:none;padding:&#xD;&#xA;  0cm 1.5pt 0cm 1.5pt">
  <p class="MsoNormal" style="margin-top:.5pt;margin-right:0cm;margin-bottom:&#xD;&#xA;  .5pt;margin-left:0cm;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;color:black">A
  MOL sajátrészvényeket szerzett az ING Bank N.V.-től annak eredménykeként,
  hogy gyakorolta vételi opciós jogát</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;"></span></span></p>
  </td>
  
  <td style="vertical-align:bottom;width:127.6pt;border-top:none;border-left:&#xD;&#xA;  none;border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  &#xD;&#xA;  padding:0cm 1.5pt 0cm 1.5pt">
  <p class="MsoNormal" style="margin-top:.5pt;margin-right:0cm;&#xD;&#xA;  margin-bottom:.5pt;margin-left:0cm;text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black">30.927.069</span></span><span style="mso-bookmark:_Hlk3196057"><b><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  "></span></b></span></p>
  </td>
  
 </tr>
 <tr>
  <td style="width:366.8pt;border-top:none;border-left:solid windowtext 1.0pt;&#xD;&#xA;  border-bottom:solid windowtext 1.0pt;border-right:none;padding:&#xD;&#xA;  0cm 1.5pt 0cm 1.5pt">
  <p class="MsoNormal" style="margin-top:.5pt;margin-right:0cm;margin-bottom:&#xD;&#xA;  .5pt;margin-left:0cm;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;color:black">A
  MOL sajátrészvényeket szerzett az Unicredit Bank AG -től annak
  eredménykeként, hogy gyakorolta vételi opciós jogát</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;"></span></span></p>
  </td>
  
  <td style="vertical-align:bottom;width:127.6pt;border-top:none;border-left:&#xD;&#xA;  none;border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  &#xD;&#xA;  padding:0cm 1.5pt 0cm 1.5pt">
  <p class="MsoNormal" style="margin-top:.5pt;margin-right:0cm;&#xD;&#xA;  margin-bottom:.5pt;margin-left:0cm;text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black">30.742.366</span></span><span style="mso-bookmark:_Hlk3196057"><b><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  "></span></b></span></p>
  </td>
  
 </tr>
 <tr>
  <td style="width:366.8pt;border-top:none;border-left:solid windowtext 1.0pt;&#xD;&#xA;  border-bottom:solid windowtext 1.0pt;border-right:none;padding:&#xD;&#xA;  0cm 1.5pt 0cm 1.5pt">
  <p class="MsoNormal" style="margin-top:.5pt;margin-right:0cm;margin-bottom:&#xD;&#xA;  .5pt;margin-left:0cm;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;color:black">A
  MOL új részvény-adásvételi és opciós szerződéseket kötött az Unicredit Bank
  AG-vel, és MOL részvényeket értékesített az Unicredit Bank AG-nek az
  adásvételi szerződés értelmében</span></span><span style="mso-bookmark:&#xD;&#xA;  _Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  "></span></span></p>
  </td>
  
  <td style="vertical-align:bottom;width:127.6pt;border-top:none;border-left:&#xD;&#xA;  none;border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  &#xD;&#xA;  padding:0cm 1.5pt 0cm 1.5pt">
  <p class="MsoNormal" style="margin-top:.5pt;margin-right:0cm;&#xD;&#xA;  margin-bottom:.5pt;margin-left:0cm;text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black">31.000.000</span></span><span style="mso-bookmark:_Hlk3196057"><b><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  "></span></b></span></p>
  </td>
  
 </tr>
 <tr>
  <td style="width:366.8pt;border-top:none;border-left:solid windowtext 1.0pt;&#xD;&#xA;  border-bottom:solid windowtext 1.0pt;border-right:none;padding:&#xD;&#xA;  0cm 1.5pt 0cm 1.5pt">
  <p class="MsoNormal" style="margin-top:.5pt;margin-right:0cm;margin-bottom:&#xD;&#xA;  .5pt;margin-left:0cm;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;color:black">A
  MOL új részvény-adásvételi és opciós szerződéseket kötött az ING Bank NV-vel,
  és MOL részvényeket értékesített az ING Bank NV-nek az adásvételi szerződés
  értelmében</span></span></p>
  </td>
  
  <td style="vertical-align:bottom;width:127.6pt;border-top:none;border-left:&#xD;&#xA;  none;border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  &#xD;&#xA;  padding:0cm 1.5pt 0cm 1.5pt">
  <p class="MsoNormal" style="margin-top:.5pt;margin-right:0cm;&#xD;&#xA;  margin-bottom:.5pt;margin-left:0cm;text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black">31.000.000</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black"></span></span></p>
  </td>
  
 </tr>
 <tr>
  <td style="width:366.8pt;border-top:none;border-left:solid windowtext 1.0pt;&#xD;&#xA;  border-bottom:solid windowtext 1.0pt;border-right:none;padding:&#xD;&#xA;  0cm 1.5pt 0cm 1.5pt">
  <p class="MsoNormal" style="margin-top:.5pt;margin-right:0cm;margin-bottom:&#xD;&#xA;  .5pt;margin-left:0cm;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;color:black">A
  MOL új részvény-adásvételi és opciós szerződéseket kötött az Commerzbank
  AG-vel, és MOL részvényeket értékesített az Commerzbank AG-nek az adásvételi
  szerződés értelmében</span></span></p>
  </td>
  
  <td style="vertical-align:bottom;width:127.6pt;border-top:none;border-left:&#xD;&#xA;  none;border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  &#xD;&#xA;  padding:0cm 1.5pt 0cm 1.5pt">
  <p class="MsoNormal" style="margin-top:.5pt;margin-right:0cm;&#xD;&#xA;  margin-bottom:.5pt;margin-left:0cm;text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black">6.676.013</span></span></p>
  </td>
  
 </tr>
 <tr>
  <td style="width:366.8pt;border-top:none;border-left:solid windowtext 1.0pt;&#xD;&#xA;  border-bottom:solid windowtext 1.0pt;border-right:none;padding:&#xD;&#xA;  0cm 1.5pt 0cm 1.5pt">
  <p class="MsoNormal" style="margin-top:.5pt;margin-right:0cm;margin-bottom:&#xD;&#xA;  .5pt;margin-left:0cm;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;color:black">Részvényjuttatás
  a MOL Igazgatósági tagok, és a management részére</span></span></p>
  </td>
  
  <td style="vertical-align:bottom;width:127.6pt;border-top:none;border-left:&#xD;&#xA;  none;border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  &#xD;&#xA;  padding:0cm 1.5pt 0cm 1.5pt">
  <p class="MsoNormal" style="margin-top:.5pt;margin-right:0cm;&#xD;&#xA;  margin-bottom:.5pt;margin-left:0cm;text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black">216.000</span></span></p>
  </td>
  
 </tr>
 <tr>
  <td style="width:366.8pt;border-top:none;border-left:solid windowtext 1.0pt;&#xD;&#xA;  border-bottom:solid windowtext 1.0pt;border-right:none;padding:&#xD;&#xA;  0cm 1.5pt 0cm 1.5pt">
  <p class="MsoNormal" style="margin-top:.5pt;margin-right:0cm;margin-bottom:&#xD;&#xA;  .5pt;margin-left:0cm;line-height:normal;&#xD;&#xA;  "><span style="mso-bookmark:_Hlk3196057"><b><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;color:black">Sajátrészvények
  száma, 2024. december 31.</span></b></span><span style="mso-bookmark:&#xD;&#xA;  _Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></b></span></p>
  </td>
  
  <td style="vertical-align:bottom;width:127.6pt;border-top:none;border-left:&#xD;&#xA;  none;border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  &#xD;&#xA;  padding:0cm 1.5pt 0cm 1.5pt">
  <p class="MsoNormal" style="margin-top:.5pt;margin-right:0cm;&#xD;&#xA;  margin-bottom:.5pt;margin-left:0cm;text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black">20.426.715</span></b></span><span style="mso-bookmark:_Hlk3196057"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></b></span></p>
  </td>
  
 </tr>
</tbody></table>

<p class="MsoNormal" style="margin-top:6.0pt;margin-right:0cm;margin-bottom:2.0pt;margin-left:0cm;text-align:justify;"><span style="mso-bookmark:&#xD;&#xA;_Hlk3196057"><span style="font-size:9.0pt;line-height:1.347398;;font-family:&quot;Calibri&quot;,sans-serif;color:black;layout-grid-mode:line">A 2024-es év folyamán a MOL tulajdonában levő „C”
sorozatú részvények darabszáma nem változott, 578 db volt.</span></span></p>

<p class="MsoNormal" style="margin-top:12.0pt;margin-right:0cm;margin-bottom:&#xD;&#xA;6.0pt;margin-left:0cm;"><span style="mso-bookmark:_Hlk3196057"><b><span style="font-size:9.0pt;line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;color:#E30018;text-transform:uppercase">A „B”
sorozatú részvénnyel kapcsolatos információ</span></b></span></p>

<p class="MsoNormal" style="margin-top:6.0pt;margin-right:0cm;margin-bottom:2.0pt;margin-left:0cm;text-align:justify;"><span style="mso-bookmark:&#xD;&#xA;_Hlk3196057"><span style="font-size:9.0pt;line-height:1.347398;;font-family:&quot;Calibri&quot;,sans-serif;layout-grid-mode:line">A „B” sorozatú részvény, névre szóló, 1.000 forint
névértékű, Alapszabályban meghatározott szavazatelsőbbségi jogokat biztosító
részvény. A „B” sorozatú részvény tulajdonosa a magyar állam nevében
tulajdonosi jogokat gyakorló MNV Zrt. A „B” sorozatú részvény névértékének
megfelelően egy szavazatra jogosít. A „B” sorozatú részvény tulajdonosának igen
szavazata szükséges az Alapszabály 12.4 pontja alapján a következő ügyekhez: a
„B” sorozatú részvénnyel kapcsolatos adatok megváltoztatása, szavazati jogok és
részvényesi csoportok meghatározása, a közgyűlésen minősített többséget igénylő
döntések listája, továbbá ezen 12.4 pont módosítása. Továbbá, azon határozati
javaslat elfogadásához, amelyet az Igazgatóság nem támogat, a „B” sorozatú
részvény tulajdonosának igen szavazata szükséges az alábbi kérdésekben: az
Igazgatóság, a Felügyelő Bizottság tagjai, valamint a könyvvizsgáló
megválasztása, visszahívása, az adózott eredmény felhasználására vonatkozó
döntés, illetve az Alapszabály egyes pontjainak módosítása.</span></span></p>

<p class="MsoNormal" style="margin-top:12.0pt;margin-right:0cm;margin-bottom:&#xD;&#xA;6.0pt;margin-left:0cm;"><span style="mso-bookmark:_Hlk3196057"><b><span style="font-size:9.0pt;line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;color:#E30018;text-transform:uppercase">A
vezető tisztségviselők kinevezése és elmozdítása; az alapszabály módosítása</span></b></span></p>

<p class="MsoNormal" style="margin-top:6.0pt;margin-right:0cm;margin-bottom:2.0pt;margin-left:0cm;text-align:justify;"><span style="mso-bookmark:&#xD;&#xA;_Hlk3196057"><span style="font-size:9.0pt;line-height:1.347398;;font-family:&quot;Calibri&quot;,sans-serif;layout-grid-mode:line">Az Igazgatóság tagjait a közgyűlés választja
meghatározott időre, de legfeljebb 5 évre. A közgyűlés az igazgatósági tagok
választásáról egyszerű szótöbbséggel, míg az Igazgatóság bármely tagjának
visszahívásáról a leadott szavazatok háromnegyedes többségével határoz. A
közgyűlésen az Igazgatóság tagjainak megválasztására vagy visszahívására
vonatkozó azon határozati javaslat elfogadásához, amelyet az Igazgatóság nem
támogat, a „B" sorozatú részvény tulajdonosának igen szavazata szükséges. </span></span></p>

<p class="MsoNormal" style="margin-top:6.0pt;margin-right:0cm;margin-bottom:2.0pt;margin-left:0cm;text-align:justify;"><span style="mso-bookmark:&#xD;&#xA;_Hlk3196057"><span style="font-size:9.0pt;line-height:1.347398;;font-family:&quot;Calibri&quot;,sans-serif;layout-grid-mode:line">Az igazgatósági tagok megbízatása bármikor
visszavonható, illetve az 5 év elteltével újra meghosszabbítható. Amennyiben
bármely részvényes az Igazgatóság egy vagy több tagjának a visszahívását
kezdeményezi, úgy az a közgyűlés legfeljebb 1 igazgatósági tag visszahívásáról
határozhat érvényesen. Az 1 igazgatósági tag visszahívásáról döntő közgyűlést
követő három hónapon belül további igazgatósági tagok visszahívására nem
kerülhet sor.</span></span></p>

<p class="MsoNormal" style="margin-top:6.0pt;margin-right:0cm;margin-bottom:2.0pt;margin-left:0cm;text-align:justify;"><span style="mso-bookmark:&#xD;&#xA;_Hlk3196057"><span style="font-size:9.0pt;line-height:1.347398;;font-family:&quot;Calibri&quot;,sans-serif;layout-grid-mode:line">Az Alapszabály módosításáról a közgyűlés a leadott
szavazatok háromnegyedes többségével határoz. Az alapszabály bizonyos
rendelkezéseinek a módosításához a "B" sorozatú részvény
tulajdonosának igen szavazata szükséges.</span></span></p>

<p class="MsoNormal" style="margin-top:12.0pt;margin-right:0cm;margin-bottom:&#xD;&#xA;6.0pt;margin-left:0cm;"><span style="mso-bookmark:_Hlk3196057"><b><span style="font-size:9.0pt;line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;color:#E30018;text-transform:uppercase">A
vezető tisztségviselők részvénykibocsátásra és -visszavásárlásra vonatkozó
jogai</span></b></span></p>

<p class="MsoNormal" style="margin-top:6.0pt;margin-right:0cm;margin-bottom:2.0pt;margin-left:0cm;text-align:justify;"><span style="mso-bookmark:&#xD;&#xA;_Hlk3196057"><span style="font-size:9.0pt;line-height:1.347398;;font-family:&quot;Calibri&quot;,sans-serif;layout-grid-mode:line">Az Igazgatóság az Alapszabályban adott felhatalmazás
alapján 2029. április 24-ig jogosult az alaptőkét egy vagy több részletben
legfeljebb 30.000.000.000 (Harmincmilliárd) Ft-tal felemelni a Ptk. által
lehetővé tett valamennyi esetben és módon, és az azzal kapcsolatos Alapszabály
módosításról határozni. A Társaság 2021. április 15-én megtartott éves rendes
közgyűlése 18 hónapra szóló felhatalmazást adott az Igazgatóság részére saját
részvények megszerzésére.</span></span></p>

<span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;layout-grid-mode:line">
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  <p class="MsoNormal" style="text-align:center;line-height:normal"><span style="color:black;">Üzleti
  jelentés 2024</span><span style="font-size:11.0pt"></span></p>
  </td>
  <td style="width:4.0cm;background:#E30018;padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:21.6pt">
  <p class="MsoNormal" style="text-align:center;line-height:normal"><span style="font-size:10.0pt;color:white;">36</span><span style="font-size:10.0pt"></span></p>
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<p class="MsoHeader"><b><span> </span></b></p>

</div></div><div class="WordSection37">

<p class="MsoNormal" style="margin-top:12.0pt;margin-right:0cm;margin-bottom:&#xD;&#xA;6.0pt;margin-left:0cm;"><span style="mso-bookmark:_Hlk3196057"><b><span style="font-size:9.0pt;line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;color:#E30018;text-transform:uppercase">A
társaság szervezetében, illetve a felső vezetés összetételében bekövetkezett
változások</span></b></span></p>

<p class="MsoNormal" style="margin-top:6.0pt;margin-right:0cm;margin-bottom:2.0pt;margin-left:0cm;"><span style="mso-bookmark:_Hlk3196057"><span style="font-size:9.0pt;line-height:1.347398;;font-family:&quot;Calibri&quot;,sans-serif;">A MOL Nyrt. 2024-es Éves Rendes Közgyűlése az alábbi
határozatokat hozta: </span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-size:9.0pt;line-height:1.347398;;font-family:&quot;Calibri&quot;,sans-serif;"></span></span></p>

<p class="MsoNormal" style="margin-top:6.0pt;margin-right:0cm;margin-bottom:0cm;margin-left:35.45pt;margin-bottom:.0001pt;text-indent:-21.25pt;"><span style="mso-bookmark:_Hlk3196057"><span style="font-size:9.0pt;line-height:1.347398;;font-family:Symbol;color:black;"><span style="display:inline-block; text-indent:0pt; min-width:21.25pt;">·<span style="font:7.0pt &quot;Times New Roman&quot;">        
</span></span></span><span style="font-size:9.0pt;line-height:1.347398;;font-family:&quot;Calibri&quot;,sans-serif;color:black;">az
Igazgat</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-size:9.0pt;line-height:1.347398;;font-family:&quot;Calibri&quot;,sans-serif;color:black;">ó</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-size:9.0pt;line-height:1.347398;;font-family:&quot;Calibri&quot;,sans-serif;color:black;">s</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-size:9.0pt;line-height:1.347398;;font-family:&quot;Calibri&quot;,sans-serif;color:black;">á</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-size:9.0pt;line-height:1.347398;;font-family:&quot;Calibri&quot;,sans-serif;color:black;">g</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-size:9.0pt;line-height:1.347398;;font-family:&quot;Calibri&quot;,sans-serif;color:black;">á</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-size:9.0pt;line-height:1.347398;;font-family:&quot;Calibri&quot;,sans-serif;color:black;">nak
tagj</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-size:9.0pt;line-height:1.347398;;font-family:&quot;Calibri&quot;,sans-serif;color:black;">á</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-size:9.0pt;line-height:1.347398;;font-family:&quot;Calibri&quot;,sans-serif;color:black;">v</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-size:9.0pt;line-height:1.347398;;font-family:&quot;Calibri&quot;,sans-serif;color:black;">á</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-size:9.0pt;line-height:1.347398;;font-family:&quot;Calibri&quot;,sans-serif;color:black;"> v</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-size:9.0pt;line-height:1.347398;;font-family:&quot;Calibri&quot;,sans-serif;color:black;">á</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-size:9.0pt;line-height:1.347398;;font-family:&quot;Calibri&quot;,sans-serif;color:black;">lasztotta
Dr. Csányi Sándor urat 2024. április 30-tól 2029. április 29-ig tartó
időtartamra,</span></span></p>

<p class="MsoNormal" style="margin-top:6.0pt;margin-right:0cm;margin-bottom:0cm;margin-left:35.45pt;margin-bottom:.0001pt;text-indent:-21.25pt;"><span style="mso-bookmark:_Hlk3196057"><span style="font-size:9.0pt;line-height:1.347398;;font-family:Symbol;color:black;"><span style="display:inline-block; text-indent:0pt; min-width:21.25pt;">·<span style="font:7.0pt &quot;Times New Roman&quot;">        
</span></span></span><span style="font-size:9.0pt;line-height:1.347398;;font-family:&quot;Calibri&quot;,sans-serif;color:black;">az
Igazgat</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-size:9.0pt;line-height:1.347398;;font-family:&quot;Calibri&quot;,sans-serif;color:black;">ó</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-size:9.0pt;line-height:1.347398;;font-family:&quot;Calibri&quot;,sans-serif;color:black;">s</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-size:9.0pt;line-height:1.347398;;font-family:&quot;Calibri&quot;,sans-serif;color:black;">á</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-size:9.0pt;line-height:1.347398;;font-family:&quot;Calibri&quot;,sans-serif;color:black;">g</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-size:9.0pt;line-height:1.347398;;font-family:&quot;Calibri&quot;,sans-serif;color:black;">á</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-size:9.0pt;line-height:1.347398;;font-family:&quot;Calibri&quot;,sans-serif;color:black;">nak
tagj</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-size:9.0pt;line-height:1.347398;;font-family:&quot;Calibri&quot;,sans-serif;color:black;">á</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-size:9.0pt;line-height:1.347398;;font-family:&quot;Calibri&quot;,sans-serif;color:black;">v</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-size:9.0pt;line-height:1.347398;;font-family:&quot;Calibri&quot;,sans-serif;color:black;">á</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-size:9.0pt;line-height:1.347398;;font-family:&quot;Calibri&quot;,sans-serif;color:black;"> v</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-size:9.0pt;line-height:1.347398;;font-family:&quot;Calibri&quot;,sans-serif;color:black;">á</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-size:9.0pt;line-height:1.347398;;font-family:&quot;Calibri&quot;,sans-serif;color:black;">lasztotta
Dr. Anthony Radev urat 2024. április 30-tól 2029. április 29-ig tartó
időtartamra,</span></span></p>

<p class="MsoNormal" style="margin-top:6.0pt;margin-right:0cm;margin-bottom:0cm;margin-left:35.45pt;margin-bottom:.0001pt;text-indent:-21.25pt;"><span style="mso-bookmark:_Hlk3196057"><span style="font-size:9.0pt;line-height:1.347398;;font-family:Symbol;color:black;"><span style="display:inline-block; text-indent:0pt; min-width:21.25pt;">·<span style="font:7.0pt &quot;Times New Roman&quot;">        
</span></span></span><span style="font-size:9.0pt;line-height:1.347398;;font-family:&quot;Calibri&quot;,sans-serif;color:black;">az
Igazgat</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-size:9.0pt;line-height:1.347398;;font-family:&quot;Calibri&quot;,sans-serif;color:black;">ó</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-size:9.0pt;line-height:1.347398;;font-family:&quot;Calibri&quot;,sans-serif;color:black;">s</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-size:9.0pt;line-height:1.347398;;font-family:&quot;Calibri&quot;,sans-serif;color:black;">á</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-size:9.0pt;line-height:1.347398;;font-family:&quot;Calibri&quot;,sans-serif;color:black;">g</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-size:9.0pt;line-height:1.347398;;font-family:&quot;Calibri&quot;,sans-serif;color:black;">á</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-size:9.0pt;line-height:1.347398;;font-family:&quot;Calibri&quot;,sans-serif;color:black;">nak
tagj</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-size:9.0pt;line-height:1.347398;;font-family:&quot;Calibri&quot;,sans-serif;color:black;">á</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-size:9.0pt;line-height:1.347398;;font-family:&quot;Calibri&quot;,sans-serif;color:black;">v</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-size:9.0pt;line-height:1.347398;;font-family:&quot;Calibri&quot;,sans-serif;color:black;">á</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-size:9.0pt;line-height:1.347398;;font-family:&quot;Calibri&quot;,sans-serif;color:black;"> v</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-size:9.0pt;line-height:1.347398;;font-family:&quot;Calibri&quot;,sans-serif;color:black;">á</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-size:9.0pt;line-height:1.347398;;font-family:&quot;Calibri&quot;,sans-serif;color:black;">lasztotta
Talal Al Awfi urat 2024. április 30-tól 2029. április 29-ig tartó időtartamra,</span></span></p>

<p class="MsoNormal" style="margin-top:6.0pt;margin-right:0cm;margin-bottom:0cm;margin-left:35.45pt;margin-bottom:.0001pt;text-indent:-21.25pt;"><span style="mso-bookmark:_Hlk3196057"><span style="font-size:9.0pt;line-height:1.347398;;font-family:Symbol;color:black;"><span style="display:inline-block; text-indent:0pt; min-width:21.25pt;">·<span style="font:7.0pt &quot;Times New Roman&quot;">        
</span></span></span><span style="font-size:9.0pt;line-height:1.347398;;font-family:&quot;Calibri&quot;,sans-serif;color:black;">a Fel</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-size:9.0pt;line-height:1.347398;;font-family:&quot;Calibri&quot;,sans-serif;color:black;">ü</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-size:9.0pt;line-height:1.347398;;font-family:&quot;Calibri&quot;,sans-serif;color:black;">gyel</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-size:9.0pt;line-height:1.347398;;font-family:&quot;Calibri&quot;,sans-serif;color:black;">ő</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-size:9.0pt;line-height:1.347398;;font-family:&quot;Calibri&quot;,sans-serif;color:black;">
Bizotts</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-size:9.0pt;line-height:1.347398;;font-family:&quot;Calibri&quot;,sans-serif;color:black;">á</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-size:9.0pt;line-height:1.347398;;font-family:&quot;Calibri&quot;,sans-serif;color:black;">g tagj</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-size:9.0pt;line-height:1.347398;;font-family:&quot;Calibri&quot;,sans-serif;color:black;">á</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-size:9.0pt;line-height:1.347398;;font-family:&quot;Calibri&quot;,sans-serif;color:black;">v</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-size:9.0pt;line-height:1.347398;;font-family:&quot;Calibri&quot;,sans-serif;color:black;">á</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-size:9.0pt;line-height:1.347398;;font-family:&quot;Calibri&quot;,sans-serif;color:black;"> v</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-size:9.0pt;line-height:1.347398;;font-family:&quot;Calibri&quot;,sans-serif;color:black;">á</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-size:9.0pt;line-height:1.347398;;font-family:&quot;Calibri&quot;,sans-serif;color:black;">lasztotta
Dr. Pandurics Anett úrhölgyet 2024. április 30-tól 2029. április 29-ig tart</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-size:9.0pt;line-height:1.347398;;font-family:&quot;Calibri&quot;,sans-serif;color:black;">ó</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-size:9.0pt;line-height:1.347398;;font-family:&quot;Calibri&quot;,sans-serif;color:black;"> id</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-size:9.0pt;line-height:1.347398;;font-family:&quot;Calibri&quot;,sans-serif;color:black;">ő</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-size:9.0pt;line-height:1.347398;;font-family:&quot;Calibri&quot;,sans-serif;color:black;">tartamra,</span></span></p>

<p class="MsoNormal" style="margin-top:6.0pt;margin-right:0cm;margin-bottom:0cm;margin-left:35.45pt;margin-bottom:.0001pt;text-indent:-21.25pt;"><span style="mso-bookmark:_Hlk3196057"><span style="font-size:9.0pt;line-height:1.347398;;font-family:Symbol;color:black;"><span style="display:inline-block; text-indent:0pt; min-width:21.25pt;">·<span style="font:7.0pt &quot;Times New Roman&quot;">        
</span></span></span><span style="font-size:9.0pt;line-height:1.347398;;font-family:&quot;Calibri&quot;,sans-serif;color:black;">az
Audit Bizotts</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-size:9.0pt;line-height:1.347398;;font-family:&quot;Calibri&quot;,sans-serif;color:black;">á</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-size:9.0pt;line-height:1.347398;;font-family:&quot;Calibri&quot;,sans-serif;color:black;">g tagj</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-size:9.0pt;line-height:1.347398;;font-family:&quot;Calibri&quot;,sans-serif;color:black;">á</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-size:9.0pt;line-height:1.347398;;font-family:&quot;Calibri&quot;,sans-serif;color:black;">v</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-size:9.0pt;line-height:1.347398;;font-family:&quot;Calibri&quot;,sans-serif;color:black;">á</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-size:9.0pt;line-height:1.347398;;font-family:&quot;Calibri&quot;,sans-serif;color:black;"> v</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-size:9.0pt;line-height:1.347398;;font-family:&quot;Calibri&quot;,sans-serif;color:black;">á</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-size:9.0pt;line-height:1.347398;;font-family:&quot;Calibri&quot;,sans-serif;color:black;">lasztotta
Dr. Pandurics Anett úrhölgyet 2024. április 30-tól 2029. április 29-ig tart</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-size:9.0pt;line-height:1.347398;;font-family:&quot;Calibri&quot;,sans-serif;color:black;">ó</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-size:9.0pt;line-height:1.347398;;font-family:&quot;Calibri&quot;,sans-serif;color:black;"> id</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-size:9.0pt;line-height:1.347398;;font-family:&quot;Calibri&quot;,sans-serif;color:black;">ő</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-size:9.0pt;line-height:1.347398;;font-family:&quot;Calibri&quot;,sans-serif;color:black;">tartamra.</span></span></p>

<p class="MsoNormal" style="margin-top:12.0pt;margin-right:0cm;margin-bottom:&#xD;&#xA;6.0pt;margin-left:0cm;"><span style="mso-bookmark:_Hlk3196057"><b><span style="font-size:9.0pt;line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;color:#E30018;text-transform:uppercase">A
felsővezetés MOL kibocsátású értékpapír tulajdona 2024. december 31-én</span></b></span></p>

<table class="MsoNormalTable" title="d9901a0d-28a8-4456-aa20-a42eb7080efe" style="border-collapse:collapse;border-spacing:0;;margin-left:2.75pt;border:none;"><tbody>
 <tr style="height:1.0pt">
  <td style="width:110.15pt;border:solid windowtext 1.0pt;padding:0cm 3.5pt 0cm 3.5pt;height:1.0pt">
  <p class="MsoNormal" style="margin-top:.5pt;margin-right:0cm;margin-bottom:&#xD;&#xA;  .5pt;margin-left:0cm;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">Név</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;&#xD;&#xA;  "></span></span></p>
  </td>
  
  <td style="width:308.8pt;border:solid windowtext 1.0pt;border-left:&#xD;&#xA;  none;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;height:1.0pt">
  <p class="MsoNormal" style="margin-top:.5pt;margin-right:0cm;margin-bottom:&#xD;&#xA;  .5pt;margin-left:0cm;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">Tisztség </span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;&#xD;&#xA;  "></span></span></p>
  </td>
  
  <td style="width:3.0cm;border:solid windowtext 1.0pt;border-left:&#xD;&#xA;  none;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;height:1.0pt">
  <p class="MsoNormal" style="margin-top:.5pt;margin-right:0cm;margin-bottom:&#xD;&#xA;  .5pt;margin-left:0cm;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">MOL
  részvények száma</span></span><span style="mso-bookmark:_Hlk3196057"><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;"></span></span></p>
  </td>
  
 </tr>
 <tr style="height:1.0pt">
  <td style="width:110.15pt;border:solid windowtext 1.0pt;border-top:&#xD;&#xA;  none;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;height:1.0pt">
  <p class="MsoNormal" style="margin-top:.5pt;margin-right:0cm;margin-bottom:&#xD;&#xA;  .5pt;margin-left:0cm;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">Hernádi
  Zsolt*</span></span><span style="mso-bookmark:_Hlk3196057"><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;"></span></span></p>
  </td>
  
  <td style="width:308.8pt;border-top:none;border-left:none;&#xD;&#xA;  border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;height:1.0pt">
  <p class="MsoNormal" style="margin-top:.5pt;margin-right:0cm;margin-bottom:&#xD;&#xA;  .5pt;margin-left:0cm;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">Elnök-vezérigazgató
  (C-CEO), az Igazgatóság elnöke </span></span><span style="mso-bookmark:&#xD;&#xA;  _Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;"></span></span></p>
  </td>
  
  <td style="vertical-align:top;width:3.0cm;border-top:none;border-left:none;&#xD;&#xA;  border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;height:1.0pt">
  <p class="MsoNormal" style="margin-top:.5pt;margin-right:0cm;&#xD;&#xA;  margin-bottom:.5pt;margin-left:0cm;text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;">540.822</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;"></span></span></p>
  </td>
  
 </tr>
 <tr style="height:1.0pt">
  <td style="width:110.15pt;border:solid windowtext 1.0pt;border-top:&#xD;&#xA;  none;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;height:1.0pt">
  <p class="MsoNormal" style="margin-top:.5pt;margin-right:0cm;margin-bottom:&#xD;&#xA;  .5pt;margin-left:0cm;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">Dr. Csányi
  Sándor**</span></span><span style="mso-bookmark:_Hlk3196057"><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;"></span></span></p>
  </td>
  
  <td style="width:308.8pt;border-top:none;border-left:none;&#xD;&#xA;  border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;height:1.0pt">
  <p class="MsoNormal" style="margin-top:.5pt;margin-right:0cm;margin-bottom:&#xD;&#xA;  .5pt;margin-left:0cm;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">az
  Igazgatóság tagja, alelnöke</span></span><span style="mso-bookmark:&#xD;&#xA;  _Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;"></span></span></p>
  </td>
  
  <td style="vertical-align:top;width:3.0cm;border-top:none;border-left:none;&#xD;&#xA;  border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;height:1.0pt">
  <p class="MsoNormal" style="margin-top:.5pt;margin-right:0cm;&#xD;&#xA;  margin-bottom:.5pt;margin-left:0cm;text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;">24.000</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;"></span></span></p>
  </td>
  
 </tr>
 <tr style="height:1.0pt">
  <td style="width:110.15pt;border:solid windowtext 1.0pt;border-top:&#xD;&#xA;  none;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;height:1.0pt">
  <p class="MsoNormal" style="margin-top:.5pt;margin-right:0cm;margin-bottom:&#xD;&#xA;  .5pt;margin-left:0cm;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">Molnár József</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;&#xD;&#xA;  "></span></span></p>
  </td>
  
  <td style="width:308.8pt;border-top:none;border-left:none;&#xD;&#xA;  border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;height:1.0pt">
  <p class="MsoNormal" style="margin-top:.5pt;margin-right:0cm;margin-bottom:&#xD;&#xA;  .5pt;margin-left:0cm;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">Vezérigazgató
  (GCEO), az Igazgatóság tagja</span></span><span style="mso-bookmark:&#xD;&#xA;  _Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;"></span></span></p>
  </td>
  
  <td style="vertical-align:top;width:3.0cm;border-top:none;border-left:none;&#xD;&#xA;  border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;height:1.0pt">
  <p class="MsoNormal" style="margin-top:.5pt;margin-right:0cm;&#xD;&#xA;  margin-bottom:.5pt;margin-left:0cm;text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;">385.191</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;"></span></span></p>
  </td>
  
 </tr>
 <tr style="height:1.0pt">
  <td style="width:110.15pt;border:solid windowtext 1.0pt;border-top:&#xD;&#xA;  none;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;height:1.0pt">
  <p class="MsoNormal" style="margin-top:.5pt;margin-right:0cm;margin-bottom:&#xD;&#xA;  .5pt;margin-left:0cm;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">Dr. Bacsa
  György</span></span></p>
  </td>
  
  <td style="width:308.8pt;border-top:none;border-left:none;&#xD;&#xA;  border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;height:1.0pt">
  <p class="MsoNormal" style="margin-top:.5pt;margin-right:0cm;margin-bottom:&#xD;&#xA;  .5pt;margin-left:0cm;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">az
  Igazgatóság tagja, Ügyvezető Igazgató, Csoportszintű Stratégiai Operáció és
  Üzletfejlesztés</span></span></p>
  </td>
  
  <td style="width:3.0cm;border-top:none;border-left:none;border-bottom:&#xD;&#xA;  solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;padding:0cm 3.5pt 0cm 3.5pt;height:1.0pt">
  <p class="MsoNormal" style="margin-top:.5pt;margin-right:0cm;&#xD;&#xA;  margin-bottom:.5pt;margin-left:0cm;text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;">96.821</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;"></span></span></p>
  </td>
  
 </tr>
 <tr style="height:1.0pt">
  <td style="width:110.15pt;border:solid windowtext 1.0pt;border-top:&#xD;&#xA;  none;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;height:1.0pt">
  <p class="MsoNormal" style="margin-top:.5pt;margin-right:0cm;margin-bottom:&#xD;&#xA;  .5pt;margin-left:0cm;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">Talal Al-Awfi</span></span></p>
  </td>
  
  <td style="width:308.8pt;border-top:none;border-left:none;&#xD;&#xA;  border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;height:1.0pt">
  <p class="MsoNormal" style="margin-top:.5pt;margin-right:0cm;margin-bottom:&#xD;&#xA;  .5pt;margin-left:0cm;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">az
  Igazgatóság tagja</span></span><span style="mso-bookmark:_Hlk3196057"><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;"></span></span></p>
  </td>
  
  <td style="vertical-align:top;width:3.0cm;border-top:none;border-left:none;&#xD;&#xA;  border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;height:1.0pt">
  <p class="MsoNormal" style="margin-top:.5pt;margin-right:0cm;&#xD;&#xA;  margin-bottom:.5pt;margin-left:0cm;text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;">44.105</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;"></span></span></p>
  </td>
  
 </tr>
 <tr style="height:1.0pt">
  <td style="width:110.15pt;border:solid windowtext 1.0pt;border-top:&#xD;&#xA;  none;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;height:1.0pt">
  <p class="MsoNormal" style="margin-top:.5pt;margin-right:0cm;margin-bottom:&#xD;&#xA;  .5pt;margin-left:0cm;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">Járai
  Zsigmond</span></span></p>
  </td>
  
  <td style="width:308.8pt;border-top:none;border-left:none;&#xD;&#xA;  border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;height:1.0pt">
  <p class="MsoNormal" style="margin-top:.5pt;margin-right:0cm;margin-bottom:&#xD;&#xA;  .5pt;margin-left:0cm;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">az
  Igazgatóság tagja</span></span><span style="mso-bookmark:_Hlk3196057"><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;"></span></span></p>
  </td>
  
  <td style="vertical-align:top;width:3.0cm;border-top:none;border-left:none;&#xD;&#xA;  border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;height:1.0pt">
  <p class="MsoNormal" style="margin-top:.5pt;margin-right:0cm;&#xD;&#xA;  margin-bottom:.5pt;margin-left:0cm;text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;">145.920</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;"></span></span></p>
  </td>
  
 </tr>
 <tr style="height:1.0pt">
  <td style="width:110.15pt;border:solid windowtext 1.0pt;border-top:&#xD;&#xA;  none;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;height:1.0pt">
  <p class="MsoNormal" style="margin-top:.5pt;margin-right:0cm;margin-bottom:&#xD;&#xA;  .5pt;margin-left:0cm;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">Dr. Parragh
  László</span></span><span style="mso-bookmark:_Hlk3196057"><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;"></span></span></p>
  </td>
  
  <td style="width:308.8pt;border-top:none;border-left:none;&#xD;&#xA;  border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;height:1.0pt">
  <p class="MsoNormal" style="margin-top:.5pt;margin-right:0cm;margin-bottom:&#xD;&#xA;  .5pt;margin-left:0cm;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">az
  Igazgatóság tagja</span></span><span style="mso-bookmark:_Hlk3196057"><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;"></span></span></p>
  </td>
  
  <td style="vertical-align:top;width:3.0cm;border-top:none;border-left:none;&#xD;&#xA;  border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;height:1.0pt">
  <p class="MsoNormal" style="margin-top:.5pt;margin-right:0cm;&#xD;&#xA;  margin-bottom:.5pt;margin-left:0cm;text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;">64.760</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;"></span></span></p>
  </td>
  
 </tr>
 <tr style="height:1.0pt">
  <td style="width:110.15pt;border:solid windowtext 1.0pt;border-top:&#xD;&#xA;  none;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;height:1.0pt">
  <p class="MsoNormal" style="margin-top:.5pt;margin-right:0cm;margin-bottom:&#xD;&#xA;  .5pt;margin-left:0cm;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">Dr. Anthony
  Radev</span></span><span style="mso-bookmark:_Hlk3196057"><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;"></span></span></p>
  </td>
  
  <td style="width:308.8pt;border-top:none;border-left:none;&#xD;&#xA;  border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;height:1.0pt">
  <p class="MsoNormal" style="margin-top:.5pt;margin-right:0cm;margin-bottom:&#xD;&#xA;  .5pt;margin-left:0cm;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">az
  Igazgatóság tagja</span></span><span style="mso-bookmark:_Hlk3196057"><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;"></span></span></p>
  </td>
  
  <td style="vertical-align:top;width:3.0cm;border-top:none;border-left:none;&#xD;&#xA;  border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;height:1.0pt">
  <p class="MsoNormal" style="margin-top:.5pt;margin-right:0cm;&#xD;&#xA;  margin-bottom:.5pt;margin-left:0cm;text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;">140.872</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;"></span></span></p>
  </td>
  
 </tr>
 <tr style="height:1.0pt">
  <td style="width:110.15pt;border:solid windowtext 1.0pt;border-top:&#xD;&#xA;  none;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;height:1.0pt">
  <p class="MsoNormal" style="margin-top:.5pt;margin-right:0cm;margin-bottom:&#xD;&#xA;  .5pt;margin-left:0cm;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">Dr. Martin
  Roman</span></span><span style="mso-bookmark:_Hlk3196057"><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;"></span></span></p>
  </td>
  
  <td style="width:308.8pt;border-top:none;border-left:none;&#xD;&#xA;  border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;height:1.0pt">
  <p class="MsoNormal" style="margin-top:.5pt;margin-right:0cm;margin-bottom:&#xD;&#xA;  .5pt;margin-left:0cm;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">az
  Igazgatóság tagja</span></span><span style="mso-bookmark:_Hlk3196057"><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;"></span></span></p>
  </td>
  
  <td style="vertical-align:top;width:3.0cm;border-top:none;border-left:none;&#xD;&#xA;  border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;height:1.0pt">
  <p class="MsoNormal" style="margin-top:.5pt;margin-right:0cm;&#xD;&#xA;  margin-bottom:.5pt;margin-left:0cm;text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;">48.000</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;"></span></span></p>
  </td>
  
 </tr>
 <tr style="height:1.0pt">
  <td style="width:110.15pt;border:solid windowtext 1.0pt;border-top:&#xD;&#xA;  none;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;height:1.0pt">
  <p class="MsoNormal" style="margin-top:.5pt;margin-right:0cm;margin-bottom:&#xD;&#xA;  .5pt;margin-left:0cm;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">JUDr. Világi
  Oszkár</span></span><span style="mso-bookmark:_Hlk3196057"><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;"></span></span></p>
  </td>
  
  <td style="width:308.8pt;border-top:none;border-left:none;&#xD;&#xA;  border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;height:1.0pt">
  <p class="MsoNormal" style="margin-top:.5pt;margin-right:0cm;margin-bottom:&#xD;&#xA;  .5pt;margin-left:0cm;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">az
  Igazgatóság tagja. Csoportszintű Innovatív Üzletág és Szolgáltatások
  vezérigazgató-helyettes. Slovnaft a.s. vezérigazgató</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;&#xD;&#xA;  "></span></span></p>
  </td>
  
  <td style="width:3.0cm;border-top:none;border-left:none;border-bottom:&#xD;&#xA;  solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;padding:0cm 3.5pt 0cm 3.5pt;height:1.0pt">
  <p class="MsoNormal" style="margin-top:.5pt;margin-right:0cm;&#xD;&#xA;  margin-bottom:.5pt;margin-left:0cm;text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;">308.528</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;"></span></span></p>
  </td>
  
 </tr>
 <tr style="height:1.0pt">
  <td style="vertical-align:bottom;width:110.15pt;border:solid windowtext 1.0pt;&#xD;&#xA;  border-top:none;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;height:1.0pt">
  <p class="MsoNormal" style="margin-top:.5pt;margin-right:0cm;margin-bottom:&#xD;&#xA;  .5pt;margin-left:0cm;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  ">Áldott Zoltán</span></span></p>
  </td>
  
  <td style="width:308.8pt;border-top:none;border-left:none;&#xD;&#xA;  border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;height:1.0pt">
  <p class="MsoNormal" style="margin-top:.5pt;margin-right:0cm;margin-bottom:&#xD;&#xA;  .5pt;margin-left:0cm;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">a Felügyelő
  Bizottság elnöke</span></span></p>
  </td>
  
  <td style="vertical-align:top;width:3.0cm;border-top:none;border-left:none;&#xD;&#xA;  border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;height:1.0pt">
  <p class="MsoNormal" style="margin-top:.5pt;margin-right:0cm;&#xD;&#xA;  margin-bottom:.5pt;margin-left:0cm;text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;">250.000</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;"></span></span></p>
  </td>
  
 </tr>
 <tr style="height:1.0pt">
  <td style="vertical-align:bottom;width:110.15pt;border:solid windowtext 1.0pt;&#xD;&#xA;  border-top:none;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;height:1.0pt">
  <p class="MsoNormal" style="margin-top:.5pt;margin-right:0cm;margin-bottom:&#xD;&#xA;  .5pt;margin-left:0cm;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  ">Dr. Pandurics
  Anett</span></span></p>
  </td>
  
  <td style="width:308.8pt;border-top:none;border-left:none;&#xD;&#xA;  border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;height:1.0pt">
  <p class="MsoNormal" style="margin-top:.5pt;margin-right:0cm;margin-bottom:&#xD;&#xA;  .5pt;margin-left:0cm;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">a Felügyelő
  Bizottság elnökhelyettese</span></span><span style="mso-bookmark:_Hlk3196057"><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;"></span></span></p>
  </td>
  
  <td style="vertical-align:top;width:3.0cm;border-top:none;border-left:none;&#xD;&#xA;  border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;height:1.0pt">
  <p class="MsoNormal" style="margin-top:.5pt;margin-right:0cm;&#xD;&#xA;  margin-bottom:.5pt;margin-left:0cm;text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;">0</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;"></span></span></p>
  </td>
  
 </tr>
 <tr style="height:1.0pt">
  <td style="vertical-align:bottom;width:110.15pt;border:solid windowtext 1.0pt;&#xD;&#xA;  border-top:none;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;height:1.0pt">
  <p class="MsoNormal" style="margin-top:.5pt;margin-right:0cm;margin-bottom:&#xD;&#xA;  .5pt;margin-left:0cm;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  ">Bíró Péter</span></span></p>
  </td>
  
  <td style="vertical-align:top;width:308.8pt;border-top:none;border-left:&#xD;&#xA;  none;border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;height:1.0pt">
  <p class="MsoNormal" style="margin-top:.5pt;margin-right:0cm;margin-bottom:&#xD;&#xA;  .5pt;margin-left:0cm;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">a Felügyelő
  Bizottság tagja</span></span></p>
  </td>
  
  <td style="vertical-align:top;width:3.0cm;border-top:none;border-left:none;&#xD;&#xA;  border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;height:1.0pt">
  <p class="MsoNormal" style="margin-top:.5pt;margin-right:0cm;&#xD;&#xA;  margin-bottom:.5pt;margin-left:0cm;text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;">0</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;"></span></span></p>
  </td>
  
 </tr>
 <tr style="height:1.0pt">
  <td style="vertical-align:bottom;width:110.15pt;border:solid windowtext 1.0pt;&#xD;&#xA;  border-top:none;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;height:1.0pt">
  <p class="MsoNormal" style="margin-top:.5pt;margin-right:0cm;margin-bottom:&#xD;&#xA;  .5pt;margin-left:0cm;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  ">Dorkota Lajos</span></span></p>
  </td>
  
  <td style="vertical-align:top;width:308.8pt;border-top:none;border-left:&#xD;&#xA;  none;border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;height:1.0pt">
  <p class="MsoNormal" style="margin-top:.5pt;margin-right:0cm;margin-bottom:&#xD;&#xA;  .5pt;margin-left:0cm;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">a Felügyelő
  Bizottság tagja</span></span></p>
  </td>
  
  <td style="vertical-align:top;width:3.0cm;border-top:none;border-left:none;&#xD;&#xA;  border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;height:1.0pt">
  <p class="MsoNormal" style="margin-top:.5pt;margin-right:0cm;&#xD;&#xA;  margin-bottom:.5pt;margin-left:0cm;text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;">0</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;"></span></span></p>
  </td>
  
 </tr>
 <tr style="height:1.0pt">
  <td style="vertical-align:bottom;width:110.15pt;border:solid windowtext 1.0pt;&#xD;&#xA;  border-top:none;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;height:1.0pt">
  <p class="MsoNormal" style="margin-top:.5pt;margin-right:0cm;margin-bottom:&#xD;&#xA;  .5pt;margin-left:0cm;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  ">Kaderják
  Péter</span></span></p>
  </td>
  
  <td style="vertical-align:top;width:308.8pt;border-top:none;border-left:&#xD;&#xA;  none;border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;height:1.0pt">
  <p class="MsoNormal" style="margin-top:.5pt;margin-right:0cm;margin-bottom:&#xD;&#xA;  .5pt;margin-left:0cm;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">a Felügyelő
  Bizottság tagja</span></span></p>
  </td>
  
  <td style="vertical-align:top;width:3.0cm;border-top:none;border-left:none;&#xD;&#xA;  border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;height:1.0pt">
  <p class="MsoNormal" style="margin-top:.5pt;margin-right:0cm;&#xD;&#xA;  margin-bottom:.5pt;margin-left:0cm;text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;">0</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;"></span></span></p>
  </td>
  
 </tr>
 <tr style="height:1.0pt">
  <td style="vertical-align:bottom;width:110.15pt;border:solid windowtext 1.0pt;&#xD;&#xA;  border-top:none;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;height:1.0pt">
  <p class="MsoNormal" style="margin-top:.5pt;margin-right:0cm;margin-bottom:&#xD;&#xA;  .5pt;margin-left:0cm;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  ">Ivan Mikloš</span></span></p>
  </td>
  
  <td style="vertical-align:top;width:308.8pt;border-top:none;border-left:&#xD;&#xA;  none;border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;height:1.0pt">
  <p class="MsoNormal" style="margin-top:.5pt;margin-right:0cm;margin-bottom:&#xD;&#xA;  .5pt;margin-left:0cm;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">a Felügyelő
  Bizottság tagja</span></span><span style="mso-bookmark:_Hlk3196057"><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  "></span></span></p>
  </td>
  
  <td style="vertical-align:top;width:3.0cm;border-top:none;border-left:none;&#xD;&#xA;  border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;height:1.0pt">
  <p class="MsoNormal" style="margin-top:.5pt;margin-right:0cm;&#xD;&#xA;  margin-bottom:.5pt;margin-left:0cm;text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;">0</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;"></span></span></p>
  </td>
  
 </tr>
 <tr style="height:1.0pt">
  <td style="width:110.15pt;border:solid windowtext 1.0pt;border-top:&#xD;&#xA;  none;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;height:1.0pt">
  <p class="MsoNormal" style="margin-top:.5pt;margin-right:0cm;margin-bottom:&#xD;&#xA;  .5pt;margin-left:0cm;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">Prof. Dr.
  Lánczi András</span></span></p>
  </td>
  
  <td style="width:308.8pt;border-top:none;border-left:none;&#xD;&#xA;  border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;height:1.0pt">
  <p class="MsoNormal" style="margin-top:.5pt;margin-right:0cm;margin-bottom:&#xD;&#xA;  .5pt;margin-left:0cm;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">a Felügyelő
  Bizottság tagja </span></span></p>
  </td>
  
  <td style="vertical-align:top;width:3.0cm;border-top:none;border-left:none;&#xD;&#xA;  border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;height:1.0pt">
  <p class="MsoNormal" style="margin-top:.5pt;margin-right:0cm;&#xD;&#xA;  margin-bottom:.5pt;margin-left:0cm;text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;">0</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;"></span></span></p>
  </td>
  
 </tr>
 <tr style="height:1.0pt">
  <td style="vertical-align:bottom;width:110.15pt;border:solid windowtext 1.0pt;&#xD;&#xA;  border-top:none;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;height:1.0pt">
  <p class="MsoNormal" style="margin-top:.5pt;margin-right:0cm;margin-bottom:&#xD;&#xA;  .5pt;margin-left:0cm;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  ">Izer Norbert</span></span></p>
  </td>
  
  <td style="vertical-align:top;width:308.8pt;border-top:none;border-left:&#xD;&#xA;  none;border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;height:1.0pt">
  <p class="MsoNormal" style="margin-top:.5pt;margin-right:0cm;margin-bottom:&#xD;&#xA;  .5pt;margin-left:0cm;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">a Felügyelő
  Bizottság tagja</span></span></p>
  </td>
  
  <td style="vertical-align:top;width:3.0cm;border-top:none;border-left:none;&#xD;&#xA;  border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;height:1.0pt">
  <p class="MsoNormal" style="margin-top:.5pt;margin-right:0cm;&#xD;&#xA;  margin-bottom:.5pt;margin-left:0cm;text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;">0</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;"></span></span></p>
  </td>
  
 </tr>
 <tr style="height:1.0pt">
  <td style="vertical-align:bottom;width:110.15pt;border:solid windowtext 1.0pt;&#xD;&#xA;  border-top:none;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;height:1.0pt">
  <p class="MsoNormal" style="margin-top:.5pt;margin-right:0cm;margin-bottom:&#xD;&#xA;  .5pt;margin-left:0cm;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  ">Kis Bálint</span></span></p>
  </td>
  
  <td style="vertical-align:top;width:308.8pt;border-top:none;border-left:&#xD;&#xA;  none;border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;height:1.0pt">
  <p class="MsoNormal" style="margin-top:.5pt;margin-right:0cm;margin-bottom:&#xD;&#xA;  .5pt;margin-left:0cm;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">a Felügyelő
  Bizottság munkavállalói képviseletet ellátó tagja</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;"></span></span></p>
  </td>
  
  <td style="vertical-align:top;width:3.0cm;border-top:none;border-left:none;&#xD;&#xA;  border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;height:1.0pt">
  <p class="MsoNormal" style="margin-top:.5pt;margin-right:0cm;&#xD;&#xA;  margin-bottom:.5pt;margin-left:0cm;text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;">0</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;"></span></span></p>
  </td>
  
 </tr>
 <tr style="height:1.0pt">
  <td style="vertical-align:bottom;width:110.15pt;border:solid windowtext 1.0pt;&#xD;&#xA;  border-top:none;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;height:1.0pt">
  <p class="MsoNormal" style="margin-top:.5pt;margin-right:0cm;margin-bottom:&#xD;&#xA;  .5pt;margin-left:0cm;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  ">Dr. Puskás
  Sándor</span></span></p>
  </td>
  
  <td style="vertical-align:top;width:308.8pt;border-top:none;border-left:&#xD;&#xA;  none;border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;height:1.0pt">
  <p class="MsoNormal" style="margin-top:.5pt;margin-right:0cm;margin-bottom:&#xD;&#xA;  .5pt;margin-left:0cm;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">a Felügyelő
  Bizottság munkavállalói képviseletet ellátó tagja</span></span></p>
  </td>
  
  <td style="vertical-align:top;width:3.0cm;border-top:none;border-left:none;&#xD;&#xA;  border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;height:1.0pt">
  <p class="MsoNormal" style="margin-top:.5pt;margin-right:0cm;&#xD;&#xA;  margin-bottom:.5pt;margin-left:0cm;text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;">0</span></span></p>
  </td>
  
 </tr>
 <tr style="height:1.0pt">
  <td style="vertical-align:bottom;width:110.15pt;border:solid windowtext 1.0pt;&#xD;&#xA;  border-top:none;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;height:1.0pt">
  <p class="MsoNormal" style="margin-top:.5pt;margin-right:0cm;margin-bottom:&#xD;&#xA;  .5pt;margin-left:0cm;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  ">Serfőző
  Kálmán</span></span></p>
  </td>
  
  <td style="vertical-align:top;width:308.8pt;border-top:none;border-left:&#xD;&#xA;  none;border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;height:1.0pt">
  <p class="MsoNormal" style="margin-top:.5pt;margin-right:0cm;margin-bottom:&#xD;&#xA;  .5pt;margin-left:0cm;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">a Felügyelő
  Bizottság munkavállalói képviseletet ellátó tagja</span></span></p>
  </td>
  
  <td style="vertical-align:top;width:3.0cm;border-top:none;border-left:none;&#xD;&#xA;  border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;height:1.0pt">
  <p class="MsoNormal" style="margin-top:.5pt;margin-right:0cm;&#xD;&#xA;  margin-bottom:.5pt;margin-left:0cm;text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;">0</span></span></p>
  </td>
  
 </tr>
 <tr style="height:1.0pt">
  <td style="vertical-align:bottom;width:110.15pt;border:solid windowtext 1.0pt;&#xD;&#xA;  border-top:none;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;height:1.0pt">
  <p class="MsoNormal" style="margin-top:.5pt;margin-right:0cm;margin-bottom:&#xD;&#xA;  .5pt;margin-left:0cm;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  ">Tóth András</span></span></p>
  </td>
  
  <td style="vertical-align:top;width:308.8pt;border-top:none;border-left:&#xD;&#xA;  none;border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;height:1.0pt">
  <p class="MsoNormal" style="margin-top:.5pt;margin-right:0cm;margin-bottom:&#xD;&#xA;  .5pt;margin-left:0cm;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">a Felügyelő
  Bizottság munkavállalói képviseletet ellátó tagja</span></span></p>
  </td>
  
  <td style="vertical-align:top;width:3.0cm;border-top:none;border-left:none;&#xD;&#xA;  border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;height:1.0pt">
  <p class="MsoNormal" style="margin-top:.5pt;margin-right:0cm;&#xD;&#xA;  margin-bottom:.5pt;margin-left:0cm;text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;">0</span></span></p>
  </td>
  
 </tr>
 <tr style="height:1.0pt">
  <td style="vertical-align:bottom;width:110.15pt;border:solid windowtext 1.0pt;&#xD;&#xA;  border-top:none;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;height:1.0pt">
  <p class="MsoNormal" style="margin-top:.5pt;margin-right:0cm;margin-bottom:&#xD;&#xA;  .5pt;margin-left:0cm;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  &#xD;&#xA;  ">Lana Faust Krizan</span></span><span style="mso-bookmark:_Hlk3196057"><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  "></span></span></p>
  </td>
  
  <td style="vertical-align:top;width:308.8pt;border-top:none;border-left:&#xD;&#xA;  none;border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;height:1.0pt">
  <p class="MsoNormal" style="margin-top:.5pt;margin-right:0cm;margin-bottom:&#xD;&#xA;  .5pt;margin-left:0cm;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">Ügyvezető
  Igazgató, HR</span></span></p>
  </td>
  
  <td style="vertical-align:top;width:3.0cm;border-top:none;border-left:none;&#xD;&#xA;  border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;height:1.0pt">
  <p class="MsoNormal" style="margin-top:.5pt;margin-right:0cm;&#xD;&#xA;  margin-bottom:.5pt;margin-left:0cm;text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;">0</span></span></p>
  </td>
  
 </tr>
 <tr style="height:1.0pt">
  <td style="vertical-align:bottom;width:110.15pt;border:solid windowtext 1.0pt;&#xD;&#xA;  border-top:none;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;height:1.0pt">
  <p class="MsoNormal" style="margin-top:.5pt;margin-right:0cm;margin-bottom:&#xD;&#xA;  .5pt;margin-left:0cm;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  &#xD;&#xA;  ">Marek Senkovic</span></span></p>
  </td>
  
  <td style="vertical-align:top;width:308.8pt;border-top:none;border-left:&#xD;&#xA;  none;border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;height:1.0pt">
  <p class="MsoNormal" style="margin-top:.5pt;margin-right:0cm;margin-bottom:&#xD;&#xA;  .5pt;margin-left:0cm;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">Slovnaft
  vezérigazgató és Downstream Ügyvezető Igazgató </span></span></p>
  </td>
  
  <td style="vertical-align:top;width:3.0cm;border-top:none;border-left:none;&#xD;&#xA;  border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;height:1.0pt">
  <p class="MsoNormal" style="margin-top:.5pt;margin-right:0cm;&#xD;&#xA;  margin-bottom:.5pt;margin-left:0cm;text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;">0</span></span></p>
  </td>
  
 </tr>
 <tr style="height:1.0pt">
  <td style="width:110.15pt;border:solid windowtext 1.0pt;border-top:&#xD;&#xA;  none;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;height:1.0pt">
  <p class="MsoNormal" style="margin-top:.5pt;margin-right:0cm;margin-bottom:&#xD;&#xA;  .5pt;margin-left:0cm;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">Marton
  Zsombor</span></span></p>
  </td>
  
  <td style="width:308.8pt;border-top:none;border-left:none;&#xD;&#xA;  border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;height:1.0pt">
  <p class="MsoNormal" style="margin-top:.5pt;margin-right:0cm;margin-bottom:&#xD;&#xA;  .5pt;margin-left:0cm;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">Ügyvezető
  Igazgató, Kutatás és Termelés Divízió</span></span></p>
  </td>
  
  <td style="vertical-align:top;width:3.0cm;border-top:none;border-left:none;&#xD;&#xA;  border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;height:1.0pt">
  <p class="MsoNormal" style="margin-top:.5pt;margin-right:0cm;&#xD;&#xA;  margin-bottom:.5pt;margin-left:0cm;text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;">8.903</span></span><span style="mso-bookmark:_Hlk3196057"><b><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  "></span></b></span></p>
  </td>
  
 </tr>
 <tr style="height:1.0pt">
  <td style="width:110.15pt;border:solid windowtext 1.0pt;border-top:&#xD;&#xA;  none;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;height:1.0pt">
  <p class="MsoNormal" style="margin-top:.5pt;margin-right:0cm;margin-bottom:&#xD;&#xA;  .5pt;margin-left:0cm;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">Ratatics
  Péter</span></span></p>
  </td>
  
  <td style="width:308.8pt;border-top:none;border-left:none;&#xD;&#xA;  border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;height:1.0pt">
  <p class="MsoNormal" style="margin-top:.5pt;margin-right:0cm;margin-bottom:&#xD;&#xA;  .5pt;margin-left:0cm;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">Ügyvezető
  Igazgató, Fogyasztói Szolgáltatások, Az INA d.d. Igazgatóságának elnöke</span></span></p>
  </td>
  
  <td style="vertical-align:top;width:3.0cm;border-top:none;border-left:none;&#xD;&#xA;  border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;height:1.0pt">
  <p class="MsoNormal" style="margin-top:.5pt;margin-right:0cm;&#xD;&#xA;  margin-bottom:.5pt;margin-left:0cm;text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;">40.000</span></span><span style="mso-bookmark:_Hlk3196057"><b><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  "></span></b></span></p>
  </td>
  
 </tr>
 <tr style="height:1.0pt">
  <td style="width:110.15pt;border:solid windowtext 1.0pt;border-top:&#xD;&#xA;  none;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;height:1.0pt">
  <p class="MsoNormal" style="margin-top:.5pt;margin-right:0cm;margin-bottom:&#xD;&#xA;  .5pt;margin-left:0cm;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">Simola József</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;&#xD;&#xA;  "></span></span></p>
  </td>
  
  <td style="width:308.8pt;border-top:none;border-left:none;&#xD;&#xA;  border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;height:1.0pt">
  <p class="MsoNormal" style="margin-top:.5pt;margin-right:0cm;margin-bottom:&#xD;&#xA;  .5pt;margin-left:0cm;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">Pénzügyi vezérigazgató-helyettes
  (GCFO)</span></span><span style="mso-bookmark:_Hlk3196057"><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;"></span></span></p>
  </td>
  
  <td style="vertical-align:top;width:3.0cm;border-top:none;border-left:none;&#xD;&#xA;  border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;height:1.0pt">
  <p class="MsoNormal" style="margin-top:.5pt;margin-right:0cm;&#xD;&#xA;  margin-bottom:.5pt;margin-left:0cm;text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;">30.000</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
 </tr>
 <tr style="height:1.0pt">
  <td style="width:110.15pt;border:solid windowtext 1.0pt;border-top:&#xD;&#xA;  none;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;height:1.0pt">
  <p class="MsoNormal" style="margin-top:.5pt;margin-right:0cm;margin-bottom:&#xD;&#xA;  .5pt;margin-left:0cm;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  ">Szabó Gabriel</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>
  </td>
  
  <td style="width:308.8pt;border-top:none;border-left:none;&#xD;&#xA;  border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;height:1.0pt">
  <p class="MsoNormal" style="margin-top:.5pt;margin-right:0cm;margin-bottom:&#xD;&#xA;  .5pt;margin-left:0cm;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">Ügyvezető
  Igazgató, Termékelőállítás- és Kereskedelem Divízió</span></span></p>
  </td>
  
  <td style="vertical-align:top;width:3.0cm;border-top:none;border-left:none;&#xD;&#xA;  border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;height:1.0pt">
  <p class="MsoNormal" style="margin-top:.5pt;margin-right:0cm;&#xD;&#xA;  margin-bottom:.5pt;margin-left:0cm;text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;">34.183</span></span><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;"></span></span></p>
  </td>
  
 </tr>
 <tr style="height:1.0pt">
  <td style="width:110.15pt;border:solid windowtext 1.0pt;border-top:&#xD;&#xA;  none;&#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;height:1.0pt">
  <p class="MsoNormal" style="margin-top:.5pt;margin-right:0cm;margin-bottom:&#xD;&#xA;  .5pt;margin-left:0cm;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  &#xD;&#xA;  ">Ortutay Zsuzsanna</span></span><span style="mso-bookmark:_Hlk3196057"><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  "></span></span></p>
  </td>
  
  <td style="width:308.8pt;border-top:none;border-left:none;&#xD;&#xA;  border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;height:1.0pt">
  <p class="MsoNormal" style="margin-top:.5pt;margin-right:0cm;margin-bottom:&#xD;&#xA;  .5pt;margin-left:0cm;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;">INA d.d.
  Igazgatótanácsának elnöke</span></span></p>
  </td>
  
  <td style="vertical-align:top;width:3.0cm;border-top:none;border-left:none;&#xD;&#xA;  border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 3.5pt 0cm 3.5pt;height:1.0pt">
  <p class="MsoNormal" style="margin-top:.5pt;margin-right:0cm;&#xD;&#xA;  margin-bottom:.5pt;margin-left:0cm;text-align:right;line-height:normal"><span style="mso-bookmark:_Hlk3196057"><span style="font-family:&quot;Calibri&quot;,sans-serif;">0</span></span></p>
  </td>
  
 </tr>
</tbody></table>

<p class="MsoNormal" style="text-align:justify;"><span style="mso-bookmark:_Hlk3196057"><b><span style="line-height:1.347398;;font-family:&quot;Calibri&quot;,sans-serif;">* </span></b></span><span style="mso-bookmark:_Hlk3196057"><span style="line-height:1.347398;;font-family:&quot;Calibri&quot;,sans-serif;">Hernádi Zsolt </span></span><span style="mso-bookmark:_Hlk3196057"><span style="line-height:1.347398;;font-family:&quot;Calibri&quot;,sans-serif;">540.822</span></span><span style="mso-bookmark:_Hlk3196057"><span style="line-height:1.347398;;font-family:&quot;Calibri&quot;,sans-serif;"> MOL részvényt közvetlenül, </span></span><span style="mso-bookmark:&#xD;&#xA;_Hlk3196057"><span style="line-height:1.347398;;font-family:&quot;Calibri&quot;,sans-serif;">1.463.545</span></span><span style="mso-bookmark:_Hlk3196057"><span style="line-height:1.347398;;font-family:&quot;Calibri&quot;,sans-serif;"> MOL részvényt közvetetten a </span></span><span style="mso-bookmark:&#xD;&#xA;_Hlk3196057"><span style="line-height:1.347398;;font-family:&quot;Calibri&quot;,sans-serif;">Continuum Vagyonkezelő Alapítvány </span></span><span style="mso-bookmark:_Hlk3196057"><span style="line-height:1.347398;;font-family:&quot;Calibri&quot;,sans-serif;">on keresztül birtokol.</span></span></p>

<p class="MsoNormal" style="text-align:justify;"><span style="mso-bookmark:_Hlk3196057"><span style="line-height:1.347398;;font-family:&quot;Calibri&quot;,sans-serif;">** Dr. Csányi Sándor 2.648.833 MOL részvényt közvetetten a Unity
Vagyonkezelő Alapítványon keresztül birtokol.</span></span></p>

<p class="MsoNormal" style="margin-top:6.0pt;margin-right:0cm;margin-bottom:2.0pt;margin-left:0cm;text-align:justify;"><span style="mso-bookmark:&#xD;&#xA;_Hlk3196057"><b><span style="font-size:9.0pt;line-height:1.347398;;font-family:&quot;Calibri&quot;,sans-serif;color:red;text-transform:uppercase;">További
társaságirányítási információk</span></b></span></p>

<p class="MsoNormal" style="margin-top:6.0pt;margin-right:0cm;margin-bottom:2.0pt;margin-left:0cm;text-align:justify;"><span style="mso-bookmark:&#xD;&#xA;_Hlk3196057"><span style="font-size:9.0pt;line-height:1.347398;;font-family:&quot;Calibri&quot;,sans-serif;">A MOL-csoport a Budapesti Értéktőzsde Felelős Társaságirányítási
ajánlásainak megfelelően a vállalat honlapján minden évben közzéteszi Felelős
Társaságirányítási Jelentését, amiben kitér az ajánlásoktól való esetleges
eltérésekre, és ezek okaira is. </span></span></p>

<p class="MsoNormal" style="margin-top:6.0pt;margin-right:0cm;margin-bottom:2.0pt;margin-left:0cm;text-align:justify;"><span style="mso-bookmark:&#xD;&#xA;_Hlk3196057"><span style="font-size:9.0pt;line-height:1.347398;;font-family:&quot;Calibri&quot;,sans-serif;"><span> </span></span></span></p>

<p class="MsoNormal" style="margin-top:6.0pt;margin-right:0cm;margin-bottom:2.0pt;margin-left:0cm;text-align:justify;"><span style="mso-bookmark:&#xD;&#xA;_Hlk3196057"><span style="font-size:9.0pt;line-height:1.347398;;font-family:&quot;Calibri&quot;,sans-serif;"><span> </span></span></span></p>

<p class="MsoNormal" style="margin-top:6.0pt;margin-right:0cm;margin-bottom:2.0pt;margin-left:0cm;text-align:justify;"><span style="mso-bookmark:&#xD;&#xA;_Hlk3196057"><span style="font-size:9.0pt;line-height:1.347398;;font-family:&quot;Calibri&quot;,sans-serif;"></span></span></p>

<p class="MsoNormal" style="margin-top:6.0pt;margin-right:0cm;margin-bottom:2.0pt;margin-left:0cm;text-align:justify;"><span style="mso-bookmark:&#xD;&#xA;_Hlk3196057"><span style="font-size:9.0pt;line-height:1.347398;;font-family:&quot;Calibri&quot;,sans-serif;"></span></span></p>

<p class="MsoNormal" style="margin-top:6.0pt;margin-right:0cm;margin-bottom:2.0pt;margin-left:0cm;text-align:justify;"><span style="mso-bookmark:&#xD;&#xA;_Hlk3196057"><span style="font-size:9.0pt;line-height:1.347398;;font-family:&quot;Calibri&quot;,sans-serif;"></span></span></p>

<p class="MsoNormal" style="margin-top:6.0pt;margin-right:0cm;margin-bottom:2.0pt;margin-left:0cm;text-align:justify;"><span style="mso-bookmark:&#xD;&#xA;_Hlk3196057"><span style="font-size:9.0pt;line-height:1.347398;;font-family:&quot;Calibri&quot;,sans-serif;"></span></span></p>

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  <p class="MsoNormal" style="text-align:center;line-height:normal"><span style="color:black;">Üzleti
  jelentés 2024</span><span style="font-size:11.0pt"></span></p>
  </td>
  <td style="width:4.0cm;background:#E30018;padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:21.6pt">
  <p class="MsoNormal" style="text-align:center;line-height:normal"><span style="font-size:10.0pt;color:white;">37</span><span style="font-size:10.0pt"></span></p>
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<p class="MsoHeader"><b><span> </span></b></p>

</div></div><div class="WordSection38">

<p class="MsoNormal" style="margin-left:54.0pt;text-indent:&#xD;&#xA;-36.0pt;"><span style="mso-bookmark:_Hlk3196057"><span style="font-size:18.0pt;line-height:1.310651;;font-family:&quot;Molgroup Regular&quot;;color:#E30018;text-transform:uppercase;"><span style="display:inline-block; text-indent:0pt; min-width:36.0pt;">III.<span style="font:7.0pt &quot;Times New Roman&quot;">           
</span></span></span><span style="font-size:18.0pt;line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;color:#E30018;text-transform:uppercase;">Felelős Társaságirányítási
Jelentés </span></span></p>

<span style="mso-bookmark:_Hlk3196057"></span>

<p class="MsoNormal" style="margin-top:6.0pt;margin-right:0cm;margin-bottom:12.0pt;margin-left:0cm;text-align:justify;"><a id="_Toc63341473"><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;">A MOL társaságirányítási gyakorlata
összhangban van a Budapesti Értéktőzsde követelményeivel és a jelenleg érvényes
tőkepiaci szabályozással. A MOL-csoport a Budapesti Értéktőzsde Felelős
Társaságirányítási Ajánlásairól szóló ajánlásaival összhangban közzétette
Felelős Társaságirányítási Jelentését, amely a társaság honlapján elérhető. A
Felelős Társaságirányítási Jelentés tartalmazza az Igazgatóság, a Felügyelő
Bizottság, a Vezérigazgatói Bizottság és a Vezetői Bizottság szerepének,
működésének és tevékenységének leírását, valamint további témák leírását, úgy,
mint a belső kontrollok rendszerének bemutatása, az adott időszaki tevékenység
értékelését, a külső auditorok munkáját, a társaság</span></a><span style="font-size:10.0pt;line-height:1.408643;;font-family:&quot;Molgroup Black&quot;;color:black"> </span><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;">közzétételi politikájának, bennfentes
személyek kereskedésével kapcsolatos politikájának, a részvényesi jogok
gyakorlása módjának áttekintő ismertetését és a közgyűlés lebonyolításával
összefüggő szabályok rövid ismertetését. </span></p>

<p class="MsoNormal" style="margin-top:0cm;margin-right:0cm;margin-bottom:8.0pt;&#xD;&#xA;margin-left:27.0pt;text-indent:-27.0pt;"><b><span style="font-size:9.0pt;line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;color:#E30018;text-transform:uppercase"><span style="display:inline-block; text-indent:0pt; min-width:27.0pt;">1.<span style="font:7.0pt &quot;Times New Roman&quot;">             
</span></span></span></b><b><span style="font-size:9.0pt;line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;color:#E30018;text-transform:uppercase">Az
Igazgatóság működése</span></b><b><span style="font-size:9.0pt;line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;color:#E30018;text-transform:uppercase"> </span></b></p>

<p class="MsoNormal" style="margin-top:6.0pt;margin-right:0cm;margin-bottom:6.0pt;margin-left:27.0pt;text-align:justify;text-indent:-27.0pt;page-break-after:avoid;"><a id="_Toc63341474"><b><span style="font-size:9.0pt;line-height:1.347398;;font-family:&quot;Calibri&quot;,sans-serif;text-transform:uppercase"><span>1.1.<span style="font:7.0pt &quot;Times New Roman&quot;">        
</span></span></span></b><b><span style="font-size:9.0pt;line-height:1.347398;;font-family:&quot;Calibri&quot;,sans-serif;text-transform:uppercase">Az Igazgatóság működésének rövid ismertetése</span></b></a><b><span style="font-size:9.0pt;line-height:1.347398;;font-family:&quot;Calibri&quot;,sans-serif;text-transform:uppercase"> </span></b></p>

<p class="MsoNormal" style="margin-top:6.0pt;margin-right:0cm;margin-bottom:2.0pt;margin-left:0cm;text-align:justify;"><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;">A MOL ügyvezetését az Igazgatóság látja el, melynek kollektív
felelősségi körébe tartozik </span><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;color:black;">valamennyi társasági tevékenység. </span><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;">Az </span><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;color:black;">Igazgatóság tevékenységében,
célkitűzésében kiemelt feladatként szerepel a részvényesi érték növelése a
többi érintett érdekeinek figyelembevétele mellett; az eredményesség és
hatékonyság javítása, a működés átláthatóságának, valamint fenntarthatóságának
biztosítása, a kockázatok kezelése, a környezetvédelem és a biztonságos
munkavégzés körülményeinek garantálása. </span><a><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;">Az Igazgatóság hatáskörébe tartozik a Társaság
irányításával összefüggésben szü</span></a><span style="mso-bookmark:_Hlk64466352"><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;color:black;">kséges mindazon döntések meghozatala, amelyek törvény vagy az Alapszabály
alapján nem tartoznak a Közgyűlés vagy más társasági szerv kizárólagos
hatáskörébe. </span></span><span style="mso-bookmark:_Hlk64466352"></span><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;">A MOL és leányvállalatai gazdasági egységet
alkotnak, ezért az Igazgatóság felelősségi körébe tartozik a fenti elvek és
célok</span><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;color:black;"> érvényesítése és a MOL-kultúra terjesztése csoportszinten is.</span></p>

<p class="MsoNormal" style="margin-top:6.0pt;margin-right:0cm;margin-bottom:6.0pt;margin-left:27.0pt;text-align:justify;text-indent:-27.0pt;page-break-after:avoid;"><b><span style="font-size:9.0pt;line-height:1.347398;;font-family:&quot;Calibri&quot;,sans-serif;text-transform:uppercase"><span style="display:inline-block; text-indent:0pt; min-width:27.0pt;">1.2.<span style="font:7.0pt &quot;Times New Roman&quot;">        
</span></span></span></b><b><span style="font-size:9.0pt;line-height:1.347398;;font-family:&quot;Calibri&quot;,sans-serif;text-transform:uppercase">Az Igazgatóság és a menedzsment közti felelősség és
feladatmegosztás bemutatása. </span></b></p>

<p class="MsoNormal" style="margin-top:6.0pt;margin-right:0cm;margin-bottom:6.0pt;margin-left:27.0pt;text-align:justify;text-indent:-27.0pt;page-break-after:avoid;"><b><span style="font-size:9.0pt;line-height:1.347398;;font-family:&quot;Calibri&quot;,sans-serif;text-transform:uppercase"><span style="display:inline-block; text-indent:0pt; min-width:27.0pt;">1.2.1.<span style="font:7.0pt &quot;Times New Roman&quot;">   
</span></span></span></b><b><span style="font-size:9.0pt;line-height:1.347398;;font-family:&quot;Calibri&quot;,sans-serif;text-transform:uppercase">Az Igazgatóság működése</span></b></p>

<p class="MsoNormal" style="margin-top:6.0pt;margin-right:0cm;margin-bottom:2.0pt;margin-left:0cm;text-align:justify;"><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;">Az Igazgatóság, mint testület működik és hoz határozatokat. Az
Igazgatóság a Társaság megalapításakor, 1991-ben ügyrendben határozta meg saját
működését, amelyet legutóbb 2022 februárjában aktualizált a legjobb gyakorlat
fenntartása érdekében.</span><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Molgroup Black&quot;;color:black"></span></p>

<p class="MsoNormal" style="margin-top:6.0pt;margin-right:0cm;margin-bottom:2.0pt;margin-left:0cm;text-align:justify;"><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;">Az Ügyrend tartalmazza:</span><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Molgroup Black&quot;;color:black"></span></p>

<p class="MsoNormal" style="margin-bottom:0;margin-top:0;margin-left:35.7pt;text-align:justify;text-indent:-17.85pt;"><span style="font-size:10.0pt;line-height:1.408643;;font-family:&quot;Molgroup Regular&quot;;color:#6E6E6E"><span style="display:inline-block; text-indent:0pt; min-width:17.85pt;">•<span style="font:7.0pt &quot;Times New Roman&quot;">        
</span></span></span><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;">az
Igazgatóság feladat- és hatáskörét,</span><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Molgroup Black&quot;;color:black"></span></p>

<p class="MsoNormal" style="margin-bottom:0;margin-top:0;margin-left:35.7pt;text-align:justify;text-indent:-17.85pt;"><span style="font-size:10.0pt;line-height:1.408643;;font-family:&quot;Molgroup Regular&quot;;color:#6E6E6E"><span style="display:inline-block; text-indent:0pt; min-width:17.85pt;">•<span style="font:7.0pt &quot;Times New Roman&quot;">        
</span></span></span><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;">az
Igazgatóság által működtetett bizottságok körét,</span><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Molgroup Black&quot;;color:black"></span></p>

<p class="MsoNormal" style="margin-bottom:0;margin-top:0;margin-left:35.7pt;text-align:justify;text-indent:-17.85pt;"><span style="font-size:10.0pt;line-height:1.408643;;font-family:&quot;Molgroup Regular&quot;;color:#6E6E6E"><span style="display:inline-block; text-indent:0pt; min-width:17.85pt;">•<span style="font:7.0pt &quot;Times New Roman&quot;">        
</span></span></span><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;">az
Igazgatóság számára szükséges információk körét és a jelentések gyakoriságát,</span><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Molgroup Black&quot;;color:black"></span></p>

<p class="MsoNormal" style="margin-bottom:0;margin-top:0;margin-left:35.7pt;text-align:justify;text-indent:-17.85pt;"><span style="font-size:10.0pt;line-height:1.408643;;font-family:&quot;Molgroup Regular&quot;;color:#6E6E6E"><span style="display:inline-block; text-indent:0pt; min-width:17.85pt;">•<span style="font:7.0pt &quot;Times New Roman&quot;">        
</span></span></span><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;">az elnök és
alelnök főbb feladatait,</span><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Molgroup Black&quot;;color:black"></span></p>

<p class="MsoNormal" style="margin-bottom:0;margin-top:0;margin-left:35.7pt;text-align:justify;text-indent:-17.85pt;"><span style="font-size:10.0pt;line-height:1.408643;;font-family:&quot;Molgroup Regular&quot;;color:#6E6E6E"><span style="display:inline-block; text-indent:0pt; min-width:17.85pt;">•<span style="font:7.0pt &quot;Times New Roman&quot;">        
</span></span></span><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;">az
igazgatósági ülések rendjét és előkészítését, annak állandó napirendjét
(keretét),</span><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Molgroup Black&quot;;color:black"></span></p>

<p class="MsoNormal" style="margin-bottom:0;margin-top:0;margin-left:35.7pt;text-align:justify;text-indent:-17.85pt;"><span style="font-size:10.0pt;line-height:1.408643;;font-family:&quot;Molgroup Regular&quot;;color:#6E6E6E"><span style="display:inline-block; text-indent:0pt; min-width:17.85pt;">•<span style="font:7.0pt &quot;Times New Roman&quot;">        
</span></span></span><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;">a
döntéshozatali rendszert, a döntések végrehajtásának ellenőrzését,</span><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Molgroup Black&quot;;color:black"></span></p>

<p class="MsoNormal" style="margin-bottom:0;margin-top:0;margin-left:35.7pt;text-align:justify;text-indent:-17.85pt;"><span style="font-size:10.0pt;line-height:1.408643;;font-family:&quot;Molgroup Regular&quot;;color:#6E6E6E"><span style="display:inline-block; text-indent:0pt; min-width:17.85pt;">•<span style="font:7.0pt &quot;Times New Roman&quot;">        
</span></span></span><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;">az
összeférhetetlenségre vonatkozó szabályokat.</span><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Molgroup Black&quot;;color:black"></span></p>

<p class="MsoNormal" style="margin-top:6.0pt;margin-right:0cm;margin-bottom:2.0pt;margin-left:0cm;text-align:justify;"><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;">Az Igazgatóság tagjai az Igazgatóság által elfogadott formában éves
összeférhetetlenségi nyilatkozatot írnak alá a tisztségük elfogadásával
egyidejűleg, továbbá minden naptári évben az éves rendes közgyűlés előtt
legkésőbb 30 nappal. Amennyiben az Igazgatóság tagjával szemben az Igazgatóság
ügyrendjében meghatározott összeférhetetlenség vagy érdekütközés merül fel,
erről a körülményről eseti összeférhetetlenségi nyilatkozatban tájékoztatja az
Igazgatóság Társaságirányítási és Javadalmazási Bizottságát.</span><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Molgroup Black&quot;;color:black"></span></p>

<p class="MsoNormal" style="margin-top:6.0pt;margin-right:0cm;margin-bottom:2.0pt;margin-left:0cm;text-align:justify;"><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;">Az Igazgatóság megvizsgálta a MOL Nyrt. nyilvánosságra hozatali
folyamatait, valamint közzétételeit, és megállapította, hogy erős és hatékony
folyamatokkal rendelkezik, melyek biztosítják a BÉT Társaságirányítási
Ajánlások betartását.</span><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Molgroup Black&quot;;color:black"></span></p>

<p class="MsoNormal" style="margin-top:6.0pt;margin-right:0cm;margin-bottom:6.0pt;margin-left:27.0pt;text-align:justify;text-indent:-27.0pt;page-break-after:avoid;"><b><span style="font-size:9.0pt;line-height:1.347398;;font-family:&quot;Calibri&quot;,sans-serif;text-transform:uppercase"><span style="display:inline-block; text-indent:0pt; min-width:27.0pt;">1.2.2.<span style="font:7.0pt &quot;Times New Roman&quot;">   
</span></span></span></b><b><span style="font-size:9.0pt;line-height:1.347398;;font-family:&quot;Calibri&quot;,sans-serif;text-transform:uppercase">Kapcsolat az Igazgatósággal és a MOL-csoport
szervezeteivel</span></b></p>

<p class="MsoNormal" style="margin-top:6.0pt;margin-right:0cm;margin-bottom:2.0pt;margin-left:0cm;text-align:justify;"><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;color:black">A Társaság irányítása egységes társaságirányítási elvek és
gyakorlat mentén történik, amely keretében </span><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;">2019.
február 1. napjától kezdődően két felső szintű bizottság, a Vezérigazgatói
Bizottság (Chief Executives’ Committee; „CEC”), valamint a Vezetői Bizottság
(Management Committee; „MC”) között oszlanak meg az Társaság operatív
működésével kapcsolatos, továbbá bizonyos, a vállalat működése szempontjából
stratégiai fontosságúnak minősülő hatáskörök és feladatok.</span><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Molgroup Black&quot;;color:black"></span></p>

<p class="MsoNormal" style="margin-top:6.0pt;margin-right:0cm;margin-bottom:2.0pt;margin-left:0cm;text-align:justify;"><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;">Az Igazgatóság és a Társaság szervezetei közötti döntési hatásköri
megosztást egy egységes dokumentum határozza meg, amely biztosítja a
MOL-csoport folyamatainak hatékony kialakításához és működtetéséhez szükséges
legfontosabb kontrollpontokat. </span></p>

<p class="MsoNormal" style="margin-top:6.0pt;margin-right:0cm;margin-bottom:2.0pt;margin-left:0cm;text-align:justify;"><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;"><span> </span></span></p>

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</div></div><div class="WordSection39">

<p class="MsoNormal" style="margin-top:4.0pt;margin-right:0cm;margin-bottom:2.0pt;margin-left:0cm;text-align:justify;"><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;color:black">A MOL-csoport irányítása az üzleti, illetve a funkcionális
szervezeti egységeken keresztül valósul meg. </span><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;">A hatékony vállalatirányítás érdekében az MC közvetlen kapcsolatot
tart a CEC és a munkaszervezet között, az általa megtárgyalt ügyek nagy részét
a Társaság alapvető üzleti tevékenységébe tartozó döntések teszik ki. Az MC
elnöke a Csoportszintű Vezérigazgató, tagjai a Csoportszintű Pénzügyi
Vezérigazgató-helyettes, a Csoportszintű Kutatás-Termelés Ügyvezető Igazgató, a
Csoportszintű Downstream Ügyvezető Igazgató, a Csoportszintű Fogyasztói
Szolgáltatások Ügyvezető Igazgató, a Slovnaft, a.s. vezérigazgatója, az INA
d.d. Igazgatóságának elnöke, a MOL Magyarország Ügyvezető Igazgató, valamint a
Csoportszintű HR Ügyvezető Igazgató</span><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;">, a Csoportszintű Stratégiai Operáció és
Üzletfejlesztés Ügyvezető Igazgató valamint a Csoportszintű Ipari és
Szolgáltatási Ügyvezető Igazgató .</span><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Molgroup Black&quot;;color:black"></span></p>

<p class="MsoNormal" style="margin-top:4.0pt;margin-right:0cm;margin-bottom:2.0pt;margin-left:0cm;text-align:justify;"><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;">A CEC, amely a Társaság három első szintű vezetőjének rendszeresen
ülésező fóruma, elsősorban a Társaság igazgatósági vagy közgyűlési hatáskörbe
nem tartozó stratégiai jelentőségű döntéseinek meghozatalára létrehozott
bizottság, amely vizsgálja és ellenőrzi az Igazgatóság elé kerülő ügyeket,
továbbá előzetes álláspontot alakít ki az Igazgatóság elé terjesztett bizonyos
javaslatok tekintetében. A CEC elnöke az Elnök-Vezérigazgató, tagjai továbbá a
Csoportszintű Vezérigazgató és a </span><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;">Vezérigazgató-helyettes</span><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;">. </span><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Molgroup Black&quot;;color:black"></span></p>

<p class="MsoNormal" style="margin-top:4.0pt;margin-right:0cm;margin-bottom:2.0pt;margin-left:0cm;text-align:justify;"><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;">A CEC és az MC a fentieken túl döntéshozó fórumként működnek minden
olyan kérdésben, amelyeket a belső szabályzatok a hatáskörükbe utalnak és a
jogszabályok, illetve az Alapszabály értelmében nem tartoznak az Igazgatóság
vagy a közgyűlés kizárólagos hatáskörébe. A CEC- és az MC-ülések során minden
tagnak egy szavazata van, a két bizottság határozatait egyszerű szótöbbséggel
hozza meg.</span><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Molgroup Black&quot;;color:black"></span></p>

<p class="MsoNormal" style="margin-top:6.0pt;margin-right:0cm;margin-bottom:6.0pt;&#xD;&#xA;margin-left:18.0pt;text-indent:-18.0pt;"><a id="_Toc63341476"><b><span style="font-size:9.0pt;line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;color:#E30018;text-transform:uppercase"><span>2.<span style="font:7.0pt &quot;Times New Roman&quot;">       
</span></span></span></b><b><span style="font-size:9.0pt;line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;color:#E30018;text-transform:uppercase">A főbb
irányító testületek bemutatása</span></b></a><b><span style="font-size:9.0pt;line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;color:#E30018;text-transform:uppercase"></span></b></p>

<p class="MsoNormal" style="margin-top:6.0pt;margin-right:0cm;margin-bottom:6.0pt;margin-left:27.0pt;text-align:justify;text-indent:-27.0pt;page-break-after:avoid;"><a></a><a id="_Toc63341477"><span style="mso-bookmark:_Hlk62654232"><b><span style="font-size:9.0pt;line-height:1.347398;;font-family:&quot;Calibri&quot;,sans-serif;text-transform:uppercase"><span>2.1.<span style="font:7.0pt &quot;Times New Roman&quot;">        
</span></span></span></b><b><span style="font-size:9.0pt;line-height:1.347398;;font-family:&quot;Calibri&quot;,sans-serif;text-transform:uppercase">Igazgatóság</span></b></span></a><span style="mso-bookmark:_Hlk62654232"><b><span style="font-size:9.0pt;line-height:1.347398;;font-family:&quot;Calibri&quot;,sans-serif;text-transform:uppercase"> </span></b></span></p>

<span style="mso-bookmark:_Hlk62654232"></span>

<p class="MsoNormal" style="margin-top:6.0pt;margin-right:0cm;margin-bottom:2.0pt;margin-left:0cm;text-align:justify;"><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;">Az Igazgatóságban a nem munkaviszonyban álló tagok vannak többségben
(6 tag a 10-ből), ezzel biztosítva a testület munkaszervezettől való
függetlenségét. <span style="color:black">Az Igazgatóságnak 2024 során - az
általa elfogadott (NYSE és EU ajánlásán alapuló) kritériumok és tagok
nyilatkozata alapján 6 tagja minősült függetlennek. </span></span></p>

<table class="MsoNormalTable" title="495a2e34-f6fe-444c-be1d-11ab2b3cb9a8" style="border:solid 0pt;border-collapse:collapse;border-spacing:0;;"><tbody>
 <tr style="height:12.0pt">
  <td style="vertical-align:bottom;width:103.75pt;padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:12.0pt"></td>
  <td style="vertical-align:bottom;width:109.25pt;padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:12.0pt"></td>
  <td style="vertical-align:bottom;width:90.8pt;padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:12.0pt"></td>
  <td colspan="4" style="vertical-align:bottom;width:196.8pt;border:&#xD;&#xA;  solid windowtext 1.0pt;background:#C00000;&#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;height:12.0pt">
  <p class="MsoNormal" style="text-align:center"><span style="font-size:7.0pt;line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:white">AZ IGAZGATÓSÁG ÉS A TESTÜLETEK</span></p>
  </td>
 </tr>
 <tr style="height:8.5pt">
  <td style="width:103.75pt;border:solid windowtext 1.0pt;background:#44546A;padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:8.5pt">
  <p class="MsoNormal" style="text-align:center"><span style="font-size:7.0pt;line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:white">Név</span></p>
  </td>
  <td style="width:109.25pt;border:solid windowtext 1.0pt;border-left:&#xD;&#xA;  none;&#xD;&#xA;  background:#44546A;padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:8.5pt">
  <p class="MsoNormal" style="text-align:center"><span style="font-size:7.0pt;line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:white">Státusz</span></p>
  </td>
  <td style="width:90.8pt;border:solid windowtext 1.0pt;border-left:&#xD;&#xA;  none;&#xD;&#xA;  background:#44546A;padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:8.5pt">
  <p class="MsoNormal" style="text-align:center"><span style="font-size:7.0pt;line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:white">Mandátum kezdete</span></p>
  </td>
  <td style="width:49.05pt;border:none;border-right:solid windowtext 1.0pt;&#xD;&#xA;  background:#44546A;padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:8.5pt">
  <p class="MsoNormal" style="text-align:center"><span style="font-size:7.0pt;line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:white">IG</span></p>
  </td>
  <td style="width:49.05pt;border:none;border-right:solid windowtext 1.0pt;&#xD;&#xA;  background:#44546A;padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:8.5pt">
  <p class="MsoNormal" style="text-align:center"><span style="font-size:7.0pt;line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:white">TJB</span></p>
  </td>
  <td style="width:49.05pt;border:none;border-right:solid windowtext 1.0pt;&#xD;&#xA;  background:#44546A;padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:8.5pt">
  <p class="MsoNormal" style="text-align:center"><span style="font-size:7.0pt;line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:white">PKB</span></p>
  </td>
  <td style="width:49.65pt;border:none;border-right:solid windowtext 1.0pt;&#xD;&#xA;  background:#44546A;padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:8.5pt">
  <p class="MsoNormal" style="text-align:center"><span style="font-size:7.0pt;line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:white">FFB</span></p>
  </td>
 </tr>
 <tr style="height:12.0pt">
  <td style="width:103.75pt;border:solid windowtext 1.0pt;border-top:&#xD;&#xA;  none;&#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:12.0pt">
  <p class="MsoNormal"><span style="font-size:7.0pt;line-height:1.310651;;font-family:  &quot;Calibri&quot;,sans-serif;color:black">Hernádi
  Zsolt</span></p>
  </td>
  <td style="width:109.25pt;border-top:none;border-left:none;&#xD;&#xA;  border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;height:12.0pt">
  <p class="MsoNormal" style="text-align:center"><span style="font-size:7.0pt;line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black">nem független</span></p>
  </td>
  <td style="width:90.8pt;border-top:none;border-left:none;&#xD;&#xA;  border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;height:12.0pt">
  <p class="MsoNormal" style="text-align:center"><span style="font-size:7.0pt;line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black">1999. február 24.</span></p>
  </td>
  <td style="width:49.05pt;border:solid windowtext 1.0pt;border-left:&#xD;&#xA;  none;&#xD;&#xA;  background:#D6DCE4;padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:12.0pt">
  <p class="MsoNormal" style="text-align:center"><span style="font-size:7.0pt;line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black">E</span></p>
  </td>
  <td style="width:49.05pt;border:solid windowtext 1.0pt;border-left:&#xD;&#xA;  none;&#xD;&#xA;  background:#D6DCE4;padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:12.0pt">
  <p class="MsoNormal" style="text-align:center"><span style="font-size:7.0pt;line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black">T</span></p>
  </td>
  <td style="width:49.05pt;border:solid windowtext 1.0pt;border-left:&#xD;&#xA;  none;&#xD;&#xA;  background:white;padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:12.0pt">
  <p class="MsoNormal" style="text-align:center"><span style="font-size:7.0pt;line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black"> </span></p>
  </td>
  <td style="vertical-align:bottom;width:49.65pt;border:solid windowtext 1.0pt;&#xD;&#xA;  border-left:none;background:&#xD;&#xA;  white;padding:0cm 5.4pt 0cm 5.4pt;height:12.0pt">
  <p class="MsoNormal"><span style="font-size:7.0pt;line-height:1.310651;;font-family:  &quot;Calibri&quot;,sans-serif;color:black"> </span></p>
  </td>
 </tr>
 <tr style="height:12.0pt">
  <td style="width:103.75pt;border:solid windowtext 1.0pt;border-top:&#xD;&#xA;  none;&#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:12.0pt">
  <p class="MsoNormal"><span style="font-size:7.0pt;line-height:1.310651;;font-family:  &quot;Calibri&quot;,sans-serif;color:black">Dr. Csányi
  Sándor</span></p>
  </td>
  <td style="width:109.25pt;border-top:none;border-left:none;&#xD;&#xA;  border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;height:12.0pt">
  <p class="MsoNormal" style="text-align:center"><span style="font-size:7.0pt;line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black">független</span></p>
  </td>
  <td style="width:90.8pt;border-top:none;border-left:none;&#xD;&#xA;  border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;height:12.0pt">
  <p class="MsoNormal" style="text-align:center"><span style="font-size:7.0pt;line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black">2000. október 20.</span></p>
  </td>
  <td style="width:49.05pt;border-top:none;border-left:none;&#xD;&#xA;  border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  background:#D6DCE4;padding:0cm 5.4pt 0cm 5.4pt;height:12.0pt">
  <p class="MsoNormal" style="text-align:center"><span style="font-size:7.0pt;line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black">A.E</span></p>
  </td>
  <td style="width:49.05pt;border-top:none;border-left:none;&#xD;&#xA;  border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  background:#D6DCE4;padding:0cm 5.4pt 0cm 5.4pt;height:12.0pt">
  <p class="MsoNormal" style="text-align:center"><span style="font-size:7.0pt;line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black">E</span></p>
  </td>
  <td style="width:49.05pt;border-top:none;border-left:none;&#xD;&#xA;  border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  background:white;padding:0cm 5.4pt 0cm 5.4pt;height:12.0pt">
  <p class="MsoNormal" style="text-align:center"><span style="font-size:7.0pt;line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black"> </span></p>
  </td>
  <td style="vertical-align:bottom;width:49.65pt;border-top:none;&#xD;&#xA;  border-left:none;border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  background:white;padding:0cm 5.4pt 0cm 5.4pt;height:12.0pt">
  <p class="MsoNormal"><span style="font-size:7.0pt;line-height:1.310651;;font-family:  &quot;Calibri&quot;,sans-serif;color:black"> </span></p>
  </td>
 </tr>
 <tr style="height:12.0pt">
  <td style="width:103.75pt;border:solid windowtext 1.0pt;border-top:&#xD;&#xA;  none;&#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:12.0pt">
  <p class="MsoNormal"><span style="font-size:7.0pt;line-height:1.310651;;font-family:  &quot;Calibri&quot;,sans-serif;color:black">Járai
  Zsigmond</span></p>
  </td>
  <td style="width:109.25pt;border-top:none;border-left:none;&#xD;&#xA;  border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;height:12.0pt">
  <p class="MsoNormal" style="text-align:center"><span style="font-size:7.0pt;line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black">független</span></p>
  </td>
  <td style="width:90.8pt;border-top:none;border-left:none;&#xD;&#xA;  border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;height:12.0pt">
  <p class="MsoNormal" style="text-align:center"><span style="font-size:7.0pt;line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black">2010. április 29.</span></p>
  </td>
  <td style="width:49.05pt;border-top:none;border-left:none;&#xD;&#xA;  border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  background:#D6DCE4;padding:0cm 5.4pt 0cm 5.4pt;height:12.0pt">
  <p class="MsoNormal" style="text-align:center"><span style="font-size:7.0pt;line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black">T</span></p>
  </td>
  <td style="vertical-align:bottom;width:49.05pt;border-top:none;&#xD;&#xA;  border-left:none;border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  background:white;padding:0cm 5.4pt 0cm 5.4pt;height:12.0pt">
  <p class="MsoNormal" style="text-align:center"><span style="font-size:7.0pt;line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black"> </span></p>
  </td>
  <td style="width:49.05pt;border-top:none;border-left:none;&#xD;&#xA;  border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  background:#D6DCE4;padding:0cm 5.4pt 0cm 5.4pt;height:12.0pt">
  <p class="MsoNormal" style="text-align:center"><span style="font-size:7.0pt;line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black">E</span></p>
  </td>
  <td style="vertical-align:bottom;width:49.65pt;border-top:none;&#xD;&#xA;  border-left:none;border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  background:white;padding:0cm 5.4pt 0cm 5.4pt;height:12.0pt">
  <p class="MsoNormal"><span style="font-size:7.0pt;line-height:1.310651;;font-family:  &quot;Calibri&quot;,sans-serif;color:black"> </span></p>
  </td>
 </tr>
 <tr style="height:12.0pt">
  <td style="width:103.75pt;border:solid windowtext 1.0pt;border-top:&#xD;&#xA;  none;&#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:12.0pt">
  <p class="MsoNormal"><span style="font-size:7.0pt;line-height:1.310651;;font-family:  &quot;Calibri&quot;,sans-serif;color:black">Dr.
  Martonyi János</span></p>
  </td>
  <td style="width:109.25pt;border-top:none;border-left:none;&#xD;&#xA;  border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;height:12.0pt">
  <p class="MsoNormal" style="text-align:center"><span style="font-size:7.0pt;line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black">független</span></p>
  </td>
  <td style="width:90.8pt;border-top:none;border-left:none;&#xD;&#xA;  border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;height:12.0pt">
  <p class="MsoNormal" style="text-align:center"><span style="font-size:7.0pt;line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black">2014. július 1.</span></p>
  </td>
  <td style="width:49.05pt;border-top:none;border-left:none;&#xD;&#xA;  border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  background:#D6DCE4;padding:0cm 5.4pt 0cm 5.4pt;height:12.0pt">
  <p class="MsoNormal" style="text-align:center"><span style="font-size:7.0pt;line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black">T</span></p>
  </td>
  <td style="width:49.05pt;border-top:none;border-left:none;&#xD;&#xA;  border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  background:#D6DCE4;padding:0cm 5.4pt 0cm 5.4pt;height:12.0pt">
  <p class="MsoNormal" style="text-align:center"><span style="font-size:7.0pt;line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black">T</span></p>
  </td>
  <td style="width:49.05pt;border-top:none;border-left:none;&#xD;&#xA;  border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  background:white;padding:0cm 5.4pt 0cm 5.4pt;height:12.0pt">
  <p class="MsoNormal" style="text-align:center"><span style="font-size:7.0pt;line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black"> </span></p>
  </td>
  <td style="width:49.65pt;border-top:none;border-left:none;&#xD;&#xA;  border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  background:#D6DCE4;padding:0cm 5.4pt 0cm 5.4pt;height:12.0pt">
  <p class="MsoNormal" style="text-align:center"><span style="font-size:7.0pt;line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black">T</span></p>
  </td>
 </tr>
 <tr style="height:12.0pt">
  <td style="width:103.75pt;border:solid windowtext 1.0pt;border-top:&#xD;&#xA;  none;&#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:12.0pt">
  <p class="MsoNormal"><span style="font-size:7.0pt;line-height:1.310651;;font-family:  &quot;Calibri&quot;,sans-serif;color:black">Molnár
  József</span></p>
  </td>
  <td style="width:109.25pt;border-top:none;border-left:none;&#xD;&#xA;  border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;height:12.0pt">
  <p class="MsoNormal" style="text-align:center"><span style="font-size:7.0pt;line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black">nem független</span></p>
  </td>
  <td style="width:90.8pt;border-top:none;border-left:none;&#xD;&#xA;  border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;height:12.0pt">
  <p class="MsoNormal" style="text-align:center"><span style="font-size:7.0pt;line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black">2007. október 12.</span></p>
  </td>
  <td style="width:49.05pt;border-top:none;border-left:none;&#xD;&#xA;  border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  background:#D6DCE4;padding:0cm 5.4pt 0cm 5.4pt;height:12.0pt">
  <p class="MsoNormal" style="text-align:center"><span style="font-size:7.0pt;line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black">T</span></p>
  </td>
  <td style="vertical-align:bottom;width:49.05pt;border-top:none;&#xD;&#xA;  border-left:none;border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  background:white;padding:0cm 5.4pt 0cm 5.4pt;height:12.0pt">
  <p class="MsoNormal" style="text-align:center"><span style="font-size:7.0pt;line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black"> </span></p>
  </td>
  <td style="vertical-align:bottom;width:49.05pt;border-top:none;&#xD;&#xA;  border-left:none;border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  background:#D6DCE4;padding:0cm 5.4pt 0cm 5.4pt;height:12.0pt">
  <p class="MsoNormal" style="text-align:center"><span style="font-size:7.0pt;line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black"> T</span></p>
  </td>
  <td style="width:49.65pt;border-top:none;border-left:none;&#xD;&#xA;  border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;height:12.0pt">
  <p class="MsoNormal" style="text-align:center"><span style="font-size:7.0pt;line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black"></span></p>
  </td>
 </tr>
 <tr style="height:12.0pt">
  <td style="width:103.75pt;border:solid windowtext 1.0pt;border-top:&#xD;&#xA;  none;&#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:12.0pt">
  <p class="MsoNormal"><span style="font-size:7.0pt;line-height:1.310651;;font-family:  &quot;Calibri&quot;,sans-serif;color:black">Dr. Parragh
  László </span></p>
  </td>
  <td style="width:109.25pt;border-top:none;border-left:none;&#xD;&#xA;  border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;height:12.0pt">
  <p class="MsoNormal" style="text-align:center"><span style="font-size:7.0pt;line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black">független</span></p>
  </td>
  <td style="width:90.8pt;border-top:none;border-left:none;&#xD;&#xA;  border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;height:12.0pt">
  <p class="MsoNormal" style="text-align:center"><span style="font-size:7.0pt;line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black">2010. április 29.</span></p>
  </td>
  <td style="width:49.05pt;border-top:none;border-left:none;&#xD;&#xA;  border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  background:#D6DCE4;padding:0cm 5.4pt 0cm 5.4pt;height:12.0pt">
  <p class="MsoNormal" style="text-align:center"><span style="font-size:7.0pt;line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black">T</span></p>
  </td>
  <td style="vertical-align:bottom;width:49.05pt;border-top:none;&#xD;&#xA;  border-left:none;border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  background:white;padding:0cm 5.4pt 0cm 5.4pt;height:12.0pt">
  <p class="MsoNormal" style="text-align:center"><span style="font-size:7.0pt;line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black"> </span></p>
  </td>
  <td style="width:49.05pt;border-top:none;border-left:none;&#xD;&#xA;  border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  background:#D6DCE4;padding:0cm 5.4pt 0cm 5.4pt;height:12.0pt">
  <p class="MsoNormal" style="text-align:center"><span style="font-size:7.0pt;line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black">T</span></p>
  </td>
  <td style="width:49.65pt;border-top:none;border-left:none;&#xD;&#xA;  border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  background:#D6DCE4;padding:0cm 5.4pt 0cm 5.4pt;height:12.0pt">
  <p class="MsoNormal" style="text-align:center"><span style="font-size:7.0pt;line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black">E</span></p>
  </td>
 </tr>
 <tr style="height:12.0pt">
  <td style="width:103.75pt;border:solid windowtext 1.0pt;border-top:&#xD;&#xA;  none;&#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:12.0pt">
  <p class="MsoNormal"><span style="font-size:7.0pt;line-height:1.310651;;font-family:  &quot;Calibri&quot;,sans-serif;color:black">Dr. Anthony
  Radev</span></p>
  </td>
  <td style="width:109.25pt;border-top:none;border-left:none;&#xD;&#xA;  border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;height:12.0pt">
  <p class="MsoNormal" style="text-align:center"><span style="font-size:7.0pt;line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black">független</span></p>
  </td>
  <td style="width:90.8pt;border-top:none;border-left:none;&#xD;&#xA;  border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;height:12.0pt">
  <p class="MsoNormal" style="text-align:center"><span style="font-size:7.0pt;line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black">2014. április 30.</span></p>
  </td>
  <td style="width:49.05pt;border-top:none;border-left:none;&#xD;&#xA;  border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  background:#D6DCE4;padding:0cm 5.4pt 0cm 5.4pt;height:12.0pt">
  <p class="MsoNormal" style="text-align:center"><span style="font-size:7.0pt;line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black">T</span></p>
  </td>
  <td style="width:49.05pt;border-top:none;border-left:none;&#xD;&#xA;  border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  background:#D6DCE4;padding:0cm 5.4pt 0cm 5.4pt;height:12.0pt">
  <p class="MsoNormal" style="text-align:center"><span style="font-size:7.0pt;line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black">T</span></p>
  </td>
  <td style="width:49.05pt;border-top:none;border-left:none;&#xD;&#xA;  border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  background:#D6DCE4;padding:0cm 5.4pt 0cm 5.4pt;height:12.0pt">
  <p class="MsoNormal" style="text-align:center"><span style="font-size:7.0pt;line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black">T</span></p>
  </td>
  <td style="vertical-align:bottom;width:49.65pt;border-top:none;&#xD;&#xA;  border-left:none;border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  background:white;padding:0cm 5.4pt 0cm 5.4pt;height:12.0pt">
  <p class="MsoNormal" style="text-align:center"><span style="font-size:7.0pt;line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black"> </span></p>
  </td>
 </tr>
 <tr style="height:12.0pt">
  <td style="width:103.75pt;border:solid windowtext 1.0pt;border-top:&#xD;&#xA;  none;&#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:12.0pt">
  <p class="MsoNormal"><span style="font-size:7.0pt;line-height:1.310651;;font-family:  &quot;Calibri&quot;,sans-serif;color:black">Dr. Martin
  Roman</span></p>
  </td>
  <td style="width:109.25pt;border-top:none;border-left:none;&#xD;&#xA;  border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;height:12.0pt">
  <p class="MsoNormal" style="text-align:center"><span style="font-size:7.0pt;line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black">független</span></p>
  </td>
  <td style="width:90.8pt;border-top:none;border-left:none;&#xD;&#xA;  border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;height:12.0pt">
  <p class="MsoNormal" style="text-align:center"><span style="font-size:7.0pt;line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black">2010. április 29.</span></p>
  </td>
  <td style="width:49.05pt;border-top:none;border-left:none;&#xD;&#xA;  border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  background:#D6DCE4;padding:0cm 5.4pt 0cm 5.4pt;height:12.0pt">
  <p class="MsoNormal" style="text-align:center"><span style="font-size:7.0pt;line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black">T</span></p>
  </td>
  <td style="width:49.05pt;border-top:none;border-left:none;&#xD;&#xA;  border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  background:#D6DCE4;padding:0cm 5.4pt 0cm 5.4pt;height:12.0pt">
  <p class="MsoNormal" style="text-align:center"><span style="font-size:7.0pt;line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black">T</span></p>
  </td>
  <td style="width:49.05pt;border-top:none;border-left:none;&#xD;&#xA;  border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  background:white;padding:0cm 5.4pt 0cm 5.4pt;height:12.0pt">
  <p class="MsoNormal" style="text-align:center"><span style="font-size:7.0pt;line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black"> </span></p>
  </td>
  <td style="vertical-align:bottom;width:49.65pt;border-top:none;&#xD;&#xA;  border-left:none;border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  background:white;padding:0cm 5.4pt 0cm 5.4pt;height:12.0pt">
  <p class="MsoNormal" style="text-align:center"><span style="font-size:7.0pt;line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black"> </span></p>
  </td>
 </tr>
 <tr style="height:12.0pt">
  <td style="width:103.75pt;border:solid windowtext 1.0pt;border-top:&#xD;&#xA;  none;&#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:12.0pt">
  <p class="MsoNormal"><span style="font-size:7.0pt;line-height:1.310651;;font-family:  &quot;Calibri&quot;,sans-serif;color:black">Talal
  Al-Awfi</span></p>
  </td>
  <td style="width:109.25pt;border-top:none;border-left:none;&#xD;&#xA;  border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;height:12.0pt">
  <p class="MsoNormal" style="text-align:center"><span style="font-size:7.0pt;line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black">független</span></p>
  </td>
  <td style="width:90.8pt;border-top:none;border-left:none;&#xD;&#xA;  border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;height:12.0pt">
  <p class="MsoNormal" style="text-align:center"><span style="font-size:7.0pt;line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black">2019. április 30.</span></p>
  </td>
  <td style="width:49.05pt;border-top:none;border-left:none;&#xD;&#xA;  border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  background:#D6DCE4;padding:0cm 5.4pt 0cm 5.4pt;height:12.0pt">
  <p class="MsoNormal" style="text-align:center"><span style="font-size:7.0pt;line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black">T</span></p>
  </td>
  <td style="vertical-align:bottom;width:49.05pt;border-top:none;&#xD;&#xA;  border-left:none;border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  background:white;padding:0cm 5.4pt 0cm 5.4pt;height:12.0pt">
  <p class="MsoNormal" style="text-align:center"><span style="font-size:7.0pt;line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black"> </span></p>
  </td>
  <td style="width:49.05pt;border-top:none;border-left:none;&#xD;&#xA;  border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  background:#D6DCE4;padding:0cm 5.4pt 0cm 5.4pt;height:12.0pt">
  <p class="MsoNormal" style="text-align:center"><span style="font-size:7.0pt;line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black">T</span></p>
  </td>
  <td style="vertical-align:bottom;width:49.65pt;border-top:none;&#xD;&#xA;  border-left:none;border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  background:white;padding:0cm 5.4pt 0cm 5.4pt;height:12.0pt">
  <p class="MsoNormal" style="text-align:center"><span style="font-size:7.0pt;line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black"> </span></p>
  </td>
 </tr>
 <tr style="height:12.0pt">
  <td style="width:103.75pt;border:solid windowtext 1.0pt;border-top:&#xD;&#xA;  none;&#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:12.0pt">
  <p class="MsoNormal"><span style="font-size:7.0pt;line-height:1.310651;;font-family:  &quot;Calibri&quot;,sans-serif;color:black">JUDr.
  Világi Oszkár</span></p>
  </td>
  <td style="width:109.25pt;border-top:none;border-left:none;&#xD;&#xA;  border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;height:12.0pt">
  <p class="MsoNormal" style="text-align:center"><span style="font-size:7.0pt;line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black">nem független</span></p>
  </td>
  <td style="width:90.8pt;border-top:none;border-left:none;&#xD;&#xA;  border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;height:12.0pt">
  <p class="MsoNormal" style="text-align:center"><span style="font-size:7.0pt;line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black">2011. május 1.</span></p>
  </td>
  <td style="width:49.05pt;border-top:none;border-left:none;&#xD;&#xA;  border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  background:#D6DCE4;padding:0cm 5.4pt 0cm 5.4pt;height:12.0pt">
  <p class="MsoNormal" style="text-align:center"><span style="font-size:7.0pt;line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black">T</span></p>
  </td>
  <td style="vertical-align:bottom;width:49.05pt;border-top:none;&#xD;&#xA;  border-left:none;border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  background:white;padding:0cm 5.4pt 0cm 5.4pt;height:12.0pt">
  <p class="MsoNormal" style="text-align:center"><span style="font-size:7.0pt;line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black"> </span></p>
  </td>
  <td style="vertical-align:bottom;width:49.05pt;border-top:none;&#xD;&#xA;  border-left:none;border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  background:white;padding:0cm 5.4pt 0cm 5.4pt;height:12.0pt">
  <p class="MsoNormal" style="text-align:center"><span style="font-size:7.0pt;line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black"> </span></p>
  </td>
  <td style="vertical-align:bottom;width:49.65pt;border-top:none;&#xD;&#xA;  border-left:none;border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  background:white;padding:0cm 5.4pt 0cm 5.4pt;height:12.0pt">
  <p class="MsoNormal" style="text-align:center"><span style="font-size:7.0pt;line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black"> </span></p>
  </td>
 </tr>
 <tr style="height:12.0pt">
  <td style="width:103.75pt;border:solid windowtext 1.0pt;border-top:&#xD;&#xA;  none;&#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:12.0pt">
  <p class="MsoNormal"><span style="font-size:7.0pt;line-height:1.310651;;font-family:  &quot;Calibri&quot;,sans-serif;color:black">Dr. Bacsa
  György</span></p>
  </td>
  <td style="width:109.25pt;border-top:none;border-left:none;&#xD;&#xA;  border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;height:12.0pt">
  <p class="MsoNormal" style="text-align:center"><span style="font-size:7.0pt;line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black">nem független</span></p>
  </td>
  <td style="width:90.8pt;border-top:none;border-left:none;&#xD;&#xA;  border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;height:12.0pt">
  <p class="MsoNormal" style="text-align:center"><span style="font-size:7.0pt;line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black">2021. december 23.</span></p>
  </td>
  <td style="width:49.05pt;border-top:none;border-left:none;&#xD;&#xA;  border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  background:#D6DCE4;padding:0cm 5.4pt 0cm 5.4pt;height:12.0pt">
  <p class="MsoNormal" style="text-align:center"><span style="font-size:7.0pt;line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black">T</span></p>
  </td>
  <td style="vertical-align:bottom;width:49.05pt;border-top:none;&#xD;&#xA;  border-left:none;border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  background:white;padding:0cm 5.4pt 0cm 5.4pt;height:12.0pt">
  <p class="MsoNormal" style="text-align:center"><span style="font-size:7.0pt;line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black"></span></p>
  </td>
  <td style="vertical-align:bottom;width:49.05pt;border-top:none;&#xD;&#xA;  border-left:none;border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  background:white;padding:0cm 5.4pt 0cm 5.4pt;height:12.0pt">
  <p class="MsoNormal" style="text-align:center"><span style="font-size:7.0pt;line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black"></span></p>
  </td>
  <td style="vertical-align:bottom;width:49.65pt;border-top:none;&#xD;&#xA;  border-left:none;border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  background:#D6DCE4;padding:0cm 5.4pt 0cm 5.4pt;height:12.0pt">
  <p class="MsoNormal" style="text-align:center"><span style="font-size:7.0pt;line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black"> T</span></p>
  </td>
 </tr>
 <tr style="height:12.0pt">
  <td style="vertical-align:bottom;width:103.75pt;padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:12.0pt"></td>
  <td style="vertical-align:bottom;width:109.25pt;border:solid windowtext 1.0pt;&#xD;&#xA;  border-top:none;padding:&#xD;&#xA;  0cm 5.4pt 0cm 5.4pt;height:12.0pt">
  <p class="MsoNormal" style="text-align:center"><span style="font-size:7.0pt;line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black">64%</span></p>
  </td>
  <td style="vertical-align:bottom;width:90.8pt;padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:12.0pt"></td>
  <td style="vertical-align:bottom;width:49.05pt;padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:12.0pt"></td>
  <td style="vertical-align:bottom;width:49.05pt;border:solid windowtext 1.0pt;&#xD;&#xA;  border-top:none;padding:&#xD;&#xA;  0cm 5.4pt 0cm 5.4pt;height:12.0pt">
  <p class="MsoNormal" style="text-align:center"><span style="font-size:7.0pt;line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black">80%</span></p>
  </td>
  <td style="vertical-align:bottom;width:49.05pt;border-top:none;&#xD;&#xA;  border-left:none;border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;height:12.0pt">
  <p class="MsoNormal" style="text-align:center"><span style="font-size:7.0pt;line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black">80%</span></p>
  </td>
  <td style="vertical-align:bottom;width:49.65pt;border-top:none;&#xD;&#xA;  border-left:none;border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;height:12.0pt">
  <p class="MsoNormal" style="text-align:center"><span style="font-size:7.0pt;line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black">67%</span></p>
  </td>
 </tr>
</tbody></table>

<p class="MsoNormal" style=""><span style="font-size:7.0pt;line-height:1.347398;;font-family:&quot;Calibri&quot;,sans-serif;color:black;">E: Elnök / A.E: Alelnök / T:
Tag </span></p>

<p class="MsoNormal" style=""><span style="font-size:7.0pt;line-height:1.347398;;font-family:&quot;Calibri&quot;,sans-serif;color:black;">* Dr. Martonyi János mandátuma
2024. április 29-én lejárt.</span></p>

<p class="MsoNormal" style="margin-top:6.0pt;margin-right:0cm;margin-bottom:6.0pt;margin-left:27.0pt;text-align:justify;text-indent:-27.0pt;page-break-after:avoid;"><a></a><a id="_Toc63341480"><span style="mso-bookmark:_Hlk62654333"><b><span style="font-size:9.0pt;line-height:1.347398;;font-family:&quot;Calibri&quot;,sans-serif;text-transform:uppercase"><span>2.1.1.<span style="font:7.0pt &quot;Times New Roman&quot;">   
</span></span></span></b><b><span style="font-size:9.0pt;line-height:1.347398;;font-family:&quot;Calibri&quot;,sans-serif;text-transform:uppercase">A bizottságok felépítésének ismertetése</span></b></span></a><span style="mso-bookmark:_Hlk62654333"><b><span style="font-size:9.0pt;line-height:1.347398;;font-family:&quot;Calibri&quot;,sans-serif;text-transform:uppercase"></span></b></span></p>

<span style="mso-bookmark:_Hlk62654333"></span>

<p class="MsoNormal" style="margin-top:4.0pt;margin-right:0cm;margin-bottom:2.0pt;margin-left:0cm;text-align:justify;"><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;">Az Igazgatóság a működési hatékonyságának fokozása, valamint a
döntései szakmai megalapozottságának erősítése érdekében bizottságokat
működtet. </span><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Molgroup Black&quot;;color:black"></span></p>

<p class="MsoNormal" style="margin-top:4.0pt;margin-right:0cm;margin-bottom:2.0pt;margin-left:0cm;text-align:justify;"><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;">A bizottságok az Igazgatóság előkészítő, tanácsadó, véleményalkotó,
javaslattevő szervei, a MOL-csoport Döntési és Hatásköri Listájában rögzítettek
szerint egyes igazgatósági hatáskörbe tartozó kérdéseknél, illetve az
Igazgatóság által az alkalmazott igazgatósági tagokhoz - mint a Társaság vezető
állású munkavállalóihoz - delegált kérdéskörökben előzetes véleményezési
jogosítvánnyal rendelkeznek.</span><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Molgroup Black&quot;;color:black"></span></p>

<p class="MsoNormal" style="margin-top:4.0pt;margin-right:0cm;margin-bottom:2.0pt;margin-left:0cm;text-align:justify;"><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;">A bizottságok feladatait, működési rendjét a bizottsági elnökök
javaslata alapján az Igazgatóság határozza meg.</span><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Molgroup Black&quot;;color:black"></span></p>

<p class="MsoNormal" style="margin-top:4.0pt;margin-right:0cm;margin-bottom:2.0pt;margin-left:0cm;text-align:justify;"><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;">Az Igazgatóság elnöke szintén felkérheti a bizottságokat egyes
feladatok ellátására.</span><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Molgroup Black&quot;;color:black"></span></p>

<p class="MsoNormal" style="margin-top:4.0pt;margin-right:0cm;margin-bottom:2.0pt;margin-left:0cm;text-align:justify;"><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;">A bizottságok tagjait és elnökét az Igazgatóság választja. A
bizottsági tagok többsége nem alkalmazott és független tag.</span><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Molgroup Black&quot;;color:black"></span></p>

<p class="MsoNormal" style="margin-top:4.0pt;margin-right:0cm;margin-bottom:2.0pt;margin-left:0cm;text-align:justify;"><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;"></span></p>

<p class="MsoNormal" style="margin-top:4.0pt;margin-right:0cm;margin-bottom:2.0pt;margin-left:0cm;text-align:justify;"><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;"></span></p>

<p class="MsoNormal" style="margin-top:4.0pt;margin-right:0cm;margin-bottom:2.0pt;margin-left:0cm;text-align:justify;"><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;"></span></p>

<p class="MsoNormal" style="margin-top:4.0pt;margin-right:0cm;margin-bottom:2.0pt;margin-left:0cm;text-align:justify;"><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;"></span></p>

<p class="MsoNormal" style="margin-top:4.0pt;margin-right:0cm;margin-bottom:2.0pt;margin-left:0cm;text-align:justify;"><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;"></span></p>

<p class="MsoNormal" style="margin-top:4.0pt;margin-right:0cm;margin-bottom:2.0pt;margin-left:0cm;text-align:justify;"><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;"></span></p>

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  <p class="MsoNormal" style="line-height:normal"><img src="data:image/png;base64,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" alt="footer image" style="position:relative; width:62.5pt;height:11.5pt;visibility:visible;"></img></p>
  </td>
  <td style="width:13.0cm;background:#F2F2F2;padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:21.6pt">
  <p class="MsoNormal" style="text-align:center;line-height:normal"><span style="color:black;">Üzleti
  jelentés 2024</span><span style="font-size:11.0pt"></span></p>
  </td>
  <td style="width:4.0cm;background:#E30018;padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:21.6pt">
  <p class="MsoNormal" style="text-align:center;line-height:normal"><span style="font-size:10.0pt;color:white;">39</span><span style="font-size:10.0pt"></span></p>
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<p class="MsoHeader"><b><span> </span></b></p>

</div></div><div class="WordSection40">

<p class="MsoNormal" style="margin-top:4.0pt;margin-right:0cm;margin-bottom:2.0pt;margin-left:0cm;text-align:justify;"><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;">Az Igazgatóság az alábbi bizottságokat működteti (a tagságot és annak
kezdetét az alábbi táblázat szemlélteti), és osztja meg a különböző bizottságok
között a feladatokat:</span></p>

<table class="MsoNormalTable" title="6aa3740f-2b71-488d-98a0-012d0abf4a30" style="border:solid 0pt;border-collapse:collapse;border-spacing:0;;"><tbody>
 <tr style="height:4.6pt">
  <td style="width:125.05pt;border:solid windowtext 1.0pt;border-bottom:&#xD;&#xA;  none;&#xD;&#xA;  background:#44546A;padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:4.6pt">
  <p class="MsoNormal" style="text-align:center"><span style="font-size:6.0pt;line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:white">Név</span></p>
  </td>
  <td style="width:125.1pt;border-top:solid windowtext 1.0pt;&#xD;&#xA;  border-left:none;border-bottom:none;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  background:#44546A;padding:0cm 5.4pt 0cm 5.4pt;height:4.6pt">
  <p class="MsoNormal" style="text-align:center"><span style="font-size:6.0pt;line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:white">TJB</span></p>
  </td>
  <td style="width:125.1pt;border-top:solid windowtext 1.0pt;&#xD;&#xA;  border-left:none;border-bottom:none;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  background:#44546A;padding:0cm 5.4pt 0cm 5.4pt;height:4.6pt">
  <p class="MsoNormal" style="text-align:center"><span style="font-size:6.0pt;line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:white">PKB</span></p>
  </td>
  <td style="width:125.1pt;border-top:solid windowtext 1.0pt;&#xD;&#xA;  border-left:none;border-bottom:none;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  background:#44546A;padding:0cm 5.4pt 0cm 5.4pt;height:4.6pt">
  <p class="MsoNormal" style="text-align:center"><span style="font-size:6.0pt;line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:white">FFB</span></p>
  </td>
 </tr>
 <tr style="height:8.6pt">
  <td style="width:125.05pt;border:solid windowtext 1.0pt;padding:0cm 5.4pt 0cm 5.4pt;height:8.6pt">
  <p class="MsoNormal"><span style="font-size:6.0pt;line-height:1.310651;;font-family:  &quot;Calibri&quot;,sans-serif;color:black">Dr. Csányi
  Sándor</span></p>
  </td>
  <td style="width:125.1pt;border:solid windowtext 1.0pt;border-left:&#xD;&#xA;  none;&#xD;&#xA;  background:#D5DCE4;padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:8.6pt">
  <p class="MsoNormal" style="text-align:center"><span style="font-size:6.0pt;line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black">2000. november 17.</span></p>
  </td>
  <td style="vertical-align:bottom;width:125.1pt;border:solid windowtext 1.0pt;&#xD;&#xA;  border-left:none;padding:&#xD;&#xA;  0cm 5.4pt 0cm 5.4pt;height:8.6pt">
  <p class="MsoNormal"><span style="font-size:6.0pt;line-height:1.310651;;font-family:  &quot;Calibri&quot;,sans-serif;color:black"> </span></p>
  </td>
  <td style="vertical-align:bottom;width:125.1pt;border:solid windowtext 1.0pt;&#xD;&#xA;  border-left:none;padding:&#xD;&#xA;  0cm 5.4pt 0cm 5.4pt;height:8.6pt">
  <p class="MsoNormal"><span style="font-size:6.0pt;line-height:1.310651;;font-family:  &quot;Calibri&quot;,sans-serif;color:black"> </span></p>
  </td>
 </tr>
 <tr style="height:8.6pt">
  <td style="width:125.05pt;border:solid windowtext 1.0pt;border-top:&#xD;&#xA;  none;&#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:8.6pt">
  <p class="MsoNormal"><span style="font-size:6.0pt;line-height:1.310651;;font-family:  &quot;Calibri&quot;,sans-serif;color:black">Hernádi
  Zsolt</span></p>
  </td>
  <td style="width:125.1pt;border-top:none;border-left:none;&#xD;&#xA;  border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  background:#D5DCE4;padding:0cm 5.4pt 0cm 5.4pt;height:8.6pt">
  <p class="MsoNormal" style="text-align:center"><span style="font-size:6.0pt;line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black">2000. szeptember 8.</span></p>
  </td>
  <td style="vertical-align:bottom;width:125.1pt;border-top:none;&#xD;&#xA;  border-left:none;border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;height:8.6pt">
  <p class="MsoNormal"><span style="font-size:6.0pt;line-height:1.310651;;font-family:  &quot;Calibri&quot;,sans-serif;color:black"> </span></p>
  </td>
  <td style="vertical-align:bottom;width:125.1pt;border-top:none;&#xD;&#xA;  border-left:none;border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;height:8.6pt">
  <p class="MsoNormal"><span style="font-size:6.0pt;line-height:1.310651;;font-family:  &quot;Calibri&quot;,sans-serif;color:black"> </span></p>
  </td>
 </tr>
 <tr style="height:7.7pt">
  <td style="width:125.05pt;border:solid windowtext 1.0pt;border-top:&#xD;&#xA;  none;&#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:7.7pt">
  <p class="MsoNormal"><span style="font-size:6.0pt;line-height:1.310651;;font-family:  &quot;Calibri&quot;,sans-serif;color:black">Dr. Martin
  Roman</span></p>
  </td>
  <td style="width:125.1pt;border-top:none;border-left:none;&#xD;&#xA;  border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  background:#D5DCE4;padding:0cm 5.4pt 0cm 5.4pt;height:7.7pt">
  <p class="MsoNormal" style="text-align:center"><span style="font-size:6.0pt;line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black">2010. június 4.</span></p>
  </td>
  <td style="vertical-align:bottom;width:125.1pt;border-top:none;&#xD;&#xA;  border-left:none;border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;height:7.7pt">
  <p class="MsoNormal"><span style="font-size:6.0pt;line-height:1.310651;;font-family:  &quot;Calibri&quot;,sans-serif;color:black"> </span></p>
  </td>
  <td style="vertical-align:bottom;width:125.1pt;border-top:none;&#xD;&#xA;  border-left:none;border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;height:7.7pt">
  <p class="MsoNormal"><span style="font-size:6.0pt;line-height:1.310651;;font-family:  &quot;Calibri&quot;,sans-serif;color:black"> </span></p>
  </td>
 </tr>
 <tr style="height:7.7pt">
  <td style="width:125.05pt;border:solid windowtext 1.0pt;border-top:&#xD;&#xA;  none;&#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:7.7pt">
  <p class="MsoNormal"><span style="font-size:6.0pt;line-height:1.310651;;font-family:  &quot;Calibri&quot;,sans-serif;color:black">Dr. Anthony
  Radev</span></p>
  </td>
  <td style="width:125.1pt;border-top:none;border-left:none;&#xD;&#xA;  border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  background:#D5DCE4;padding:0cm 5.4pt 0cm 5.4pt;height:7.7pt">
  <p class="MsoNormal" style="text-align:center"><span style="font-size:6.0pt;line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black">2014. május 30.</span></p>
  </td>
  <td style="width:125.1pt;border-top:none;border-left:none;&#xD;&#xA;  border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  background:#D5DCE4;padding:0cm 5.4pt 0cm 5.4pt;height:7.7pt">
  <p class="MsoNormal" style="text-align:center"><span style="font-size:6.0pt;line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black">2014. május 30.</span></p>
  </td>
  <td style="vertical-align:bottom;width:125.1pt;border-top:none;&#xD;&#xA;  border-left:none;border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;height:7.7pt">
  <p class="MsoNormal"><span style="font-size:6.0pt;line-height:1.310651;;font-family:  &quot;Calibri&quot;,sans-serif;color:black"> </span></p>
  </td>
 </tr>
 <tr style="height:9.95pt">
  <td style="width:125.05pt;border:solid windowtext 1.0pt;border-top:&#xD;&#xA;  none;&#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:9.95pt">
  <p class="MsoNormal"><span style="font-size:6.0pt;line-height:1.310651;;font-family:  &quot;Calibri&quot;,sans-serif;color:black">Dr.
  Martonyi János</span></p>
  </td>
  <td style="width:125.1pt;border-top:none;border-left:none;&#xD;&#xA;  border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  background:#D5DCE4;padding:0cm 5.4pt 0cm 5.4pt;height:9.95pt">
  <p class="MsoNormal" style="text-align:center"><span style="font-size:6.0pt;line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black">2014. július 1.</span></p>
  </td>
  <td style="vertical-align:bottom;width:125.1pt;border-top:none;&#xD;&#xA;  border-left:none;border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;height:9.95pt">
  <p class="MsoNormal"><span style="font-size:6.0pt;line-height:1.310651;;font-family:  &quot;Calibri&quot;,sans-serif;color:black"> </span></p>
  </td>
  <td style="width:125.1pt;border-top:none;border-left:none;&#xD;&#xA;  border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  background:#D5DCE4;padding:0cm 5.4pt 0cm 5.4pt;height:9.95pt">
  <p class="MsoNormal" style="text-align:center"><span style="font-size:6.0pt;line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black">2014. július 1.*</span></p>
  </td>
 </tr>
 <tr style="height:10.85pt">
  <td style="width:125.05pt;border:solid windowtext 1.0pt;border-top:&#xD;&#xA;  none;&#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:10.85pt">
  <p class="MsoNormal"><span style="font-size:6.0pt;line-height:1.310651;;font-family:  &quot;Calibri&quot;,sans-serif;color:black">Járai
  Zsigmond</span></p>
  </td>
  <td style="vertical-align:bottom;width:125.1pt;border-top:none;&#xD;&#xA;  border-left:none;border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;height:10.85pt">
  <p class="MsoNormal"><span style="font-size:6.0pt;line-height:1.310651;;font-family:  &quot;Calibri&quot;,sans-serif;color:black"> </span></p>
  </td>
  <td style="width:125.1pt;border-top:none;border-left:none;&#xD;&#xA;  border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  background:#D5DCE4;padding:0cm 5.4pt 0cm 5.4pt;height:10.85pt">
  <p class="MsoNormal" style="text-align:center"><span style="font-size:6.0pt;line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black">2021. június 4.</span></p>
  </td>
  <td style="vertical-align:bottom;width:125.1pt;border-top:none;&#xD;&#xA;  border-left:none;border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;height:10.85pt">
  <p class="MsoNormal"><span style="font-size:6.0pt;line-height:1.310651;;font-family:  &quot;Calibri&quot;,sans-serif;color:black"> </span></p>
  </td>
 </tr>
 <tr style="height:10.85pt">
  <td style="width:125.05pt;border:solid windowtext 1.0pt;border-top:&#xD;&#xA;  none;&#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:10.85pt">
  <p class="MsoNormal"><span style="font-size:6.0pt;line-height:1.310651;;font-family:  &quot;Calibri&quot;,sans-serif;color:black">Dr. Parragh
  László</span></p>
  </td>
  <td style="vertical-align:bottom;width:125.1pt;border-top:none;&#xD;&#xA;  border-left:none;border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;height:10.85pt">
  <p class="MsoNormal"><span style="font-size:6.0pt;line-height:1.310651;;font-family:  &quot;Calibri&quot;,sans-serif;color:black"> </span></p>
  </td>
  <td style="width:125.1pt;border-top:none;border-left:none;&#xD;&#xA;  border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  background:#D5DCE4;padding:0cm 5.4pt 0cm 5.4pt;height:10.85pt">
  <p class="MsoNormal" style="text-align:center"><span style="font-size:6.0pt;line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black">2014. február 20.</span></p>
  </td>
  <td style="width:125.1pt;border-top:none;border-left:none;&#xD;&#xA;  border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  background:#D5DCE4;padding:0cm 5.4pt 0cm 5.4pt;height:10.85pt">
  <p class="MsoNormal" style="text-align:center"><span style="font-size:6.0pt;line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black">2014. május 30.</span></p>
  </td>
 </tr>
 <tr style="height:9.95pt">
  <td style="width:125.05pt;border:solid windowtext 1.0pt;border-top:&#xD;&#xA;  none;&#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:9.95pt">
  <p class="MsoNormal"><span style="font-size:6.0pt;line-height:1.310651;;font-family:  &quot;Calibri&quot;,sans-serif;color:black">Talal
  Al-Awfi, </span></p>
  </td>
  <td style="vertical-align:bottom;width:125.1pt;border-top:none;&#xD;&#xA;  border-left:none;border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;height:9.95pt">
  <p class="MsoNormal"><span style="font-size:6.0pt;line-height:1.310651;;font-family:  &quot;Calibri&quot;,sans-serif;color:black"> </span></p>
  </td>
  <td style="width:125.1pt;border-top:none;border-left:none;&#xD;&#xA;  border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  background:#D5DCE4;padding:0cm 5.4pt 0cm 5.4pt;height:9.95pt">
  <p class="MsoNormal" style="text-align:center"><span style="font-size:6.0pt;line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black">2019. május 30.</span></p>
  </td>
  <td style="vertical-align:bottom;width:125.1pt;border-top:none;&#xD;&#xA;  border-left:none;border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;height:9.95pt">
  <p class="MsoNormal"><span style="font-size:6.0pt;line-height:1.310651;;font-family:  &quot;Calibri&quot;,sans-serif;color:black"> </span></p>
  </td>
 </tr>
 <tr style="height:9.95pt">
  <td style="width:125.05pt;border:solid windowtext 1.0pt;border-top:&#xD;&#xA;  none;&#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;height:9.95pt">
  <p class="MsoNormal"><span style="font-size:6.0pt;line-height:1.310651;;font-family:  &quot;Calibri&quot;,sans-serif;color:black">Molnár
  József</span></p>
  </td>
  <td style="vertical-align:bottom;width:125.1pt;border-top:none;&#xD;&#xA;  border-left:none;border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  &#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;height:9.95pt">
  <p class="MsoNormal"><span style="font-size:6.0pt;line-height:1.310651;;font-family:  &quot;Calibri&quot;,sans-serif;color:black"> </span></p>
  </td>
  <td style="width:125.1pt;border-top:none;border-left:none;&#xD;&#xA;  border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  &#xD;&#xA;  background:#D6DCE4;padding:0cm 5.4pt 0cm 5.4pt;height:9.95pt">
  <p class="MsoNormal" style="text-align:center"><span style="font-size:6.0pt;line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black">2022. szeptember 8.</span></p>
  </td>
  <td style="width:125.1pt;border-top:none;border-left:none;&#xD;&#xA;  border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  &#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;height:9.95pt"></td>
 </tr>
 <tr style="height:9.95pt">
  <td style="width:125.05pt;border:solid windowtext 1.0pt;border-top:&#xD;&#xA;  none;&#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;height:9.95pt">
  <p class="MsoNormal"><span style="font-size:6.0pt;line-height:1.310651;;font-family:  &quot;Calibri&quot;,sans-serif;color:black">Dr. Bacsa
  György</span></p>
  </td>
  <td style="vertical-align:bottom;width:125.1pt;border-top:none;&#xD;&#xA;  border-left:none;border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  &#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;height:9.95pt">
  <p class="MsoNormal"><span style="font-size:6.0pt;line-height:1.310651;;font-family:  &quot;Calibri&quot;,sans-serif;color:black"></span></p>
  </td>
  <td style="vertical-align:bottom;width:125.1pt;border-top:none;&#xD;&#xA;  border-left:none;border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  &#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;height:9.95pt">
  <p class="MsoNormal"><span style="font-size:6.0pt;line-height:1.310651;;font-family:  &quot;Calibri&quot;,sans-serif;color:black"></span></p>
  </td>
  <td style="width:125.1pt;border-top:none;border-left:none;&#xD;&#xA;  border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  &#xD;&#xA;  background:#D5DCE4;padding:0cm 5.4pt 0cm 5.4pt;height:9.95pt">
  <p class="MsoNormal" style="text-align:center"><span style="font-size:6.0pt;line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black">2022. szeptember 8.</span></p>
  </td>
 </tr>
</tbody></table>

<p class="MsoNormal" style=""><span style="font-size:7.0pt;line-height:1.347398;;font-family:&quot;Calibri&quot;,sans-serif;color:black;">* Dr. Martonyi János mandátuma
2024. április 29-én lejárt.</span></p>

<p class="MsoNormal" style="margin-top:12.0pt;text-align:justify;"><b><span style="font-size:9.0pt;line-height:1.347398;;font-family:&quot;Calibri&quot;,sans-serif;text-transform:uppercase">Társaságirányítási
és Javadalmazási Bizottság (TJB)</span></b></p>

<p class="MsoNormal" style="margin-top:6.0pt;margin-right:0cm;margin-bottom:2.0pt;margin-left:0cm;text-align:justify;"><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;">A Bizottság <b>feladatai </b>közé tartozik a testületi tevékenység
elemzése, értékelése; az igazgatósági/felügyelő bizottsági tagsággal
kapcsolatos kérdések; a tulajdonosok (részvényesek) és Igazgatóság közötti
kapcsolattartás támogatása; az ügyrendi, szabályozási és etikai kérdések; a
vállalati folyamatok, eljárások, szervezeti megoldások, kompenzációs és
ösztönzési rendszerek áttekintése, javaslatok kidolgozása a legjobb gyakorlat
megvalósítására.</span><span style="font-size:10.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;"></span></p>

<p class="MsoNormal" style="margin-top:12.0pt;text-align:justify;"><b><span style="font-size:9.0pt;line-height:1.347398;;font-family:&quot;Calibri&quot;,sans-serif;text-transform:uppercase">Pénzügyi és
Kockázatkezelési Bizottság (PKB)</span></b></p>

<p class="MsoNormal" style="margin-top:6.0pt;margin-right:0cm;margin-bottom:2.0pt;margin-left:0cm;text-align:justify;"><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;">A Bizottság <b>feladatai </b>a pénzügyi és kapcsolódó jelentések
ellenőrzése; a belső ellenőrzési rendszer hatékonyságának figyelése; a
tervezés, az audit körének és eredményeinek ellenőrzése; a kockázatkezelési
rendszer figyelése; a társaság likviditási helyzetének, a pénzügyi és működési
kockázatoknak és azok kezelésének figyelemmel kísérése, az Enterprise Risk
Management (ERM) rendszer működésének felülvizsgálata; a külső auditor
függetlenségének és objektivitásának figyelemmel kísérése.</span><span style="font-size:10.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;"></span></p>

<p class="MsoNormal" style="margin-top:12.0pt;text-align:justify;"><b><span style="font-size:9.0pt;line-height:1.347398;;font-family:&quot;Calibri&quot;,sans-serif;text-transform:uppercase">Fenntartható
Fejlődés Bizottság (FFB)</span></b><b><span style="font-size:9.0pt;line-height:1.347398;;font-family:&quot;Calibri&quot;,sans-serif;text-transform:uppercase"></span></b></p>

<p class="MsoNormal" style="margin-top:6.0pt;margin-right:0cm;margin-bottom:2.0pt;margin-left:0cm;text-align:justify;"><a></a><a><span style="mso-bookmark:OLE_LINK1"><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;">A Bizottság <b>feladatai</b> az összes fenntartható fejlődéssel (FF)
kapcsolatos javaslat értékelése és véleményezése az Igazgatóság számára; az
FF-fel kapcsolatos valamennyi politika (pl. EBK, Etikai Kódex, stb.)
fejlesztésének és bevezetésének ellenőrzése; a MOL-csoport stratégiai FF
fókuszterületein elért eredmények felügyelete; az üzleti divíziók és
leányvállalatok FF teljesítményével kapcsolatos jelentéseinek bekérése és
megtárgyalása; a külső jelentések fenntarthatósággal kapcsolatos adatainak és
tartalmának felülvizsgálata. </span></span></a></p>

<p class="MsoNormal"><span style="mso-bookmark:OLE_LINK2"><span style="mso-bookmark:&#xD;&#xA;OLE_LINK1"><span style="font-size:5.0pt;line-height:1.310651;"><span> </span></span></span></span></p>

<span style="mso-bookmark:OLE_LINK1"></span><span style="mso-bookmark:OLE_LINK2"></span>

<p class="MsoNormal" style="margin-top:6.0pt;margin-right:0cm;margin-bottom:6.0pt;&#xD;&#xA;margin-left:18.0pt;text-indent:-18.0pt;"><a></a><a id="_Toc63341481"><span style="mso-bookmark:_Hlk62654371"><b><span style="font-size:9.0pt;line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;color:#E30018"><span>3.<span style="font:7.0pt &quot;Times New Roman&quot;">       
</span></span></span></b><b><span style="font-size:9.0pt;line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;color:#E30018;text-transform:uppercase">Az
igazgatóság, felügyelő bizottság és bizottságok adott időszakban megtartott
ülései számának ismertetése, a részvételi arány megadásával</span></b></span></a><span style="mso-bookmark:_Hlk62654371"><span style="font-size:11.0pt;line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;color:#E30018"></span></span></p>

<p class="MsoNormal" style="margin-top:6.0pt;margin-right:0cm;margin-bottom:2.0pt;margin-left:0cm;text-align:justify;"><span style="mso-bookmark:&#xD;&#xA;_Hlk62654371"><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;">2024-ben az Igazgatóság 6 ülést tartott,
95%-os átlagos részvételi arány mellett. A bizottsági üléseken való részvételt
a lenti táblázat foglalja össze.</span></span></p>

<table class="MsoNormalTable" title="3de96dd8-76a6-4b6e-b68e-720d16063ae9" style="border:solid 0pt;border-collapse:collapse;border-spacing:0;;"><tbody>
 <tr style="height:12.0pt">
  <td style="vertical-align:bottom;width:130.95pt;padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:12.0pt"><span style="mso-bookmark:_Hlk62654371"></span></td>
  
  <td colspan="2" style="vertical-align:bottom;width:89.55pt;border:&#xD;&#xA;  solid windowtext 1.0pt;background:#C00000;&#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;height:12.0pt">
  <p class="MsoNormal" style="text-align:center"><span style="mso-bookmark:_Hlk62654371"><span style="font-size:7.0pt;line-height:  1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:white">IG</span></span></p>
  </td>
  
  <td colspan="2" style="vertical-align:bottom;width:93.3pt;border:solid windowtext 1.0pt;&#xD;&#xA;  border-left:none;background:&#xD;&#xA;  #C00000;padding:0cm 5.4pt 0cm 5.4pt;height:12.0pt">
  <p class="MsoNormal" style="text-align:center"><span style="mso-bookmark:_Hlk62654371"><span style="font-size:7.0pt;line-height:  1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:white">TJB</span></span></p>
  </td>
  
  <td colspan="2" style="vertical-align:bottom;width:93.3pt;border:solid windowtext 1.0pt;&#xD;&#xA;  border-left:none;background:&#xD;&#xA;  #C00000;padding:0cm 5.4pt 0cm 5.4pt;height:12.0pt">
  <p class="MsoNormal" style="text-align:center"><span style="mso-bookmark:_Hlk62654371"><span style="font-size:7.0pt;line-height:  1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:white">PKB</span></span></p>
  </td>
  
  <td colspan="2" style="vertical-align:bottom;width:93.3pt;border:solid windowtext 1.0pt;&#xD;&#xA;  border-left:none;background:&#xD;&#xA;  #C00000;padding:0cm 5.4pt 0cm 5.4pt;height:12.0pt">
  <p class="MsoNormal" style="text-align:center"><span style="mso-bookmark:_Hlk62654371"><span style="font-size:7.0pt;line-height:  1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:white">FFB</span></span></p>
  </td>
  
 </tr>
 <tr style="height:17.95pt">
  <td style="width:130.95pt;border:solid windowtext 1.0pt;background:#44546A;padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:17.95pt">
  <p class="MsoNormal" style="text-align:center"><span style="mso-bookmark:_Hlk62654371"><span style="font-size:7.0pt;line-height:  1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:white">Név</span></span></p>
  </td>
  
  <td style="width:44.7pt;border-top:none;border-left:none;border-bottom:&#xD;&#xA;  solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;background:&#xD;&#xA;  #44546A;padding:0cm 5.4pt 0cm 5.4pt;height:17.95pt">
  <p class="MsoNormal" style="text-align:center"><span style="mso-bookmark:_Hlk62654371"><span style="font-size:7.0pt;line-height:  1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:white">Ülések száma</span></span></p>
  </td>
  
  <td style="width:44.85pt;border-top:none;border-left:none;&#xD;&#xA;  border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  background:#44546A;padding:0cm 5.4pt 0cm 5.4pt;height:17.95pt">
  <p class="MsoNormal" style="text-align:center"><span style="mso-bookmark:_Hlk62654371"><span style="font-size:7.0pt;line-height:  1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:white">Részvételi arány</span></span></p>
  </td>
  
  <td style="width:44.85pt;border-top:none;border-left:none;&#xD;&#xA;  border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  background:#44546A;padding:0cm 5.4pt 0cm 5.4pt;height:17.95pt">
  <p class="MsoNormal" style="text-align:center"><span style="mso-bookmark:_Hlk62654371"><span style="font-size:7.0pt;line-height:  1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:white">Ülések száma</span></span></p>
  </td>
  
  <td style="width:48.45pt;border-top:none;border-left:none;&#xD;&#xA;  border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  background:#44546A;padding:0cm 5.4pt 0cm 5.4pt;height:17.95pt">
  <p class="MsoNormal" style="text-align:center"><span style="mso-bookmark:_Hlk62654371"><span style="font-size:7.0pt;line-height:  1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:white">Részvételi arány</span></span></p>
  </td>
  
  <td style="width:44.85pt;border-top:none;border-left:none;&#xD;&#xA;  border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  background:#44546A;padding:0cm 5.4pt 0cm 5.4pt;height:17.95pt">
  <p class="MsoNormal" style="text-align:center"><span style="mso-bookmark:_Hlk62654371"><span style="font-size:7.0pt;line-height:  1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:white">Ülések száma</span></span></p>
  </td>
  
  <td style="width:48.45pt;border-top:none;border-left:none;&#xD;&#xA;  border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  background:#44546A;padding:0cm 5.4pt 0cm 5.4pt;height:17.95pt">
  <p class="MsoNormal" style="text-align:center"><span style="mso-bookmark:_Hlk62654371"><span style="font-size:7.0pt;line-height:  1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:white">Részvételi arány</span></span></p>
  </td>
  
  <td style="width:44.85pt;border-top:none;border-left:none;&#xD;&#xA;  border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  background:#44546A;padding:0cm 5.4pt 0cm 5.4pt;height:17.95pt">
  <p class="MsoNormal" style="text-align:center"><span style="mso-bookmark:_Hlk62654371"><span style="font-size:7.0pt;line-height:  1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:white">Ülések száma</span></span></p>
  </td>
  
  <td style="width:48.45pt;border-top:none;border-left:none;&#xD;&#xA;  border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  background:#44546A;padding:0cm 5.4pt 0cm 5.4pt;height:17.95pt">
  <p class="MsoNormal" style="text-align:center"><span style="mso-bookmark:_Hlk62654371"><span style="font-size:7.0pt;line-height:  1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:white">Részvételi arány</span></span></p>
  </td>
  
 </tr>
 <tr style="height:12.0pt">
  <td style="width:130.95pt;border-top:none;border-left:solid windowtext 1.0pt;&#xD;&#xA;  border-bottom:solid windowtext 1.0pt;border-right:none;padding:&#xD;&#xA;  0cm 5.4pt 0cm 5.4pt;height:12.0pt">
  <p class="MsoNormal"><span style="mso-bookmark:_Hlk62654371"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black">Hernádi Zsolt (Elnök)</span></span></p>
  </td>
  
  <td style="width:44.7pt;border:solid windowtext 1.0pt;border-top:&#xD;&#xA;  none;&#xD;&#xA;  background:#D6DCE4;padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:12.0pt">
  <p class="MsoNormal" style="text-align:center"><span style="mso-bookmark:_Hlk62654371"><span style="  line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;color:black">5</span></span></p>
  </td>
  
  <td style="width:44.85pt;border-top:none;border-left:none;&#xD;&#xA;  border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  background:#D6DCE4;padding:0cm 5.4pt 0cm 5.4pt;height:12.0pt">
  <p class="MsoNormal" style="text-align:center"><span style="mso-bookmark:_Hlk62654371"><span style="font-size:7.0pt;line-height:  1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black">83%</span></span><span style="mso-bookmark:_Hlk62654371"><span style="  line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;color:black"></span></span></p>
  </td>
  
  <td style="width:44.85pt;border-top:none;border-left:none;&#xD;&#xA;  border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  background:#D6DCE4;padding:0cm 5.4pt 0cm 5.4pt;height:12.0pt">
  <p class="MsoNormal" style="text-align:center"><span style="mso-bookmark:_Hlk62654371"><span style="font-size:7.0pt;line-height:  1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black">4</span></span><span style="mso-bookmark:_Hlk62654371"><span style="  line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;color:black"></span></span></p>
  </td>
  
  <td style="width:48.45pt;border-top:none;border-left:none;&#xD;&#xA;  border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  background:#D6DCE4;padding:0cm 5.4pt 0cm 5.4pt;height:12.0pt">
  <p class="MsoNormal" style="text-align:center"><span style="mso-bookmark:_Hlk62654371"><span style="font-size:7.0pt;line-height:  1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black">80%</span></span><span style="mso-bookmark:_Hlk62654371"><span style="  line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;color:black"></span></span></p>
  </td>
  
  <td style="width:44.85pt;border-top:none;border-left:none;&#xD;&#xA;  border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  background:white;padding:0cm 5.4pt 0cm 5.4pt;height:12.0pt">
  <p class="MsoNormal"><span style="mso-bookmark:_Hlk62654371"><span style="font-size:7.0pt;line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black"> </span></span><span style="mso-bookmark:_Hlk62654371"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black"></span></span></p>
  </td>
  
  <td style="width:48.45pt;border-top:none;border-left:none;&#xD;&#xA;  border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  background:white;padding:0cm 5.4pt 0cm 5.4pt;height:12.0pt">
  <p class="MsoNormal" style="text-align:center"><span style="mso-bookmark:_Hlk62654371"><span style="font-size:7.0pt;line-height:  1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black"> </span></span><span style="mso-bookmark:_Hlk62654371"><span style="  line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;color:black"></span></span></p>
  </td>
  
  <td style="width:44.85pt;border-top:none;border-left:none;&#xD;&#xA;  border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  background:white;padding:0cm 5.4pt 0cm 5.4pt;height:12.0pt">
  <p class="MsoNormal" style="text-align:center"><span style="mso-bookmark:_Hlk62654371"><span style="font-size:7.0pt;line-height:  1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black"> </span></span><span style="mso-bookmark:_Hlk62654371"><span style="  line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;color:black"></span></span></p>
  </td>
  
  <td style="width:48.45pt;border-top:none;border-left:none;&#xD;&#xA;  border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  background:white;padding:0cm 5.4pt 0cm 5.4pt;height:12.0pt">
  <p class="MsoNormal"><span style="mso-bookmark:_Hlk62654371"><span style="font-size:7.0pt;line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black"> </span></span><span style="mso-bookmark:_Hlk62654371"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black"></span></span></p>
  </td>
  
 </tr>
 <tr style="height:12.0pt">
  <td style="width:130.95pt;border-top:none;border-left:solid windowtext 1.0pt;&#xD;&#xA;  border-bottom:solid windowtext 1.0pt;border-right:none;padding:&#xD;&#xA;  0cm 5.4pt 0cm 5.4pt;height:12.0pt">
  <p class="MsoNormal"><span style="mso-bookmark:_Hlk62654371"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black">Dr. Csányi Sándor (Alelnök)</span></span></p>
  </td>
  
  <td style="width:44.7pt;border:solid windowtext 1.0pt;border-top:&#xD;&#xA;  none;&#xD;&#xA;  background:#D6DCE4;padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:12.0pt">
  <p class="MsoNormal" style="text-align:center"><span style="mso-bookmark:_Hlk62654371"><span style="  line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;color:black">5</span></span></p>
  </td>
  
  <td style="width:44.85pt;border-top:none;border-left:none;&#xD;&#xA;  border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  background:#D6DCE4;padding:0cm 5.4pt 0cm 5.4pt;height:12.0pt">
  <p class="MsoNormal" style="text-align:center"><span style="mso-bookmark:_Hlk62654371"><span style="font-size:7.0pt;line-height:  1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black">83%</span></span><span style="mso-bookmark:_Hlk62654371"><span style="  line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;color:black"></span></span></p>
  </td>
  
  <td style="width:44.85pt;border-top:none;border-left:none;&#xD;&#xA;  border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  background:#D6DCE4;padding:0cm 5.4pt 0cm 5.4pt;height:12.0pt">
  <p class="MsoNormal" style="text-align:center"><span style="mso-bookmark:_Hlk62654371"><span style="font-size:7.0pt;line-height:  1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black">5</span></span><span style="mso-bookmark:_Hlk62654371"><span style="  line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;color:black"></span></span></p>
  </td>
  
  <td style="width:48.45pt;border-top:none;border-left:none;&#xD;&#xA;  border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  background:#D6DCE4;padding:0cm 5.4pt 0cm 5.4pt;height:12.0pt">
  <p class="MsoNormal" style="text-align:center"><span style="mso-bookmark:_Hlk62654371"><span style="font-size:7.0pt;line-height:  1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black">100%</span></span><span style="mso-bookmark:_Hlk62654371"><span style="  line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;color:black"></span></span></p>
  </td>
  
  <td style="width:44.85pt;border-top:none;border-left:none;&#xD;&#xA;  border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  background:white;padding:0cm 5.4pt 0cm 5.4pt;height:12.0pt">
  <p class="MsoNormal"><span style="mso-bookmark:_Hlk62654371"><span style="font-size:7.0pt;line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black"> </span></span><span style="mso-bookmark:_Hlk62654371"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black"></span></span></p>
  </td>
  
  <td style="width:48.45pt;border-top:none;border-left:none;&#xD;&#xA;  border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  background:white;padding:0cm 5.4pt 0cm 5.4pt;height:12.0pt">
  <p class="MsoNormal" style="text-align:center"><span style="mso-bookmark:_Hlk62654371"><span style="font-size:7.0pt;line-height:  1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black"> </span></span><span style="mso-bookmark:_Hlk62654371"><span style="  line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;color:black"></span></span></p>
  </td>
  
  <td style="width:44.85pt;border-top:none;border-left:none;&#xD;&#xA;  border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  background:white;padding:0cm 5.4pt 0cm 5.4pt;height:12.0pt">
  <p class="MsoNormal" style="text-align:center"><span style="mso-bookmark:_Hlk62654371"><span style="font-size:7.0pt;line-height:  1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black"> </span></span><span style="mso-bookmark:_Hlk62654371"><span style="  line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;color:black"></span></span></p>
  </td>
  
  <td style="width:48.45pt;border-top:none;border-left:none;&#xD;&#xA;  border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  background:white;padding:0cm 5.4pt 0cm 5.4pt;height:12.0pt">
  <p class="MsoNormal"><span style="mso-bookmark:_Hlk62654371"><span style="font-size:7.0pt;line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black"> </span></span><span style="mso-bookmark:_Hlk62654371"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black"></span></span></p>
  </td>
  
 </tr>
 <tr style="height:12.0pt">
  <td style="width:130.95pt;border-top:none;border-left:solid windowtext 1.0pt;&#xD;&#xA;  border-bottom:solid windowtext 1.0pt;border-right:none;padding:&#xD;&#xA;  0cm 5.4pt 0cm 5.4pt;height:12.0pt">
  <p class="MsoNormal"><span style="mso-bookmark:_Hlk62654371"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black">Járai Zsigmond</span></span></p>
  </td>
  
  <td style="width:44.7pt;border:solid windowtext 1.0pt;border-top:&#xD;&#xA;  none;&#xD;&#xA;  background:#D6DCE4;padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:12.0pt">
  <p class="MsoNormal" style="text-align:center"><span style="mso-bookmark:_Hlk62654371"><span style="font-size:7.0pt;line-height:  1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black">6</span></span><span style="mso-bookmark:_Hlk62654371"><span style="  line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;color:black"></span></span></p>
  </td>
  
  <td style="width:44.85pt;border-top:none;border-left:none;&#xD;&#xA;  border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  background:#D6DCE4;padding:0cm 5.4pt 0cm 5.4pt;height:12.0pt">
  <p class="MsoNormal" style="text-align:center"><span style="mso-bookmark:_Hlk62654371"><span style="font-size:7.0pt;line-height:  1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black">100%</span></span><span style="mso-bookmark:_Hlk62654371"><span style="  line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;color:black"></span></span></p>
  </td>
  
  <td style="width:44.85pt;border-top:none;border-left:none;&#xD;&#xA;  border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  background:white;padding:0cm 5.4pt 0cm 5.4pt;height:12.0pt">
  <p class="MsoNormal"><span style="mso-bookmark:_Hlk62654371"><span style="font-size:7.0pt;line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black"> </span></span><span style="mso-bookmark:_Hlk62654371"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black"></span></span></p>
  </td>
  
  <td style="width:48.45pt;border-top:none;border-left:none;&#xD;&#xA;  border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  background:white;padding:0cm 5.4pt 0cm 5.4pt;height:12.0pt">
  <p class="MsoNormal"><span style="mso-bookmark:_Hlk62654371"><span style="font-size:7.0pt;line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black"> </span></span><span style="mso-bookmark:_Hlk62654371"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black"></span></span></p>
  </td>
  
  <td style="width:44.85pt;border-top:none;border-left:none;&#xD;&#xA;  border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  background:#D6DCE4;padding:0cm 5.4pt 0cm 5.4pt;height:12.0pt">
  <p class="MsoNormal" style="text-align:center"><span style="mso-bookmark:_Hlk62654371"><span style="font-size:7.0pt;line-height:  1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black">5</span></span><span style="mso-bookmark:_Hlk62654371"><span style="  line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;color:black"></span></span></p>
  </td>
  
  <td style="width:48.45pt;border-top:none;border-left:none;&#xD;&#xA;  border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  background:#D6DCE4;padding:0cm 5.4pt 0cm 5.4pt;height:12.0pt">
  <p class="MsoNormal" style="text-align:center"><span style="mso-bookmark:_Hlk62654371"><span style="font-size:7.0pt;line-height:  1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black">100%</span></span><span style="mso-bookmark:_Hlk62654371"><span style="  line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;color:black"></span></span></p>
  </td>
  
  <td style="width:44.85pt;border-top:none;border-left:none;&#xD;&#xA;  border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  background:white;padding:0cm 5.4pt 0cm 5.4pt;height:12.0pt">
  <p class="MsoNormal" style="text-align:center"><span style="mso-bookmark:_Hlk62654371"><span style="font-size:7.0pt;line-height:  1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black"> </span></span><span style="mso-bookmark:_Hlk62654371"><span style="  line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;color:black"></span></span></p>
  </td>
  
  <td style="width:48.45pt;border-top:none;border-left:none;&#xD;&#xA;  border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  background:white;padding:0cm 5.4pt 0cm 5.4pt;height:12.0pt">
  <p class="MsoNormal"><span style="mso-bookmark:_Hlk62654371"><span style="font-size:7.0pt;line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black"> </span></span><span style="mso-bookmark:_Hlk62654371"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black"></span></span></p>
  </td>
  
 </tr>
 <tr style="height:12.0pt">
  <td style="width:130.95pt;border-top:none;border-left:solid windowtext 1.0pt;&#xD;&#xA;  border-bottom:solid windowtext 1.0pt;border-right:none;padding:&#xD;&#xA;  0cm 5.4pt 0cm 5.4pt;height:12.0pt">
  <p class="MsoNormal"><span style="mso-bookmark:_Hlk62654371"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black">Dr. Martonyi János*</span></span></p>
  </td>
  
  <td style="width:44.7pt;border:solid windowtext 1.0pt;border-top:&#xD;&#xA;  none;&#xD;&#xA;  background:#D6DCE4;padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:12.0pt">
  <p class="MsoNormal" style="text-align:center"><span style="mso-bookmark:_Hlk62654371"><span style="  line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;color:black">2</span></span></p>
  </td>
  
  <td style="width:44.85pt;border-top:none;border-left:none;&#xD;&#xA;  border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  background:#D6DCE4;padding:0cm 5.4pt 0cm 5.4pt;height:12.0pt">
  <p class="MsoNormal" style="text-align:center"><span style="mso-bookmark:_Hlk62654371"><span style="font-size:7.0pt;line-height:  1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black">100%</span></span><span style="mso-bookmark:_Hlk62654371"><span style="  line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;color:black"></span></span></p>
  </td>
  
  <td style="width:44.85pt;border-top:none;border-left:none;&#xD;&#xA;  border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  background:#D6DCE4;padding:0cm 5.4pt 0cm 5.4pt;height:12.0pt">
  <p class="MsoNormal" style="text-align:center"><span style="mso-bookmark:_Hlk62654371"><span style="font-size:7.0pt;line-height:  1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black">2</span></span><span style="mso-bookmark:_Hlk62654371"><span style="  line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;color:black"></span></span></p>
  </td>
  
  <td style="width:48.45pt;border-top:none;border-left:none;&#xD;&#xA;  border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  background:#D6DCE4;padding:0cm 5.4pt 0cm 5.4pt;height:12.0pt">
  <p class="MsoNormal" style="text-align:center"><span style="mso-bookmark:_Hlk62654371"><span style="font-size:7.0pt;line-height:  1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black">100%</span></span><span style="mso-bookmark:_Hlk62654371"><span style="  line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;color:black"></span></span></p>
  </td>
  
  <td style="width:44.85pt;border-top:none;border-left:none;&#xD;&#xA;  border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  background:white;padding:0cm 5.4pt 0cm 5.4pt;height:12.0pt">
  <p class="MsoNormal"><span style="mso-bookmark:_Hlk62654371"><span style="font-size:7.0pt;line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black"> </span></span><span style="mso-bookmark:_Hlk62654371"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black"></span></span></p>
  </td>
  
  <td style="width:48.45pt;border-top:none;border-left:none;&#xD;&#xA;  border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  background:white;padding:0cm 5.4pt 0cm 5.4pt;height:12.0pt">
  <p class="MsoNormal" style="text-align:center"><span style="mso-bookmark:_Hlk62654371"><span style="font-size:7.0pt;line-height:  1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black"> </span></span><span style="mso-bookmark:_Hlk62654371"><span style="  line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;color:black"></span></span></p>
  </td>
  
  <td style="width:44.85pt;border-top:none;border-left:none;&#xD;&#xA;  border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  background:#D6DCE4;padding:0cm 5.4pt 0cm 5.4pt;height:12.0pt">
  <p class="MsoNormal" style="text-align:center"><span style="mso-bookmark:_Hlk62654371"><span style="font-size:7.0pt;line-height:  1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black">2</span></span><span style="mso-bookmark:_Hlk62654371"><span style="  line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;color:black"></span></span></p>
  </td>
  
  <td style="width:48.45pt;border-top:none;border-left:none;&#xD;&#xA;  border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  background:#D6DCE4;padding:0cm 5.4pt 0cm 5.4pt;height:12.0pt">
  <p class="MsoNormal" style="text-align:center"><span style="mso-bookmark:_Hlk62654371"><span style="font-size:7.0pt;line-height:  1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black">100%</span></span><span style="mso-bookmark:_Hlk62654371"><span style="  line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;color:black"></span></span></p>
  </td>
  
 </tr>
 <tr style="height:12.0pt">
  <td style="width:130.95pt;border-top:none;border-left:solid windowtext 1.0pt;&#xD;&#xA;  border-bottom:solid windowtext 1.0pt;border-right:none;padding:&#xD;&#xA;  0cm 5.4pt 0cm 5.4pt;height:12.0pt">
  <p class="MsoNormal"><span style="mso-bookmark:_Hlk62654371"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black">Molnár József*</span></span></p>
  </td>
  
  <td style="width:44.7pt;border:solid windowtext 1.0pt;border-top:&#xD;&#xA;  none;&#xD;&#xA;  background:#D6DCE4;padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:12.0pt">
  <p class="MsoNormal" style="text-align:center"><span style="mso-bookmark:_Hlk62654371"><span style="font-size:7.0pt;line-height:  1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black">6</span></span><span style="mso-bookmark:_Hlk62654371"><span style="  line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;color:black"></span></span></p>
  </td>
  
  <td style="width:44.85pt;border-top:none;border-left:none;&#xD;&#xA;  border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  background:#D6DCE4;padding:0cm 5.4pt 0cm 5.4pt;height:12.0pt">
  <p class="MsoNormal" style="text-align:center"><span style="mso-bookmark:_Hlk62654371"><span style="font-size:7.0pt;line-height:  1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black">100%</span></span><span style="mso-bookmark:_Hlk62654371"><span style="  line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;color:black"></span></span></p>
  </td>
  
  <td style="width:44.85pt;border-top:none;border-left:none;&#xD;&#xA;  border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  background:white;padding:0cm 5.4pt 0cm 5.4pt;height:12.0pt">
  <p class="MsoNormal"><span style="mso-bookmark:_Hlk62654371"><span style="font-size:7.0pt;line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black"> </span></span><span style="mso-bookmark:_Hlk62654371"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black"></span></span></p>
  </td>
  
  <td style="width:48.45pt;border-top:none;border-left:none;&#xD;&#xA;  border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  background:white;padding:0cm 5.4pt 0cm 5.4pt;height:12.0pt">
  <p class="MsoNormal"><span style="mso-bookmark:_Hlk62654371"><span style="font-size:7.0pt;line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black"> </span></span><span style="mso-bookmark:_Hlk62654371"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black"></span></span></p>
  </td>
  
  <td style="width:44.85pt;border-top:none;border-left:none;&#xD;&#xA;  border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  background:#D6DCE4;padding:0cm 5.4pt 0cm 5.4pt;height:12.0pt">
  <p class="MsoNormal" style="text-align:center"><span style="mso-bookmark:_Hlk62654371"><span style="font-size:7.0pt;line-height:  1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black">5</span></span><span style="mso-bookmark:_Hlk62654371"><span style="  line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;color:black"></span></span></p>
  </td>
  
  <td style="width:48.45pt;border-top:none;border-left:none;&#xD;&#xA;  border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  background:#D6DCE4;padding:0cm 5.4pt 0cm 5.4pt;height:12.0pt">
  <p class="MsoNormal" style="text-align:center"><span style="mso-bookmark:_Hlk62654371"><span style="font-size:7.0pt;line-height:  1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black">100% </span></span><span style="mso-bookmark:_Hlk62654371"><span style="  line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;color:black"></span></span></p>
  </td>
  
  <td style="width:44.85pt;border-top:none;border-left:none;&#xD;&#xA;  border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;height:12.0pt"><span style="mso-bookmark:_Hlk62654371"></span>
  <p class="MsoNormal" style="text-align:center"><span style="mso-bookmark:_Hlk62654371"><span style="  line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;color:black"></span></span></p>
  </td>
  
  <td style="width:48.45pt;border-top:none;border-left:none;&#xD;&#xA;  border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;height:12.0pt"><span style="mso-bookmark:_Hlk62654371"></span>
  <p class="MsoNormal" style="text-align:center"><span style="mso-bookmark:_Hlk62654371"><span style="  line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;color:black"></span></span></p>
  </td>
  
 </tr>
 <tr style="height:12.0pt">
  <td style="width:130.95pt;border-top:none;border-left:solid windowtext 1.0pt;&#xD;&#xA;  border-bottom:solid windowtext 1.0pt;border-right:none;padding:&#xD;&#xA;  0cm 5.4pt 0cm 5.4pt;height:12.0pt">
  <p class="MsoNormal"><span style="mso-bookmark:_Hlk62654371"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black">Dr. Parragh László</span></span></p>
  </td>
  
  <td style="width:44.7pt;border:solid windowtext 1.0pt;border-top:&#xD;&#xA;  none;&#xD;&#xA;  background:#D6DCE4;padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:12.0pt">
  <p class="MsoNormal" style="text-align:center"><span style="mso-bookmark:_Hlk62654371"><span style="  line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;color:black">5</span></span></p>
  </td>
  
  <td style="width:44.85pt;border-top:none;border-left:none;&#xD;&#xA;  border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  background:#D6DCE4;padding:0cm 5.4pt 0cm 5.4pt;height:12.0pt">
  <p class="MsoNormal" style="text-align:center"><span style="mso-bookmark:_Hlk62654371"><span style="font-size:7.0pt;line-height:  1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black">83%</span></span><span style="mso-bookmark:_Hlk62654371"><span style="  line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;color:black"></span></span></p>
  </td>
  
  <td style="width:44.85pt;border-top:none;border-left:none;&#xD;&#xA;  border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  background:white;padding:0cm 5.4pt 0cm 5.4pt;height:12.0pt">
  <p class="MsoNormal"><span style="mso-bookmark:_Hlk62654371"><span style="font-size:7.0pt;line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black"> </span></span><span style="mso-bookmark:_Hlk62654371"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black"></span></span></p>
  </td>
  
  <td style="width:48.45pt;border-top:none;border-left:none;&#xD;&#xA;  border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  background:white;padding:0cm 5.4pt 0cm 5.4pt;height:12.0pt">
  <p class="MsoNormal"><span style="mso-bookmark:_Hlk62654371"><span style="font-size:7.0pt;line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black"> </span></span><span style="mso-bookmark:_Hlk62654371"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black"></span></span></p>
  </td>
  
  <td style="width:44.85pt;border-top:none;border-left:none;&#xD;&#xA;  border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  background:#D6DCE4;padding:0cm 5.4pt 0cm 5.4pt;height:12.0pt">
  <p class="MsoNormal" style="text-align:center"><span style="mso-bookmark:_Hlk62654371"><span style="font-size:7.0pt;line-height:  1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black">5</span></span><span style="mso-bookmark:_Hlk62654371"><span style="  line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;color:black"></span></span></p>
  </td>
  
  <td style="width:48.45pt;border-top:none;border-left:none;&#xD;&#xA;  border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  background:#D6DCE4;padding:0cm 5.4pt 0cm 5.4pt;height:12.0pt">
  <p class="MsoNormal" style="text-align:center"><span style="mso-bookmark:_Hlk62654371"><span style="font-size:7.0pt;line-height:  1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black">100%</span></span><span style="mso-bookmark:_Hlk62654371"><span style="  line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;color:black"></span></span></p>
  </td>
  
  <td style="width:44.85pt;border-top:none;border-left:none;&#xD;&#xA;  border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  background:#D6DCE4;padding:0cm 5.4pt 0cm 5.4pt;height:12.0pt">
  <p class="MsoNormal" style="text-align:center"><span style="mso-bookmark:_Hlk62654371"><span style="font-size:7.0pt;line-height:  1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black">4</span></span><span style="mso-bookmark:_Hlk62654371"><span style="  line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;color:black"></span></span></p>
  </td>
  
  <td style="width:48.45pt;border-top:none;border-left:none;&#xD;&#xA;  border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  background:#D6DCE4;padding:0cm 5.4pt 0cm 5.4pt;height:12.0pt">
  <p class="MsoNormal" style="text-align:center"><span style="mso-bookmark:_Hlk62654371"><span style="font-size:7.0pt;line-height:  1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black">100%</span></span><span style="mso-bookmark:_Hlk62654371"><span style="  line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;color:black"></span></span></p>
  </td>
  
 </tr>
 <tr style="height:12.0pt">
  <td style="width:130.95pt;border-top:none;border-left:solid windowtext 1.0pt;&#xD;&#xA;  border-bottom:solid windowtext 1.0pt;border-right:none;padding:&#xD;&#xA;  0cm 5.4pt 0cm 5.4pt;height:12.0pt">
  <p class="MsoNormal"><span style="mso-bookmark:_Hlk62654371"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black">Dr. Anthony Radev</span></span></p>
  </td>
  
  <td style="width:44.7pt;border:solid windowtext 1.0pt;border-top:&#xD;&#xA;  none;&#xD;&#xA;  background:#D6DCE4;padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:12.0pt">
  <p class="MsoNormal" style="text-align:center"><span style="mso-bookmark:_Hlk62654371"><span style="font-size:7.0pt;line-height:  1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black">6</span></span><span style="mso-bookmark:_Hlk62654371"><span style="  line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;color:black"></span></span></p>
  </td>
  
  <td style="width:44.85pt;border-top:none;border-left:none;&#xD;&#xA;  border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  background:#D6DCE4;padding:0cm 5.4pt 0cm 5.4pt;height:12.0pt">
  <p class="MsoNormal" style="text-align:center"><span style="mso-bookmark:_Hlk62654371"><span style="font-size:7.0pt;line-height:  1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black">100%</span></span><span style="mso-bookmark:_Hlk62654371"><span style="  line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;color:black"></span></span></p>
  </td>
  
  <td style="width:44.85pt;border-top:none;border-left:none;&#xD;&#xA;  border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  background:#D6DCE4;padding:0cm 5.4pt 0cm 5.4pt;height:12.0pt">
  <p class="MsoNormal" style="text-align:center"><span style="mso-bookmark:_Hlk62654371"><span style="font-size:7.0pt;line-height:  1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black">5</span></span><span style="mso-bookmark:_Hlk62654371"><span style="  line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;color:black"></span></span></p>
  </td>
  
  <td style="width:48.45pt;border-top:none;border-left:none;&#xD;&#xA;  border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  background:#D6DCE4;padding:0cm 5.4pt 0cm 5.4pt;height:12.0pt">
  <p class="MsoNormal" style="text-align:center"><span style="mso-bookmark:_Hlk62654371"><span style="font-size:7.0pt;line-height:  1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black">100%</span></span><span style="mso-bookmark:_Hlk62654371"><span style="  line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;color:black"></span></span></p>
  </td>
  
  <td style="width:44.85pt;border-top:none;border-left:none;&#xD;&#xA;  border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  background:#D6DCE4;padding:0cm 5.4pt 0cm 5.4pt;height:12.0pt">
  <p class="MsoNormal" style="text-align:center"><span style="mso-bookmark:_Hlk62654371"><span style="font-size:7.0pt;line-height:  1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black">5</span></span><span style="mso-bookmark:_Hlk62654371"><span style="  line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;color:black"></span></span></p>
  </td>
  
  <td style="width:48.45pt;border-top:none;border-left:none;&#xD;&#xA;  border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  background:#D6DCE4;padding:0cm 5.4pt 0cm 5.4pt;height:12.0pt">
  <p class="MsoNormal" style="text-align:center"><span style="mso-bookmark:_Hlk62654371"><span style="font-size:7.0pt;line-height:  1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black">100%</span></span><span style="mso-bookmark:_Hlk62654371"><span style="  line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;color:black"></span></span></p>
  </td>
  
  <td style="width:44.85pt;border-top:none;border-left:none;&#xD;&#xA;  border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  background:#D6DCE4;padding:0cm 5.4pt 0cm 5.4pt;height:12.0pt">
  <p class="MsoNormal" style="text-align:center"><span style="mso-bookmark:_Hlk62654371"><span style="font-size:7.0pt;line-height:  1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black"> </span></span><span style="mso-bookmark:_Hlk62654371"><span style="  line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;color:black"></span></span></p>
  </td>
  
  <td style="width:48.45pt;border-top:none;border-left:none;&#xD;&#xA;  border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  background:#D6DCE4;padding:0cm 5.4pt 0cm 5.4pt;height:12.0pt">
  <p class="MsoNormal"><span style="mso-bookmark:_Hlk62654371"><span style="font-size:7.0pt;line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black"> </span></span><span style="mso-bookmark:_Hlk62654371"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black"></span></span></p>
  </td>
  
 </tr>
 <tr style="height:12.0pt">
  <td style="width:130.95pt;border-top:none;border-left:solid windowtext 1.0pt;&#xD;&#xA;  border-bottom:solid windowtext 1.0pt;border-right:none;padding:&#xD;&#xA;  0cm 5.4pt 0cm 5.4pt;height:12.0pt">
  <p class="MsoNormal"><span style="mso-bookmark:_Hlk62654371"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black">Dr. Martin Roman</span></span></p>
  </td>
  
  <td style="width:44.7pt;border:solid windowtext 1.0pt;border-top:&#xD;&#xA;  none;&#xD;&#xA;  background:#D6DCE4;padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:12.0pt">
  <p class="MsoNormal" style="text-align:center"><span style="mso-bookmark:_Hlk62654371"><span style="font-size:7.0pt;line-height:  1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black">6</span></span><span style="mso-bookmark:_Hlk62654371"><span style="  line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;color:black"></span></span></p>
  </td>
  
  <td style="width:44.85pt;border-top:none;border-left:none;&#xD;&#xA;  border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  background:#D6DCE4;padding:0cm 5.4pt 0cm 5.4pt;height:12.0pt">
  <p class="MsoNormal" style="text-align:center"><span style="mso-bookmark:_Hlk62654371"><span style="font-size:7.0pt;line-height:  1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black">100%</span></span><span style="mso-bookmark:_Hlk62654371"><span style="  line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;color:black"></span></span></p>
  </td>
  
  <td style="width:44.85pt;border-top:none;border-left:none;&#xD;&#xA;  border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  background:#D6DCE4;padding:0cm 5.4pt 0cm 5.4pt;height:12.0pt">
  <p class="MsoNormal" style="text-align:center"><span style="mso-bookmark:_Hlk62654371"><span style="font-size:7.0pt;line-height:  1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black">5</span></span><span style="mso-bookmark:_Hlk62654371"><span style="  line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;color:black"></span></span></p>
  </td>
  
  <td style="width:48.45pt;border-top:none;border-left:none;&#xD;&#xA;  border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  background:#D6DCE4;padding:0cm 5.4pt 0cm 5.4pt;height:12.0pt">
  <p class="MsoNormal" style="text-align:center"><span style="mso-bookmark:_Hlk62654371"><span style="font-size:7.0pt;line-height:  1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black">100%</span></span><span style="mso-bookmark:_Hlk62654371"><span style="  line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;color:black"></span></span></p>
  </td>
  
  <td style="width:44.85pt;border-top:none;border-left:none;&#xD;&#xA;  border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  background:white;padding:0cm 5.4pt 0cm 5.4pt;height:12.0pt">
  <p class="MsoNormal"><span style="mso-bookmark:_Hlk62654371"><span style="font-size:7.0pt;line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black"> </span></span><span style="mso-bookmark:_Hlk62654371"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black"></span></span></p>
  </td>
  
  <td style="width:48.45pt;border-top:none;border-left:none;&#xD;&#xA;  border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  background:white;padding:0cm 5.4pt 0cm 5.4pt;height:12.0pt">
  <p class="MsoNormal" style="text-align:center"><span style="mso-bookmark:_Hlk62654371"><span style="font-size:7.0pt;line-height:  1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black"> </span></span><span style="mso-bookmark:_Hlk62654371"><span style="  line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;color:black"></span></span></p>
  </td>
  
  <td style="width:44.85pt;border-top:none;border-left:none;&#xD;&#xA;  border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  background:white;padding:0cm 5.4pt 0cm 5.4pt;height:12.0pt">
  <p class="MsoNormal" style="text-align:center"><span style="mso-bookmark:_Hlk62654371"><span style="font-size:7.0pt;line-height:  1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black"> </span></span><span style="mso-bookmark:_Hlk62654371"><span style="  line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;color:black"></span></span></p>
  </td>
  
  <td style="width:48.45pt;border-top:none;border-left:none;&#xD;&#xA;  border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  background:white;padding:0cm 5.4pt 0cm 5.4pt;height:12.0pt">
  <p class="MsoNormal"><span style="mso-bookmark:_Hlk62654371"><span style="font-size:7.0pt;line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black"> </span></span><span style="mso-bookmark:_Hlk62654371"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black"></span></span></p>
  </td>
  
 </tr>
 <tr style="height:12.0pt">
  <td style="width:130.95pt;border-top:none;border-left:solid windowtext 1.0pt;&#xD;&#xA;  border-bottom:solid windowtext 1.0pt;border-right:none;padding:&#xD;&#xA;  0cm 5.4pt 0cm 5.4pt;height:12.0pt">
  <p class="MsoNormal"><span style="mso-bookmark:_Hlk62654371"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black">Talal Al-Awfi</span></span></p>
  </td>
  
  <td style="width:44.7pt;border:solid windowtext 1.0pt;border-top:&#xD;&#xA;  none;&#xD;&#xA;  background:#D6DCE4;padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:12.0pt">
  <p class="MsoNormal" style="text-align:center"><span style="mso-bookmark:_Hlk62654371"><span style="font-size:7.0pt;line-height:  1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black">5</span></span><span style="mso-bookmark:_Hlk62654371"><span style="  line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;color:black"></span></span></p>
  </td>
  
  <td style="width:44.85pt;border-top:none;border-left:none;&#xD;&#xA;  border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  background:#D6DCE4;padding:0cm 5.4pt 0cm 5.4pt;height:12.0pt">
  <p class="MsoNormal" style="text-align:center"><span style="mso-bookmark:_Hlk62654371"><span style="font-size:7.0pt;line-height:  1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black">83%</span></span><span style="mso-bookmark:_Hlk62654371"><span style="  line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;color:black"></span></span></p>
  </td>
  
  <td style="width:44.85pt;border-top:none;border-left:none;&#xD;&#xA;  border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  background:white;padding:0cm 5.4pt 0cm 5.4pt;height:12.0pt">
  <p class="MsoNormal"><span style="mso-bookmark:_Hlk62654371"><span style="font-size:7.0pt;line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black"> </span></span><span style="mso-bookmark:_Hlk62654371"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black"></span></span></p>
  </td>
  
  <td style="width:48.45pt;border-top:none;border-left:none;&#xD;&#xA;  border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  background:white;padding:0cm 5.4pt 0cm 5.4pt;height:12.0pt">
  <p class="MsoNormal"><span style="mso-bookmark:_Hlk62654371"><span style="font-size:7.0pt;line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black"> </span></span><span style="mso-bookmark:_Hlk62654371"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black"></span></span></p>
  </td>
  
  <td style="width:44.85pt;border-top:none;border-left:none;&#xD;&#xA;  border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  background:#D6DCE4;padding:0cm 5.4pt 0cm 5.4pt;height:12.0pt">
  <p class="MsoNormal" style="text-align:center"><span style="mso-bookmark:_Hlk62654371"><span style="font-size:7.0pt;line-height:  1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black">5</span></span><span style="mso-bookmark:_Hlk62654371"><span style="  line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;color:black"></span></span></p>
  </td>
  
  <td style="width:48.45pt;border-top:none;border-left:none;&#xD;&#xA;  border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  background:#D6DCE4;padding:0cm 5.4pt 0cm 5.4pt;height:12.0pt">
  <p class="MsoNormal" style="text-align:center"><span style="mso-bookmark:_Hlk62654371"><span style="font-size:7.0pt;line-height:  1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black">100%</span></span><span style="mso-bookmark:_Hlk62654371"><span style="  line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;color:black"></span></span></p>
  </td>
  
  <td style="width:44.85pt;border-top:none;border-left:none;&#xD;&#xA;  border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  background:white;padding:0cm 5.4pt 0cm 5.4pt;height:12.0pt">
  <p class="MsoNormal" style="text-align:center"><span style="mso-bookmark:_Hlk62654371"><span style="font-size:7.0pt;line-height:  1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black"> 2</span></span><span style="mso-bookmark:_Hlk62654371"><span style="  line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;color:black"></span></span></p>
  </td>
  
  <td style="width:48.45pt;border-top:none;border-left:none;&#xD;&#xA;  border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  background:white;padding:0cm 5.4pt 0cm 5.4pt;height:12.0pt">
  <p class="MsoNormal"><span style="mso-bookmark:_Hlk62654371"><span style="font-size:7.0pt;line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black">100%</span></span><span style="mso-bookmark:_Hlk62654371"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black"></span></span></p>
  </td>
  
 </tr>
 <tr style="height:12.0pt">
  <td style="width:130.95pt;border-top:none;border-left:solid windowtext 1.0pt;&#xD;&#xA;  border-bottom:solid windowtext 1.0pt;border-right:none;padding:&#xD;&#xA;  0cm 5.4pt 0cm 5.4pt;height:12.0pt">
  <p class="MsoNormal"><span style="mso-bookmark:_Hlk62654371"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black">0JUDr. Világi Oszkár</span></span></p>
  </td>
  
  <td style="width:44.7pt;border:solid windowtext 1.0pt;border-top:&#xD;&#xA;  none;&#xD;&#xA;  background:#D6DCE4;padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:12.0pt">
  <p class="MsoNormal" style="text-align:center"><span style="mso-bookmark:_Hlk62654371"><span style="font-size:7.0pt;line-height:  1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black">6</span></span><span style="mso-bookmark:_Hlk62654371"><span style="  line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;color:black"></span></span></p>
  </td>
  
  <td style="width:44.85pt;border-top:none;border-left:none;&#xD;&#xA;  border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  background:#D6DCE4;padding:0cm 5.4pt 0cm 5.4pt;height:12.0pt">
  <p class="MsoNormal" style="text-align:center"><span style="mso-bookmark:_Hlk62654371"><span style="font-size:7.0pt;line-height:  1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black">100%</span></span><span style="mso-bookmark:_Hlk62654371"><span style="  line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;color:black"></span></span></p>
  </td>
  
  <td style="width:44.85pt;border-top:none;border-left:none;&#xD;&#xA;  border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  background:white;padding:0cm 5.4pt 0cm 5.4pt;height:12.0pt">
  <p class="MsoNormal"><span style="mso-bookmark:_Hlk62654371"><span style="font-size:7.0pt;line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black"> </span></span><span style="mso-bookmark:_Hlk62654371"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black"></span></span></p>
  </td>
  
  <td style="width:48.45pt;border-top:none;border-left:none;&#xD;&#xA;  border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  background:white;padding:0cm 5.4pt 0cm 5.4pt;height:12.0pt">
  <p class="MsoNormal"><span style="mso-bookmark:_Hlk62654371"><span style="font-size:7.0pt;line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black"> </span></span><span style="mso-bookmark:_Hlk62654371"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black"></span></span></p>
  </td>
  
  <td style="width:44.85pt;border-top:none;border-left:none;&#xD;&#xA;  border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  background:white;padding:0cm 5.4pt 0cm 5.4pt;height:12.0pt">
  <p class="MsoNormal"><span style="mso-bookmark:_Hlk62654371"><span style="font-size:7.0pt;line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black"> </span></span><span style="mso-bookmark:_Hlk62654371"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black"></span></span></p>
  </td>
  
  <td style="width:48.45pt;border-top:none;border-left:none;&#xD;&#xA;  border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  background:white;padding:0cm 5.4pt 0cm 5.4pt;height:12.0pt">
  <p class="MsoNormal" style="text-align:center"><span style="mso-bookmark:_Hlk62654371"><span style="font-size:7.0pt;line-height:  1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black"> </span></span><span style="mso-bookmark:_Hlk62654371"><span style="  line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;color:black"></span></span></p>
  </td>
  
  <td style="width:44.85pt;border-top:none;border-left:none;&#xD;&#xA;  border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  background:white;padding:0cm 5.4pt 0cm 5.4pt;height:12.0pt">
  <p class="MsoNormal" style="text-align:center"><span style="mso-bookmark:_Hlk62654371"><span style="font-size:7.0pt;line-height:  1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black"> </span></span><span style="mso-bookmark:_Hlk62654371"><span style="  line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;color:black"></span></span></p>
  </td>
  
  <td style="width:48.45pt;border-top:none;border-left:none;&#xD;&#xA;  border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  background:white;padding:0cm 5.4pt 0cm 5.4pt;height:12.0pt">
  <p class="MsoNormal"><span style="mso-bookmark:_Hlk62654371"><span style="font-size:7.0pt;line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black"> </span></span><span style="mso-bookmark:_Hlk62654371"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black"></span></span></p>
  </td>
  
 </tr>
 <tr style="height:12.0pt">
  <td style="vertical-align:bottom;width:130.95pt;border-top:none;&#xD;&#xA;  border-left:solid windowtext 1.0pt;border-bottom:solid windowtext 1.0pt;&#xD;&#xA;  border-right:none;padding:0cm 5.4pt 0cm 5.4pt;height:12.0pt">
  <p class="MsoNormal"><span style="mso-bookmark:_Hlk62654371"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black">Dr. Bacsa György</span></span><span style="mso-bookmark:_Hlk62654371"><span style="font-size:7.0pt;line-height:  1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black"></span></span></p>
  </td>
  
  <td style="width:44.7pt;border:solid windowtext 1.0pt;border-top:&#xD;&#xA;  none;&#xD;&#xA;  background:#D6DCE4;padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:12.0pt">
  <p class="MsoNormal" style="text-align:center"><span style="mso-bookmark:_Hlk62654371"><span style="font-size:7.0pt;line-height:  1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black">6</span></span><span style="mso-bookmark:_Hlk62654371"><span style="font-size:7.0pt;line-height:  1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:white"></span></span></p>
  </td>
  
  <td style="width:44.85pt;border-top:none;border-left:none;&#xD;&#xA;  border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  background:#D6DCE4;padding:0cm 5.4pt 0cm 5.4pt;height:12.0pt">
  <p class="MsoNormal" style="text-align:center"><span style="mso-bookmark:_Hlk62654371"><span style="font-size:7.0pt;line-height:  1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black">100%</span></span><span style="mso-bookmark:_Hlk62654371"><span style="font-size:7.0pt;line-height:  1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:white"></span></span></p>
  </td>
  
  <td style="width:44.85pt;border-top:none;border-left:none;&#xD;&#xA;  border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;height:12.0pt"><span style="mso-bookmark:_Hlk62654371"></span>
  <p class="MsoNormal" style="text-align:center"><span style="mso-bookmark:_Hlk62654371"><span style="font-size:7.0pt;line-height:  1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:white"></span></span></p>
  </td>
  
  <td style="width:48.45pt;border-top:none;border-left:none;&#xD;&#xA;  border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;height:12.0pt"><span style="mso-bookmark:_Hlk62654371"></span>
  <p class="MsoNormal" style="text-align:center"><span style="mso-bookmark:_Hlk62654371"><span style="font-size:7.0pt;line-height:  1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:white"></span></span></p>
  </td>
  
  <td style="width:44.85pt;border-top:none;border-left:none;&#xD;&#xA;  border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;height:12.0pt"><span style="mso-bookmark:_Hlk62654371"></span>
  <p class="MsoNormal" style="text-align:center"><span style="mso-bookmark:_Hlk62654371"><span style="font-size:7.0pt;line-height:  1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:white"></span></span></p>
  </td>
  
  <td style="width:48.45pt;border-top:none;border-left:none;&#xD;&#xA;  border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;height:12.0pt"><span style="mso-bookmark:_Hlk62654371"></span>
  <p class="MsoNormal" style="text-align:center"><span style="mso-bookmark:_Hlk62654371"><span style="font-size:7.0pt;line-height:  1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:white"></span></span></p>
  </td>
  
  <td style="width:44.85pt;border-top:none;border-left:none;&#xD;&#xA;  border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  background:#D6DCE4;padding:0cm 5.4pt 0cm 5.4pt;height:12.0pt">
  <p class="MsoNormal" style="text-align:center"><span style="mso-bookmark:_Hlk62654371"><span style="font-size:7.0pt;line-height:  1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black">4</span></span><span style="mso-bookmark:_Hlk62654371"><span style="font-size:7.0pt;line-height:  1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:white"></span></span></p>
  </td>
  
  <td style="width:48.45pt;border-top:none;border-left:none;&#xD;&#xA;  border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  background:#D6DCE4;padding:0cm 5.4pt 0cm 5.4pt;height:12.0pt">
  <p class="MsoNormal" style="text-align:center"><span style="mso-bookmark:_Hlk62654371"><span style="font-size:7.0pt;line-height:  1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black">100%</span></span><span style="mso-bookmark:_Hlk62654371"><span style="font-size:7.0pt;line-height:  1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:white"></span></span></p>
  </td>
  
 </tr>
 <tr style="height:12.0pt">
  <td style="width:130.95pt;border:none;padding:0cm 5.4pt 0cm 5.4pt;height:12.0pt"><span style="mso-bookmark:_Hlk62654371"></span></td>
  
  <td style="width:44.7pt;border:solid windowtext 1.0pt;border-top:&#xD;&#xA;  none;&#xD;&#xA;  background:#44546A;padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:12.0pt">
  <p class="MsoNormal" style="text-align:center"><span style="mso-bookmark:_Hlk62654371"><span style="font-size:7.0pt;line-height:  1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:white">6</span></span><span style="mso-bookmark:_Hlk62654371"><span style="font-size:7.0pt;line-height:  1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:white"></span></span></p>
  </td>
  
  <td style="width:44.85pt;border-top:none;border-left:none;&#xD;&#xA;  border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  background:#44546A;padding:0cm 5.4pt 0cm 5.4pt;height:12.0pt">
  <p class="MsoNormal" style="text-align:center"><span style="mso-bookmark:_Hlk62654371"><span style="font-size:7.0pt;line-height:  1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:white">95%</span></span><span style="mso-bookmark:_Hlk62654371"><span style="font-size:7.0pt;line-height:  1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:white"></span></span></p>
  </td>
  
  <td style="width:44.85pt;border-top:none;border-left:none;&#xD;&#xA;  border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  background:#44546A;padding:0cm 5.4pt 0cm 5.4pt;height:12.0pt">
  <p class="MsoNormal" style="text-align:center"><span style="mso-bookmark:_Hlk62654371"><span style="font-size:7.0pt;line-height:  1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:white">5</span></span><span style="mso-bookmark:_Hlk62654371"><span style="font-size:7.0pt;line-height:  1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:white"></span></span></p>
  </td>
  
  <td style="width:48.45pt;border-top:none;border-left:none;&#xD;&#xA;  border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  background:#44546A;padding:0cm 5.4pt 0cm 5.4pt;height:12.0pt">
  <p class="MsoNormal" style="text-align:center"><span style="mso-bookmark:_Hlk62654371"><span style="font-size:7.0pt;line-height:  1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:white">96%</span></span><span style="mso-bookmark:_Hlk62654371"><span style="font-size:7.0pt;line-height:  1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:white"></span></span></p>
  </td>
  
  <td style="width:44.85pt;border-top:none;border-left:none;&#xD;&#xA;  border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  background:#44546A;padding:0cm 5.4pt 0cm 5.4pt;height:12.0pt">
  <p class="MsoNormal" style="text-align:center"><span style="mso-bookmark:_Hlk62654371"><span style="font-size:7.0pt;line-height:  1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:white">5</span></span><span style="mso-bookmark:_Hlk62654371"><span style="font-size:7.0pt;line-height:  1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:white"></span></span></p>
  </td>
  
  <td style="width:48.45pt;border-top:none;border-left:none;&#xD;&#xA;  border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  background:#44546A;padding:0cm 5.4pt 0cm 5.4pt;height:12.0pt">
  <p class="MsoNormal" style="text-align:center"><span style="mso-bookmark:_Hlk62654371"><span style="font-size:7.0pt;line-height:  1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:white">100%</span></span><span style="mso-bookmark:_Hlk62654371"><span style="font-size:7.0pt;line-height:  1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:white"></span></span></p>
  </td>
  
  <td style="width:44.85pt;border-top:none;border-left:none;&#xD;&#xA;  border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  background:#44546A;padding:0cm 5.4pt 0cm 5.4pt;height:12.0pt">
  <p class="MsoNormal" style="text-align:center"><span style="mso-bookmark:_Hlk62654371"><span style="font-size:7.0pt;line-height:  1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:white">4</span></span><span style="mso-bookmark:_Hlk62654371"><span style="font-size:7.0pt;line-height:  1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:white"></span></span></p>
  </td>
  
  <td style="width:48.45pt;border-top:none;border-left:none;&#xD;&#xA;  border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  background:#44546A;padding:0cm 5.4pt 0cm 5.4pt;height:12.0pt">
  <p class="MsoNormal" style="text-align:center"><span style="mso-bookmark:_Hlk62654371"><span style="font-size:7.0pt;line-height:  1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:white">100%</span></span><span style="mso-bookmark:_Hlk62654371"><span style="font-size:7.0pt;line-height:  1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:white"></span></span></p>
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  <p class="MsoNormal" style="text-align:center;line-height:normal"><span style="color:black;">Üzleti
  jelentés 2024</span><span style="font-size:11.0pt"></span></p>
  </td>
  <td style="width:4.0cm;background:#E30018;padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:21.6pt">
  <p class="MsoNormal" style="text-align:center;line-height:normal"><span style="font-size:10.0pt;color:white;">40</span><span style="font-size:10.0pt"></span></p>
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<p class="MsoHeader"><b><span> </span></b></p>

</div></div><div class="WordSection41">

<p class="MsoNormal" style="margin-top:6.0pt;margin-right:0cm;margin-bottom:2.0pt;margin-left:0cm;text-align:justify;"><span style="mso-bookmark:&#xD;&#xA;_Hlk62654371"><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;">A rendszeres napirendi pontok mellett –
úgymint a bizottsági elnökök beszámolója a legutóbbi igazgatósági ülés óta
végzett tevékenységekről –, az<b> Igazgatóság</b> információt kapott a
kulcsfontosságú stratégiai ügyekről, valamint áttekintést a tőkepiaci
fejleményekről, és egyedileg értékelte a vállalat valamennyi üzleti egységének
teljesítményét. Az Igazgatóság továbbra is figyelmet fordított az iparági
trendek nyomon követésére, a külső környezet kihívásainak kezelésére, a
járványügyi helyzet előidézte pénzügyi és működési kihívásokra, valamint a
stratégia felülvizsgálati folyamatra. </span></span></p>

<p class="MsoNormal" style="margin-top:6.0pt;margin-right:0cm;margin-bottom:2.0pt;margin-left:0cm;text-align:justify;"><span style="mso-bookmark:&#xD;&#xA;_Hlk62654371"><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;">2024-ben a <b>Társaságirányítási és
Javadalmazási Bizottság</b> 5 ülést tartott, 96%-os átlagos részvételi arány
mellett. A társaságirányítási, javadalmazási és a menedzsment összetételével
kapcsolatos kérdések mellett a bizottság számos kulcsfontosságú stratégiai és
az elért teljesítményekkel kapcsolatos témát megvitatott, mielőtt azok az
Igazgatóságnak megtárgyalás céljából bemutatásra kerültek.</span></span></p>

<p class="MsoNormal" style="margin-top:6.0pt;margin-right:0cm;margin-bottom:2.0pt;margin-left:0cm;text-align:justify;"><span style="mso-bookmark:&#xD;&#xA;_Hlk62654371"><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;">2024-ben a <b>Pénzügyi és Kockázatkezelési
Bizottság</b> 5 ülést tartott, 100%-os átlagos részvételi arány mellett. A
rendszeres napirendi pontok mellett – beleértve az összes nyilvános pénzügyi
beszámoló vizsgálatát, a könyvvizsgáló munkájának támogatását, valamint a belső
audit rendszeres ellenőrzését – a bizottság áttekintette a vállalat legfőbb
kockázati faktorait, figyelembe véve a megváltozott nemzetközi pénzügyi
helyzetet, valamint ezen faktorokhoz rendelt kockázatkezelő akciók
státuszjelentéseit.</span></span><span style="mso-bookmark:_Hlk62654371"><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Molgroup Black&quot;;color:black"></span></span></p>

<p class="MsoNormal" style="margin-top:6.0pt;margin-right:0cm;margin-bottom:2.0pt;margin-left:0cm;text-align:justify;background:white"><span style="mso-bookmark:_Hlk62654371"><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;color:black;">2024-ben
a <b>Fenntartható Fejlődés Bizottság</b> 4 ülést tartott, 100%-os átlagos
részvételi arány mellett.</span></span><a id="_Toc63170852"><span style="mso-bookmark:_Hlk62654371"><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;color:black;"> A bizottság
értékelte a 2023. évi fenntarthatósági vonatkozású tevékenysége eredményeit. A
bizottság véleményezte a Fenntarthatósági jelentést és a kiválasztott üzleti
egységek által benyújtott tematikus jelentéseket, valamint a MOL Csoport
fenntarthatósági teljesítményéről készült független elemzések eredményeit is
áttekintette.</span></span></a><span style="mso-bookmark:_Hlk62654371"></span><span style="mso-bookmark:_Hlk62654371"><b><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;"></span></b></span></p>

<p class="MsoNormal" style="margin-top:12.0pt;margin-right:0cm;margin-bottom:&#xD;&#xA;8.0pt;margin-left:18.0pt;text-indent:-18.0pt;"><span style="mso-bookmark:_Hlk62654371"><b><span style="font-size:9.0pt;line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;color:#E30018;text-transform:uppercase"><span style="display:inline-block; text-indent:0pt; min-width:18.0pt;">4.<span style="font:7.0pt &quot;Times New Roman&quot;">       
</span></span></span></b><b><span style="font-size:9.0pt;line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;color:#E30018;text-transform:uppercase">A
FELüGYELŐ BIZOTTSÁG ÉS AZ AUDIT BIZOTTSÁG BEMUTATÁSA</span></b></span></p>



<p class="MsoNormal" style="margin-top:6.0pt;margin-right:0cm;margin-bottom:2.0pt;margin-left:0cm;text-align:justify;"><span style="mso-bookmark:&#xD;&#xA;_Hlk62654371"><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;">A Felügyelő Bizottság a részvényesek
(közgyűlés) megbízásából ellenőrzi a Társaság ügyvezetését ellátó
Igazgatóságot. A Felügyelő Bizottság tagjait a közgyűlés választja meg
határozott időre, de legfeljebb 5 évre. A testület jelenleg tizenkét főből áll.
A Ptk. értelmében a testületben a munkavállalói oldalt a Felügyelő Bizottság
1/3-ának kell képviselni, így a MOL Felügyelő Bizottságában jelenleg öt fő
képviseli a munkavállalókat és hét fő a tulajdonosok által megbízott külső
személy.</span></span><span style="mso-bookmark:_Hlk62654371"><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Molgroup Black&quot;;color:black"></span></span></p>

<p class="MsoNormal" style="margin-top:6.0pt;margin-right:0cm;margin-bottom:2.0pt;margin-left:0cm;text-align:justify;"><span style="mso-bookmark:&#xD;&#xA;_Hlk62654371"><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;">A Felügyelő Bizottság és az Audit Bizottság
tagjai és függetlenségi státuszuk:</span></span><span style="mso-bookmark:_Hlk62654371"><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Molgroup Black&quot;;color:black"></span></span></p>

<table class="MsoNormalTable" title="7c5fe30b-0de9-405a-b3da-5115d3ffd101" style="border:solid 0pt;border-collapse:collapse;border-spacing:0;;"><tbody>
 <tr style="height:12.2pt">
  <td style="vertical-align:bottom;width:146.7pt;padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:12.2pt"><span style="mso-bookmark:_Hlk62654371"></span></td>
  
  <td style="vertical-align:bottom;width:85.9pt;border:none;&#xD;&#xA;  border-right:solid windowtext 1.0pt;&#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;height:12.2pt"><span style="mso-bookmark:_Hlk62654371"></span></td>
  
  <td colspan="2" style="width:121.1pt;border:solid windowtext 1.0pt;&#xD;&#xA;  border-left:none;background:#44546A;padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:12.2pt">
  <p class="MsoNormal" style="text-align:center"><span style="mso-bookmark:_Hlk62654371"><span style="  line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;color:white">FELÜGYELŐ BIZOTTSÁG</span></span></p>
  </td>
  
  <td colspan="2" style="width:146.9pt;border:solid windowtext 1.0pt;&#xD;&#xA;  border-left:none;background:#44546A;padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:12.2pt">
  <p class="MsoNormal" style="text-align:center"><span style="mso-bookmark:_Hlk62654371"><span style="  line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;color:white">AUDIT BIZOTTSÁG</span></span></p>
  </td>
  
 </tr>
 <tr style="height:18.95pt">
  <td style="width:146.7pt;border:solid windowtext 1.0pt;background:#44546A;padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:18.95pt">
  <p class="MsoNormal"><span style="mso-bookmark:_Hlk62654371"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:white">Name</span></span></p>
  </td>
  
  <td style="width:85.9pt;border:solid windowtext 1.0pt;border-left:&#xD;&#xA;  none;&#xD;&#xA;  background:#44546A;padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:18.95pt">
  <p class="MsoNormal"><span style="mso-bookmark:_Hlk62654371"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:white">Status</span></span></p>
  </td>
  
  <td style="width:60.55pt;border-top:none;border-left:none;&#xD;&#xA;  border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  background:#D6DCE4;padding:0cm 5.4pt 0cm 5.4pt;height:18.95pt">
  <p class="MsoNormal" style="text-align:center"><span style="mso-bookmark:_Hlk62654371"><span style="  line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;color:black">Ülések száma</span></span></p>
  </td>
  
  <td style="width:60.55pt;border-top:none;border-left:none;&#xD;&#xA;  border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  background:#D6DCE4;padding:0cm 5.4pt 0cm 5.4pt;height:18.95pt">
  <p class="MsoNormal" style="text-align:center"><span style="mso-bookmark:_Hlk62654371"><span style="  line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;color:black">Részvételi arány</span></span></p>
  </td>
  
  <td style="width:73.6pt;border-top:none;border-left:none;border-bottom:&#xD;&#xA;  solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;background:&#xD;&#xA;  #D6DCE4;padding:0cm 5.4pt 0cm 5.4pt;height:18.95pt">
  <p class="MsoNormal" style="text-align:center"><span style="mso-bookmark:_Hlk62654371"><span style="  line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;color:black">Ülések száma</span></span></p>
  </td>
  
  <td style="width:73.3pt;border-top:none;border-left:none;border-bottom:&#xD;&#xA;  solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;background:&#xD;&#xA;  #D6DCE4;padding:0cm 5.4pt 0cm 5.4pt;height:18.95pt">
  <p class="MsoNormal" style="text-align:center"><span style="mso-bookmark:_Hlk62654371"><span style="  line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;color:black">Részvételi arány</span></span></p>
  </td>
  
 </tr>
 <tr style="height:10.85pt">
  <td style="width:146.7pt;border:solid windowtext 1.0pt;border-top:&#xD;&#xA;  none;&#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;height:10.85pt">
  <p class="MsoNormal"><span style="mso-bookmark:_Hlk62654371"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black">Áldott Zoltán (Elnök)</span></span></p>
  </td>
  
  <td style="width:85.9pt;border-top:none;border-left:none;&#xD;&#xA;  border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;height:10.85pt">
  <p class="MsoNormal"><span style="mso-bookmark:_Hlk62654371"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black">nem független</span></span></p>
  </td>
  
  <td style="width:60.55pt;border-top:none;border-left:none;&#xD;&#xA;  border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  background:#D6DCE4;padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:10.85pt">
  <p class="MsoNormal" style="text-align:center"><span style="mso-bookmark:_Hlk62654371"><span style="  line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black">5</span></span><span style="mso-bookmark:_Hlk62654371"><span style="  line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;color:black"></span></span></p>
  </td>
  
  <td style="width:60.55pt;border-top:none;border-left:none;&#xD;&#xA;  border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  background:#D6DCE4;padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:10.85pt">
  <p class="MsoNormal" style="text-align:center"><span style="mso-bookmark:_Hlk62654371"><span style="  line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black">100%</span></span><span style="mso-bookmark:_Hlk62654371"><span style="  line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;color:black"></span></span></p>
  </td>
  
  <td style="vertical-align:bottom;width:73.6pt;border-top:none;&#xD;&#xA;  border-left:none;border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;height:10.85pt"><span style="mso-bookmark:_Hlk62654371"></span></td>
  
  <td style="vertical-align:bottom;width:73.3pt;border-top:none;&#xD;&#xA;  border-left:none;border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;height:10.85pt"><span style="mso-bookmark:_Hlk62654371"></span></td>
  
 </tr>
 <tr style="height:9.95pt">
  <td style="width:146.7pt;border:solid windowtext 1.0pt;border-top:&#xD;&#xA;  none;&#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;height:9.95pt">
  <p class="MsoNormal"><span style="mso-bookmark:_Hlk62654371"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black">Dr. Pandurics Anett (alelnök)</span></span></p>
  </td>
  
  <td style="vertical-align:top;width:85.9pt;border-top:none;border-left:&#xD;&#xA;  none;border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  &#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;height:9.95pt">
  <p class="MsoNormal"><span style="mso-bookmark:_Hlk62654371"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black">független</span></span></p>
  </td>
  
  <td style="width:60.55pt;border-top:none;border-left:none;&#xD;&#xA;  border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  &#xD;&#xA;  background:#D6DCE4;padding:0cm 5.4pt 0cm 5.4pt;height:9.95pt">
  <p class="MsoNormal" style="text-align:center"><span style="mso-bookmark:_Hlk62654371"><span style="  line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black">5</span></span><span style="mso-bookmark:_Hlk62654371"><span style="  line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;color:black"></span></span></p>
  </td>
  
  <td style="width:60.55pt;border-top:none;border-left:none;&#xD;&#xA;  border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  &#xD;&#xA;  background:#D6DCE4;padding:0cm 5.4pt 0cm 5.4pt;height:9.95pt">
  <p class="MsoNormal" style="text-align:center"><span style="mso-bookmark:_Hlk62654371"><span style="  line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black">100%</span></span><span style="mso-bookmark:_Hlk62654371"><span style="  line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;color:black"></span></span></p>
  </td>
  
  <td style="width:73.6pt;border-top:none;border-left:none;border-bottom:&#xD;&#xA;  solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;background:&#xD;&#xA;  #D6DCE4;padding:0cm 5.4pt 0cm 5.4pt;height:9.95pt">
  <p class="MsoNormal" style="text-align:center"><span style="mso-bookmark:_Hlk62654371"><span style="  line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black">5</span></span><span style="mso-bookmark:_Hlk62654371"><span style="  line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;color:black"></span></span></p>
  </td>
  
  <td style="width:73.3pt;border-top:none;border-left:none;border-bottom:&#xD;&#xA;  solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;background:&#xD;&#xA;  #D6DCE4;padding:0cm 5.4pt 0cm 5.4pt;height:9.95pt">
  <p class="MsoNormal" style="text-align:center"><span style="mso-bookmark:_Hlk62654371"><span style="  line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black">100%</span></span><span style="mso-bookmark:_Hlk62654371"><span style="  line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;color:black"></span></span></p>
  </td>
  
 </tr>
 <tr style="height:7.25pt">
  <td style="width:146.7pt;border:solid windowtext 1.0pt;border-top:&#xD;&#xA;  none;&#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;height:7.25pt">
  <p class="MsoNormal"><span style="mso-bookmark:_Hlk62654371"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black">Bíró Péter*</span></span></p>
  </td>
  
  <td style="vertical-align:top;width:85.9pt;border-top:none;border-left:&#xD;&#xA;  none;border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  &#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;height:7.25pt">
  <p class="MsoNormal"><span style="mso-bookmark:_Hlk62654371"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black">független</span></span></p>
  </td>
  
  <td style="width:60.55pt;border-top:none;border-left:none;&#xD;&#xA;  border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  &#xD;&#xA;  background:#D6DCE4;padding:0cm 5.4pt 0cm 5.4pt;height:7.25pt">
  <p class="MsoNormal" style="text-align:center"><span style="mso-bookmark:_Hlk62654371"><span style="  line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black">4</span></span><span style="mso-bookmark:_Hlk62654371"><span style="  line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;color:black"></span></span></p>
  </td>
  
  <td style="width:60.55pt;border-top:none;border-left:none;&#xD;&#xA;  border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  &#xD;&#xA;  background:#D6DCE4;padding:0cm 5.4pt 0cm 5.4pt;height:7.25pt">
  <p class="MsoNormal" style="text-align:center"><span style="mso-bookmark:_Hlk62654371"><span style="  line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black">80%</span></span><span style="mso-bookmark:_Hlk62654371"><span style="  line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;color:black"></span></span></p>
  </td>
  
  <td style="width:73.6pt;border-top:none;border-left:none;border-bottom:&#xD;&#xA;  solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;background:&#xD;&#xA;  #D6DCE4;padding:0cm 5.4pt 0cm 5.4pt;height:7.25pt">
  <p class="MsoNormal" style="text-align:center"><span style="mso-bookmark:_Hlk62654371"><span style="  line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black">4</span></span><span style="mso-bookmark:_Hlk62654371"><span style="  line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;color:black"></span></span></p>
  </td>
  
  <td style="width:73.3pt;border-top:none;border-left:none;border-bottom:&#xD;&#xA;  solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;background:&#xD;&#xA;  #D6DCE4;padding:0cm 5.4pt 0cm 5.4pt;height:7.25pt">
  <p class="MsoNormal" style="text-align:center"><span style="mso-bookmark:_Hlk62654371"><span style="  line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black">80%</span></span><span style="mso-bookmark:_Hlk62654371"><span style="  line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;color:black"></span></span></p>
  </td>
  
 </tr>
 <tr style="height:10.85pt">
  <td style="width:146.7pt;border:solid windowtext 1.0pt;border-top:&#xD;&#xA;  none;&#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;height:10.85pt">
  <p class="MsoNormal"><span style="mso-bookmark:_Hlk62654371"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black">Dr. Dorkota Lajos</span></span></p>
  </td>
  
  <td style="vertical-align:top;width:85.9pt;border-top:none;border-left:&#xD;&#xA;  none;border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;height:10.85pt">
  <p class="MsoNormal"><span style="mso-bookmark:_Hlk62654371"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black">független</span></span></p>
  </td>
  
  <td style="width:60.55pt;border-top:none;border-left:none;&#xD;&#xA;  border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  background:#D6DCE4;padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:10.85pt">
  <p class="MsoNormal" style="text-align:center"><span style="mso-bookmark:_Hlk62654371"><span style="  line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black">4</span></span><span style="mso-bookmark:_Hlk62654371"><span style="  line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;color:black"></span></span></p>
  </td>
  
  <td style="width:60.55pt;border-top:none;border-left:none;&#xD;&#xA;  border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  background:#D6DCE4;padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:10.85pt">
  <p class="MsoNormal" style="text-align:center"><span style="mso-bookmark:_Hlk62654371"><span style="  line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black">80%</span></span><span style="mso-bookmark:_Hlk62654371"><span style="  line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;color:black"></span></span></p>
  </td>
  
  <td style="vertical-align:bottom;width:73.6pt;border-top:none;&#xD;&#xA;  border-left:none;border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;height:10.85pt"><span style="mso-bookmark:_Hlk62654371"></span>
  <p class="MsoNormal" style="text-align:center"><span style="mso-bookmark:_Hlk62654371"><span style="  line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;color:black"></span></span></p>
  </td>
  
  <td style="vertical-align:bottom;width:73.3pt;border-top:none;&#xD;&#xA;  border-left:none;border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;height:10.85pt"><span style="mso-bookmark:_Hlk62654371"></span>
  <p class="MsoNormal" style="text-align:center"><span style="mso-bookmark:_Hlk62654371"><span style="  line-height:1.310651;;font-family:&quot;Times New Roman&quot;,serif;"></span></span></p>
  </td>
  
 </tr>
 <tr style="height:10.85pt">
  <td style="width:146.7pt;border:solid windowtext 1.0pt;border-top:&#xD;&#xA;  none;&#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;height:10.85pt">
  <p class="MsoNormal"><span style="mso-bookmark:_Hlk62654371"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black">Izer Norbert</span></span></p>
  </td>
  
  <td style="vertical-align:top;width:85.9pt;border-top:none;border-left:&#xD;&#xA;  none;border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;height:10.85pt">
  <p class="MsoNormal"><span style="mso-bookmark:_Hlk62654371"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black">független</span></span></p>
  </td>
  
  <td style="width:60.55pt;border-top:none;border-left:none;&#xD;&#xA;  border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  background:#D6DCE4;padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:10.85pt">
  <p class="MsoNormal" style="text-align:center"><span style="mso-bookmark:_Hlk62654371"><span style="  line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black">5</span></span><span style="mso-bookmark:_Hlk62654371"><span style="  line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;color:black"></span></span></p>
  </td>
  
  <td style="width:60.55pt;border-top:none;border-left:none;&#xD;&#xA;  border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  background:#D6DCE4;padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:10.85pt">
  <p class="MsoNormal" style="text-align:center"><span style="mso-bookmark:_Hlk62654371"><span style="  line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black">100%</span></span><span style="mso-bookmark:_Hlk62654371"><span style="  line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;color:black"></span></span></p>
  </td>
  
  <td style="vertical-align:bottom;width:73.6pt;border-top:none;&#xD;&#xA;  border-left:none;border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  background:#D6DCE4;padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:10.85pt">
  <p class="MsoNormal" style="text-align:center"><span style="mso-bookmark:_Hlk62654371"><span style="  line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black">5</span></span><span style="mso-bookmark:_Hlk62654371"><span style="  line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;color:black"></span></span></p>
  </td>
  
  <td style="vertical-align:bottom;width:73.3pt;border-top:none;&#xD;&#xA;  border-left:none;border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  background:#D6DCE4;padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:10.85pt">
  <p class="MsoNormal" style="text-align:center"><span style="mso-bookmark:_Hlk62654371"><span style="  line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black;  ">100%</span></span><span style="mso-bookmark:_Hlk62654371"></span><span style="mso-bookmark:_Hlk62654371"><span style="  line-height:1.310651;;font-family:&quot;Times New Roman&quot;,serif;"></span></span></p>
  </td>
  
 </tr>
 <tr style="height:10.85pt">
  <td style="width:146.7pt;border:solid windowtext 1.0pt;border-top:&#xD;&#xA;  none;&#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;height:10.85pt">
  <p class="MsoNormal"><span style="mso-bookmark:_Hlk62654371"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black">Dr. Kaderják Péter</span></span></p>
  </td>
  
  <td style="vertical-align:top;width:85.9pt;border-top:none;border-left:&#xD;&#xA;  none;border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;height:10.85pt">
  <p class="MsoNormal"><span style="mso-bookmark:_Hlk62654371"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black">független</span></span></p>
  </td>
  
  <td style="width:60.55pt;border-top:none;border-left:none;&#xD;&#xA;  border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  background:#D6DCE4;padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:10.85pt">
  <p class="MsoNormal" style="text-align:center"><span style="mso-bookmark:_Hlk62654371"><span style="  line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black">4</span></span><span style="mso-bookmark:_Hlk62654371"><span style="  line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;color:black"></span></span></p>
  </td>
  
  <td style="width:60.55pt;border-top:none;border-left:none;&#xD;&#xA;  border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  background:#D6DCE4;padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:10.85pt">
  <p class="MsoNormal" style="text-align:center"><span style="mso-bookmark:_Hlk62654371"><span style="  line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black">80%</span></span><span style="mso-bookmark:_Hlk62654371"><span style="  line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;color:black"></span></span></p>
  </td>
  
  <td style="vertical-align:bottom;width:73.6pt;border-top:none;&#xD;&#xA;  border-left:none;border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;height:10.85pt"><span style="mso-bookmark:_Hlk62654371"></span></td>
  
  <td style="vertical-align:bottom;width:73.3pt;border-top:none;&#xD;&#xA;  border-left:none;border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;height:10.85pt"><span style="mso-bookmark:_Hlk62654371"></span></td>
  
 </tr>
 <tr style="height:7.7pt">
  <td style="width:146.7pt;border:solid windowtext 1.0pt;border-top:&#xD;&#xA;  none;&#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;height:7.7pt">
  <p class="MsoNormal"><span style="mso-bookmark:_Hlk62654371"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black">Lánczi András</span></span></p>
  </td>
  
  <td style="vertical-align:top;width:85.9pt;border-top:none;border-left:&#xD;&#xA;  none;border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;height:7.7pt">
  <p class="MsoNormal"><span style="mso-bookmark:_Hlk62654371"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black">független</span></span></p>
  </td>
  
  <td style="width:60.55pt;border-top:none;border-left:none;&#xD;&#xA;  border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  background:#D6DCE4;padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:7.7pt">
  <p class="MsoNormal" style="text-align:center"><span style="mso-bookmark:_Hlk62654371"><span style="  line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black">5</span></span><span style="mso-bookmark:_Hlk62654371"><span style="  line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;color:black"></span></span></p>
  </td>
  
  <td style="width:60.55pt;border-top:none;border-left:none;&#xD;&#xA;  border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  background:#D6DCE4;padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:7.7pt">
  <p class="MsoNormal" style="text-align:center"><span style="mso-bookmark:_Hlk62654371"><span style="  line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black">100%</span></span><span style="mso-bookmark:_Hlk62654371"><span style="  line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;color:black"></span></span></p>
  </td>
  
  <td style="vertical-align:bottom;width:73.6pt;border-top:none;&#xD;&#xA;  border-left:none;border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;height:7.7pt"><span style="mso-bookmark:_Hlk62654371"></span></td>
  
  <td style="vertical-align:bottom;width:73.3pt;border-top:none;&#xD;&#xA;  border-left:none;border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;height:7.7pt"><span style="mso-bookmark:_Hlk62654371"></span></td>
  
 </tr>
 <tr style="height:11.75pt">
  <td style="width:146.7pt;border:solid windowtext 1.0pt;border-top:&#xD;&#xA;  none;&#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;height:11.75pt">
  <p class="MsoNormal"><span style="mso-bookmark:_Hlk62654371"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black">Ivan Mikloš</span></span></p>
  </td>
  
  <td style="vertical-align:top;width:85.9pt;border-top:none;border-left:&#xD;&#xA;  none;border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  &#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;height:11.75pt">
  <p class="MsoNormal"><span style="mso-bookmark:_Hlk62654371"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black">független</span></span></p>
  </td>
  
  <td style="width:60.55pt;border-top:none;border-left:none;&#xD;&#xA;  border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  &#xD;&#xA;  background:#D6DCE4;padding:0cm 5.4pt 0cm 5.4pt;height:11.75pt">
  <p class="MsoNormal" style="text-align:center"><span style="mso-bookmark:_Hlk62654371"><span style="  line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black">5</span></span><span style="mso-bookmark:_Hlk62654371"><span style="  line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;color:black"></span></span></p>
  </td>
  
  <td style="width:60.55pt;border-top:none;border-left:none;&#xD;&#xA;  border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  &#xD;&#xA;  background:#D6DCE4;padding:0cm 5.4pt 0cm 5.4pt;height:11.75pt">
  <p class="MsoNormal" style="text-align:center"><span style="mso-bookmark:_Hlk62654371"><span style="  line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black">100%</span></span><span style="mso-bookmark:_Hlk62654371"><span style="  line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;color:black"></span></span></p>
  </td>
  
  <td style="width:73.6pt;border-top:none;border-left:none;border-bottom:&#xD;&#xA;  solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;background:&#xD;&#xA;  #D6DCE4;padding:0cm 5.4pt 0cm 5.4pt;height:11.75pt">
  <p class="MsoNormal" style="text-align:center"><span style="mso-bookmark:_Hlk62654371"><span style="  line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black">5</span></span><span style="mso-bookmark:_Hlk62654371"><span style="  line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;color:black"></span></span></p>
  </td>
  
  <td style="width:73.3pt;border-top:none;border-left:none;border-bottom:&#xD;&#xA;  solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;background:&#xD;&#xA;  #D6DCE4;padding:0cm 5.4pt 0cm 5.4pt;height:11.75pt">
  <p class="MsoNormal" style="text-align:center"><span style="mso-bookmark:_Hlk62654371"><span style="  line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black">100%</span></span><span style="mso-bookmark:_Hlk62654371"><span style="  line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;color:black"></span></span></p>
  </td>
  
 </tr>
 <tr style="height:14.25pt">
  <td style="width:146.7pt;border:solid windowtext 1.0pt;border-top:&#xD;&#xA;  none;&#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;height:14.25pt">
  <p class="MsoNormal"><span style="mso-bookmark:_Hlk62654371"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black">Dolgozói megbízottak: </span></span></p>
  </td>
  
  <td style="width:85.9pt;border-top:none;border-left:none;&#xD;&#xA;  border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;height:14.25pt">
  <p class="MsoNormal"><span style="mso-bookmark:_Hlk62654371"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black"> </span></span></p>
  </td>
  
  <td style="width:60.55pt;border-top:none;border-left:none;&#xD;&#xA;  border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;height:14.25pt">
  <p class="MsoNormal" style="text-align:center"><span style="mso-bookmark:_Hlk62654371"><span style="  line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black"> </span></span><span style="mso-bookmark:_Hlk62654371"><span style="  line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;color:black"></span></span></p>
  </td>
  
  <td style="vertical-align:bottom;width:60.55pt;border-top:none;&#xD;&#xA;  border-left:none;border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;height:14.25pt">
  <p class="MsoNormal" style="text-align:center"><span style="mso-bookmark:_Hlk62654371"><span style="  line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black"> </span></span><span style="mso-bookmark:_Hlk62654371"><span style="  line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;color:black"></span></span></p>
  </td>
  
  <td style="width:73.6pt;border-top:none;border-left:none;border-bottom:&#xD;&#xA;  solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;padding:0cm 5.4pt 0cm 5.4pt;height:14.25pt"><span style="mso-bookmark:_Hlk62654371"></span></td>
  
  <td style="width:73.3pt;border-top:none;border-left:none;border-bottom:&#xD;&#xA;  solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;padding:0cm 5.4pt 0cm 5.4pt;height:14.25pt"><span style="mso-bookmark:_Hlk62654371"></span></td>
  
 </tr>
 <tr style="height:6.35pt">
  <td style="width:146.7pt;border:solid windowtext 1.0pt;border-top:&#xD;&#xA;  none;&#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;height:6.35pt">
  <p class="MsoNormal"><span style="mso-bookmark:_Hlk62654371"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black">Kiss Bálint Péter</span></span></p>
  </td>
  
  <td style="vertical-align:top;width:85.9pt;border-top:none;border-left:&#xD;&#xA;  none;border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;height:6.35pt">
  <p class="MsoNormal"><span style="mso-bookmark:_Hlk62654371"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black">nem független</span></span></p>
  </td>
  
  <td style="width:60.55pt;border-top:none;border-left:none;&#xD;&#xA;  border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  background:#D6DCE4;padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:6.35pt">
  <p class="MsoNormal" style="text-align:center"><span style="mso-bookmark:_Hlk62654371"><span style="  line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black">4</span></span><span style="mso-bookmark:_Hlk62654371"><span style="  line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;color:black"></span></span></p>
  </td>
  
  <td style="width:60.55pt;border-top:none;border-left:none;&#xD;&#xA;  border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  background:#D6DCE4;padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:6.35pt">
  <p class="MsoNormal" style="text-align:center"><span style="mso-bookmark:_Hlk62654371"><span style="  line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black">80%</span></span><span style="mso-bookmark:_Hlk62654371"><span style="  line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;color:black"></span></span></p>
  </td>
  
  <td style="vertical-align:bottom;width:73.6pt;border-top:none;&#xD;&#xA;  border-left:none;border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;height:6.35pt"><span style="mso-bookmark:_Hlk62654371"></span>
  <p class="MsoNormal" style="text-align:center"><span style="mso-bookmark:_Hlk62654371"><span style="  line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;color:black"></span></span></p>
  </td>
  
  <td style="vertical-align:bottom;width:73.3pt;border-top:none;&#xD;&#xA;  border-left:none;border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;height:6.35pt"><span style="mso-bookmark:_Hlk62654371"></span>
  <p class="MsoNormal" style="text-align:center"><span style="mso-bookmark:_Hlk62654371"><span style="  line-height:1.310651;;font-family:&quot;Times New Roman&quot;,serif;"></span></span></p>
  </td>
  
 </tr>
 <tr style="height:8.6pt">
  <td style="width:146.7pt;border:solid windowtext 1.0pt;border-top:&#xD;&#xA;  none;&#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;height:8.6pt">
  <p class="MsoNormal"><span style="mso-bookmark:_Hlk62654371"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black">Dr. Puskás Sándor</span></span></p>
  </td>
  
  <td style="vertical-align:top;width:85.9pt;border-top:none;border-left:&#xD;&#xA;  none;border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;height:8.6pt">
  <p class="MsoNormal"><span style="mso-bookmark:_Hlk62654371"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black">nem független</span></span></p>
  </td>
  
  <td style="width:60.55pt;border-top:none;border-left:none;&#xD;&#xA;  border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  background:#D6DCE4;padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:8.6pt">
  <p class="MsoNormal" style="text-align:center"><span style="mso-bookmark:_Hlk62654371"><span style="  line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black">5</span></span><span style="mso-bookmark:_Hlk62654371"><span style="  line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;color:black"></span></span></p>
  </td>
  
  <td style="width:60.55pt;border-top:none;border-left:none;&#xD;&#xA;  border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  background:#D6DCE4;padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:8.6pt">
  <p class="MsoNormal" style="text-align:center"><span style="mso-bookmark:_Hlk62654371"><span style="  line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black">100%</span></span><span style="mso-bookmark:_Hlk62654371"><span style="  line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;color:black"></span></span></p>
  </td>
  
  <td style="vertical-align:bottom;width:73.6pt;border-top:none;&#xD;&#xA;  border-left:none;border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;height:8.6pt"><span style="mso-bookmark:_Hlk62654371"></span></td>
  
  <td style="vertical-align:bottom;width:73.3pt;border-top:none;&#xD;&#xA;  border-left:none;border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;height:8.6pt"><span style="mso-bookmark:_Hlk62654371"></span></td>
  
 </tr>
 <tr style="height:8.6pt">
  <td style="width:146.7pt;border:solid windowtext 1.0pt;border-top:&#xD;&#xA;  none;&#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;height:8.6pt">
  <p class="MsoNormal"><span style="mso-bookmark:_Hlk62654371"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black">Serfőző Kálmán</span></span></p>
  </td>
  
  <td style="vertical-align:top;width:85.9pt;border-top:none;border-left:&#xD;&#xA;  none;border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;height:8.6pt">
  <p class="MsoNormal"><span style="mso-bookmark:_Hlk62654371"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black">nem független</span></span></p>
  </td>
  
  <td style="width:60.55pt;border-top:none;border-left:none;&#xD;&#xA;  border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  background:#D6DCE4;padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:8.6pt">
  <p class="MsoNormal" style="text-align:center"><span style="mso-bookmark:_Hlk62654371"><span style="  line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black">3</span></span><span style="mso-bookmark:_Hlk62654371"><span style="  line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;color:black"></span></span></p>
  </td>
  
  <td style="width:60.55pt;border-top:none;border-left:none;&#xD;&#xA;  border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  background:#D6DCE4;padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:8.6pt">
  <p class="MsoNormal" style="text-align:center"><span style="mso-bookmark:_Hlk62654371"><span style="  line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black">60%</span></span><span style="mso-bookmark:_Hlk62654371"><span style="  line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;color:black"></span></span></p>
  </td>
  
  <td style="vertical-align:bottom;width:73.6pt;border-top:none;&#xD;&#xA;  border-left:none;border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;height:8.6pt"><span style="mso-bookmark:_Hlk62654371"></span>
  <p class="MsoNormal" style="text-align:center"><span style="mso-bookmark:_Hlk62654371"><span style="  line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;color:black"></span></span></p>
  </td>
  
  <td style="vertical-align:bottom;width:73.3pt;border-top:none;&#xD;&#xA;  border-left:none;border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;height:8.6pt"><span style="mso-bookmark:_Hlk62654371"></span>
  <p class="MsoNormal" style="text-align:center"><span style="mso-bookmark:_Hlk62654371"><span style="  line-height:1.310651;;font-family:&quot;Times New Roman&quot;,serif;"></span></span></p>
  </td>
  
 </tr>
 <tr style="height:9.95pt">
  <td style="width:146.7pt;border:solid windowtext 1.0pt;border-top:&#xD;&#xA;  none;&#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;height:9.95pt">
  <p class="MsoNormal"><span style="mso-bookmark:_Hlk62654371"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black">Tóth András</span></span></p>
  </td>
  
  <td style="vertical-align:top;width:85.9pt;border-top:none;border-left:&#xD;&#xA;  none;border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;height:9.95pt">
  <p class="MsoNormal"><span style="mso-bookmark:_Hlk62654371"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black">nem független</span></span></p>
  </td>
  
  <td style="width:60.55pt;border-top:none;border-left:none;&#xD;&#xA;  border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  background:#D6DCE4;padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:9.95pt">
  <p class="MsoNormal" style="text-align:center"><span style="mso-bookmark:_Hlk62654371"><span style="  line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black">5</span></span><span style="mso-bookmark:_Hlk62654371"><span style="  line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;color:black"></span></span></p>
  </td>
  
  <td style="width:60.55pt;border-top:none;border-left:none;&#xD;&#xA;  border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  background:#D6DCE4;padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:9.95pt">
  <p class="MsoNormal" style="text-align:center"><span style="mso-bookmark:_Hlk62654371"><span style="  line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  color:black">100%</span></span><span style="mso-bookmark:_Hlk62654371"><span style="  line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;color:black"></span></span></p>
  </td>
  
  <td style="vertical-align:bottom;width:73.6pt;border-top:none;&#xD;&#xA;  border-left:none;border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;height:9.95pt"><span style="mso-bookmark:_Hlk62654371"></span></td>
  
  <td style="vertical-align:bottom;width:73.3pt;border-top:none;&#xD;&#xA;  border-left:none;border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;height:9.95pt"><span style="mso-bookmark:_Hlk62654371"></span></td>
  
 </tr>
</tbody></table>

<p class="MsoNormal"><span style="mso-bookmark:_Hlk62654371"><span style="font-size:9.0pt;line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;color:black;"><span> </span></span></span></p>

<p class="MsoNormal" style="text-align:justify;"><span style="mso-bookmark:_Hlk62654371"><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;">A
Felügyelő Bizottság elnöke az Igazgatóság, a Pénzügyi és Kockázatkezelési
Bizottság, valamint a Fenntartható Fejlődés Bizottság üléseinek állandó
meghívottja. </span></span><span style="mso-bookmark:_Hlk62654371"><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Molgroup Black&quot;;color:black"></span></span></p>

<p class="MsoNormal" style="margin-top:6.0pt;margin-right:0cm;margin-bottom:2.0pt;margin-left:0cm;text-align:justify;"><span style="mso-bookmark:&#xD;&#xA;_Hlk62654371"><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;">A Felügyelő Bizottság állandó napirendi
pontjai között szerepel az Igazgatóság negyedéves beszámolója a Társaság
működéséről, a Belső Audit és a Társasági Biztonság beszámolója, ezeken felül
folyamatosan tájékoztatást kap egyéb releváns témákban. A Felügyelő Bizottság
emellett áttekinti az éves rendes közgyűlés elé kerülő előterjesztéseket. A
Felügyelő Bizottság az év során tekinti át éves tevékenységét.</span></span><span style="mso-bookmark:_Hlk62654371"><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Molgroup Black&quot;;color:black"></span></span></p>

<p class="MsoNormal" style="margin-top:6.0pt;margin-right:0cm;margin-bottom:2.0pt;margin-left:0cm;text-align:justify;"><span style="mso-bookmark:&#xD;&#xA;_Hlk62654371"><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;">2024-ben a <b>Felügyelő Bizottság</b> 5 ülést
tartott, 92%-os átlagos részvételi arány mellett. A bizottsági üléseken való
részvételt a fenti táblázat foglalja össze. 2024-ben az <b>Audit Bizottság</b>
5 ülést tartott, 95%-os átlagos részvételi arány mellett. A bizottsági üléseken
való részvételt a fenti táblázat foglalja össze. </span></span></p>

<p class="MsoNormal" style="margin-top:6.0pt;margin-right:0cm;margin-bottom:2.0pt;margin-left:0cm;text-align:justify;"><span style="mso-bookmark:&#xD;&#xA;_Hlk62654371"><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;"></span></span></p>

<p class="MsoNormal" style="margin-top:6.0pt;margin-right:0cm;margin-bottom:2.0pt;margin-left:0cm;text-align:justify;"><span style="mso-bookmark:&#xD;&#xA;_Hlk62654371"><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;"></span></span></p>

<p class="MsoNormal" style="margin-top:6.0pt;margin-right:0cm;margin-bottom:2.0pt;margin-left:0cm;text-align:justify;"><span style="mso-bookmark:&#xD;&#xA;_Hlk62654371"><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;"></span></span></p>

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<table class="MsoTableGrid" style="border-collapse:collapse;border-spacing:0;;;margin-left:-49.65pt;border:none;"><tbody>
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  <td style="vertical-align:top;width:42.55pt;background:#F2F2F2;padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:21.6pt">
  <p class="MsoNormal" style="line-height:normal"><span></span></p>
  </td>
  <td style="width:78.0pt;background:#F2F2F2;padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:21.6pt">
  <p class="MsoNormal" style="line-height:normal"><img src="data:image/png;base64,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" alt="footer image" style="position:relative; width:62.5pt;height:11.5pt;visibility:visible;"></img></p>
  </td>
  <td style="width:13.0cm;background:#F2F2F2;padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:21.6pt">
  <p class="MsoNormal" style="text-align:center;line-height:normal"><span style="color:black;">Üzleti
  jelentés 2024</span><span style="font-size:11.0pt"></span></p>
  </td>
  <td style="width:4.0cm;background:#E30018;padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:21.6pt">
  <p class="MsoNormal" style="text-align:center;line-height:normal"><span style="font-size:10.0pt;color:white;">41</span><span style="font-size:10.0pt"></span></p>
  </td>
 </tr>
</tbody></table>

<p class="MsoHeader"><b><span> </span></b></p>

</div></div><div class="WordSection42">

<p class="MsoNormal" style="margin-top:6.0pt;margin-right:0cm;margin-bottom:2.0pt;margin-left:0cm;text-align:justify;"><span style="mso-bookmark:&#xD;&#xA;_Hlk62654371"><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;">A rendszeres napirendi pontok mellett –
beleértve az összes nyilvános pénzügyi beszámoló felülvizsgálatát, a
könyvvizsgáló munkájának támogatását, valamint a belső audit rendszeres
vizsgálatát – az Audit Bizottság áttekintette a vállalat legfőbb kockázati
faktorait, figyelembe véve a megváltozott nemzetközi pénzügyi helyzetet,
valamint az azokhoz rendelt kockázatcsökkentő akciók státuszjelentéseit. Az
Audit Bizottság folyamatosan nyomon követte a Társaság pénzügyi helyzetét. Az
Audit Bizottság áttekintette az éves közgyűlés anyagait (a pénzügyi
beszámolókat, a könyvvizsgálat megállapításait). Az Audit Bizottság részt vett
a könyvvizsgáló-kiválasztási eljárásban és javaslatot tett a Felügyelő
Bizottság részére a könyvvizsgáló kijelölésére vonatkozóan.</span></span><span style="mso-bookmark:_Hlk62654371"><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Molgroup Black&quot;;color:black"></span></span></p>

<p class="MsoNormal" style="margin-top:6.0pt;margin-right:0cm;margin-bottom:2.0pt;margin-left:0cm;text-align:justify;"><span style="mso-bookmark:&#xD;&#xA;_Hlk62654371"><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;">2006-ban a közgyűlés <b>Audit Bizottságot </b>választott
a Felügyelő Bizottság független tagjai közül. Az Audit Bizottság erősíti a
Társaság pénzügyi és számviteli politikája feletti független kontrollt. </span></span><span style="mso-bookmark:_Hlk62654371"><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Molgroup Black&quot;;color:black"></span></span></p>

<p class="MsoNormal" style="margin-top:6.0pt;margin-right:0cm;margin-bottom:2.0pt;margin-left:0cm;text-align:justify;"><span style="mso-bookmark:&#xD;&#xA;_Hlk62654371"><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;">A független Audit Bizottság hatáskörébe többek
között az alábbi feladatok tartoznak: </span></span><span style="mso-bookmark:&#xD;&#xA;_Hlk62654371"><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Molgroup Black&quot;;color:black"></span></span></p>

<p class="MsoNormal" style="margin-top:6.0pt;margin-right:0cm;margin-bottom:2.0pt;margin-left:45.0pt;text-align:justify;text-indent:-18.0pt;"><span style="mso-bookmark:_Hlk62654371"><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;"><span style="display:inline-block; text-indent:0pt; min-width:18.0pt;">-<span style="font:7.0pt &quot;Times New Roman&quot;">         
</span></span></span><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;">segíti a
Felügyelő Bizottságot a pénzügyi beszámolórendszer ellenőrzésében, a
könyvvizsgáló kiválasztásában és a könyvvizsgálóval való együttműködésben,
felülvizsgálja és figyelemmel kíséri a könyvvizsgáló függetlenségét,
figyelemmel kíséri a Társaság belső ellenőrzési, kockázatkezelési rendszereinek
hatékonyságát és szükség esetén ajánlásokat fogalmaz meg, </span></span></p>

<p class="MsoNormal" style="margin-top:6.0pt;margin-right:0cm;margin-bottom:2.0pt;margin-left:45.0pt;text-align:justify;text-indent:-18.0pt;"><span style="mso-bookmark:_Hlk62654371"><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;"><span style="display:inline-block; text-indent:0pt; min-width:18.0pt;">-<span style="font:7.0pt &quot;Times New Roman&quot;">         
</span></span></span><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;">ellátja az
audit bizottsági feladatokat a Társaság által konszolidált, nyilvánosan működő
részvénytársasági formában működő vagy szabályozott piacra bevezetett
értékpapírt kibocsátó leányvállalata tekintetében is, amennyiben ezt jogszabály
lehetővé teszi és az adott leányvállalatnál audit bizottság nem működik.</span></span></p>

<p class="MsoNormal"><span style="mso-bookmark:_Hlk62654371"><span> </span></span></p>

<p class="MsoNormal" style="margin-top:12.0pt;margin-right:0cm;margin-bottom:&#xD;&#xA;8.0pt;margin-left:18.0pt;text-indent:-18.0pt;"><span style="mso-bookmark:_Hlk62654371"><b><span style="font-size:9.0pt;line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;color:#E30018;text-transform:uppercase"><span style="display:inline-block; text-indent:0pt; min-width:18.0pt;">5.<span style="font:7.0pt &quot;Times New Roman&quot;">       
</span></span></span></b><b><span style="font-size:9.0pt;line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;color:#E30018;text-transform:uppercase">A
VEZÉRIGAZGATÓI BIZOTTSÁG ÉS A VEZETŐI BIZOTTSÁG ÜGYVEZETŐ TAGJAI</span></b></span></p>

<p class="MsoNormal" style="margin-top:6.0pt;margin-right:0cm;margin-bottom:2.0pt;margin-left:0cm;text-align:justify;"><span style="mso-bookmark:&#xD;&#xA;_Hlk62654371"><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;">A CEC tagjai: </span></span><span style="mso-bookmark:_Hlk62654371"><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Molgroup Black&quot;;color:black"></span></span></p>

<table class="MsoNormalTable" title="9c63a961-15e2-4fbc-b0bf-56d282bb998e" style="border-collapse:collapse;border-spacing:0;margin-left:5.4pt;border:none;"><tbody>
 <tr>
  <td style="vertical-align:top;width:121.95pt;border:solid windowtext 1.0pt;&#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt">
  <p class="MsoNormal" style=""><span style="mso-bookmark:_Hlk62654371"><a><span style="font-size:9.0pt;line-height:1.408643;;font-family:  &quot;Calibri&quot;,sans-serif;">Hernádi Zsolt</span></a></span></p>
  </td>
  
  <td style="vertical-align:top;width:325.75pt;border:solid windowtext 1.0pt;&#xD;&#xA;  border-left:none;padding:0cm 5.4pt 0cm 5.4pt">
  <p class="MsoNormal" style=""><span style="mso-bookmark:_Hlk62654371"><span style="mso-bookmark:_Hlk33689672"><span style="font-size:9.0pt;line-height:  1.408643;;font-family:&quot;Calibri&quot;,sans-serif;  ">Elnök-Vezérigazgató (C-CEO)</span></span></span></p>
  </td>
  
 </tr>
 <tr>
  <td style="vertical-align:top;width:121.95pt;border:solid windowtext 1.0pt;&#xD;&#xA;  border-top:none;&#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt">
  <p class="MsoNormal" style=""><span style="mso-bookmark:_Hlk62654371"><span style="mso-bookmark:_Hlk33689672"><span style="font-size:9.0pt;line-height:  1.408643;;font-family:&quot;Calibri&quot;,sans-serif;  ">Molnár József<span>           </span></span></span></span></p>
  </td>
  
  <td style="vertical-align:top;width:325.75pt;border-top:none;border-left:&#xD;&#xA;  none;border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt">
  <p class="MsoNormal" style=""><span style="mso-bookmark:_Hlk62654371"><span style="mso-bookmark:_Hlk33689672"><span style="font-size:9.0pt;line-height:  1.408643;;font-family:&quot;Calibri&quot;,sans-serif;  ">Csoportszintű Vezérigazgató (GCEO)</span></span></span></p>
  </td>
  
 </tr>
 <tr>
  <td style="vertical-align:top;width:121.95pt;border:solid windowtext 1.0pt;&#xD;&#xA;  border-top:none;&#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt">
  <p class="MsoNormal" style=""><span style="mso-bookmark:_Hlk62654371"><span style="mso-bookmark:_Hlk33689672"><span style="font-size:9.0pt;line-height:  1.408643;;font-family:&quot;Calibri&quot;,sans-serif;  ">JUDr. Világi Oszkár </span></span></span></p>
  </td>
  
  <td style="vertical-align:top;width:325.75pt;border-top:none;border-left:&#xD;&#xA;  none;border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt">
  <p class="MsoNormal" style=""><span style="mso-bookmark:_Hlk62654371"><span style="mso-bookmark:_Hlk33689672"><span style="font-size:9.0pt;line-height:  1.408643;;font-family:&quot;Calibri&quot;,sans-serif;  ">Csoportszintű Innovációs Üzleti Vezető, Slovnaft
  a.s. Elnök-Vezérigazgató</span></span></span></p>
  </td>
  
 </tr>
</tbody></table>

<span style="mso-bookmark:_Hlk33689672"></span>

<p class="MsoNormal" style="margin-top:6.0pt;margin-right:0cm;margin-bottom:2.0pt;margin-left:0cm;text-align:justify;"><span style="mso-bookmark:&#xD;&#xA;_Hlk62654371"><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;">Az MC tagjai:</span></span><span style="mso-bookmark:_Hlk62654371"><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Molgroup Black&quot;;color:black"></span></span></p>

<table class="MsoNormalTable" title="7cf9df67-429b-4a87-ab73-68b73c0d55d1" style="border-collapse:collapse;border-spacing:0;margin-left:5.4pt;border:none;"><tbody>
 <tr>
  <td style="vertical-align:top;width:121.95pt;border:solid windowtext 1.0pt;&#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt">
  <p class="MsoNormal" style=""><span style="mso-bookmark:_Hlk62654371"><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;  ">Molnár József</span></span></p>
  </td>
  
  <td style="vertical-align:top;width:325.75pt;border:solid windowtext 1.0pt;&#xD;&#xA;  border-left:none;padding:0cm 5.4pt 0cm 5.4pt">
  <p class="MsoNormal" style=""><span style="mso-bookmark:_Hlk62654371"><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;  ">Csoportszintű
  Vezérigazgató (GCEO)</span></span></p>
  </td>
  
 </tr>
 <tr>
  <td style="vertical-align:top;width:121.95pt;border:solid windowtext 1.0pt;&#xD;&#xA;  border-top:none;&#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt">
  <p class="MsoNormal" style=""><span style="mso-bookmark:_Hlk62654371"><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;  ">Lana Faust Križan</span></span></p>
  </td>
  
  <td style="vertical-align:top;width:325.75pt;border-top:none;border-left:&#xD;&#xA;  none;border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt">
  <p class="MsoNormal" style=""><span style="mso-bookmark:_Hlk62654371"><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;  ">Csoportszintű HR
  Ügyvezető Igazgató </span></span></p>
  </td>
  
 </tr>
 <tr>
  <td style="vertical-align:top;width:121.95pt;border:solid windowtext 1.0pt;&#xD;&#xA;  border-top:none;&#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt">
  <p class="MsoNormal" style=""><span style="mso-bookmark:_Hlk62654371"><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;  ">Ortutay Zsuzsanna</span></span></p>
  </td>
  
  <td style="vertical-align:top;width:325.75pt;border-top:none;border-left:&#xD;&#xA;  none;border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt">
  <p class="MsoNormal" style=""><span style="mso-bookmark:_Hlk62654371"><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;  ">INA d.d.
  Igazgatóságának elnöke</span></span></p>
  </td>
  
 </tr>
 <tr>
  <td style="vertical-align:top;width:121.95pt;border:solid windowtext 1.0pt;&#xD;&#xA;  border-top:none;&#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt">
  <p class="MsoNormal" style=""><span style="mso-bookmark:_Hlk62654371"><span style="font-size:9.0pt;line-height:1.408643;;font-family:  &quot;Calibri&quot;,sans-serif;">Marton Zsombor</span></span><span style="mso-bookmark:_Hlk62654371"><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;  "></span></span></p>
  </td>
  
  <td style="vertical-align:top;width:325.75pt;border-top:none;border-left:&#xD;&#xA;  none;border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt">
  <p class="MsoNormal" style=""><span style="mso-bookmark:_Hlk62654371"><span style="font-size:9.0pt;line-height:1.408643;;font-family:  &quot;Calibri&quot;,sans-serif;">Csoportszintű Kutatás-Termelés
  Ügyvezető Igazgató</span></span><span style="mso-bookmark:_Hlk62654371"><span style="font-size:9.0pt;line-height:1.408643;;font-family:  &quot;Calibri&quot;,sans-serif;"></span></span></p>
  </td>
  
 </tr>
 <tr>
  <td style="vertical-align:top;width:121.95pt;border:solid windowtext 1.0pt;&#xD;&#xA;  border-top:none;&#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt">
  <p class="MsoNormal" style=""><span style="mso-bookmark:_Hlk62654371"><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;  ">Ratatics Péter</span></span></p>
  </td>
  
  <td style="vertical-align:top;width:325.75pt;border-top:none;border-left:&#xD;&#xA;  none;border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt">
  <p class="MsoNormal" style=""><span style="mso-bookmark:_Hlk62654371"><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;  ">Csoportszintű
  Fogyasztói Szolgáltatások Ügyvezető Igazgató</span></span></p>
  </td>
  
 </tr>
 <tr>
  <td style="vertical-align:top;width:121.95pt;border:solid windowtext 1.0pt;&#xD;&#xA;  border-top:none;&#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt">
  <p class="MsoNormal" style=""><span style="mso-bookmark:_Hlk62654371"><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;  ">Marek Senkovič</span></span></p>
  </td>
  
  <td style="vertical-align:top;width:325.75pt;border-top:none;border-left:&#xD;&#xA;  none;border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt">
  <p class="MsoNormal" style=""><span style="mso-bookmark:_Hlk62654371"><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;  ">Slovnaft, a.s.
  Vezérigazgató </span></span></p>
  </td>
  
 </tr>
 <tr>
  <td style="vertical-align:top;width:121.95pt;border:solid windowtext 1.0pt;&#xD;&#xA;  border-top:none;&#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt">
  <p class="MsoNormal" style=""><span style="mso-bookmark:_Hlk62654371"><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;  ">Simola József</span></span></p>
  </td>
  
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  <p class="MsoNormal" style=""><span style="mso-bookmark:_Hlk62654371"><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;  ">Csoportszintű
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  Downstream Ügyvezető Igazgató</span></span></p>
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  Stratégiai Operáció és Üzletfejlesztés és MOL Magyarország Ügyvezető Igazgató</span></span></p>
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  jelentés 2024</span><span style="font-size:11.0pt"></span></p>
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  <p class="MsoNormal" style="text-align:center;line-height:normal"><span style="font-size:10.0pt;color:white;">42</span><span style="font-size:10.0pt"></span></p>
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<p class="MsoNormal" style="margin-top:0cm;margin-right:0cm;margin-bottom:6.0pt;margin-left:22.5pt;text-align:justify;text-indent:-22.5pt;page-break-after:avoid;"><span style="mso-bookmark:_Hlk62654371"><b><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;color:#E30018;text-transform:uppercase;"><span style="display:inline-block; text-indent:0pt; min-width:22.5pt;">6.<span style="font:7.0pt &quot;Times New Roman&quot;">          
</span></span></span></b><b><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;color:#E30018;text-transform:uppercase;">Éghajlatváltozásból
eredő kockázatokkal és Kihívásokkal kapcsolatos társaságirányítási gyakorlat</span></b></span><span style="mso-bookmark:_Hlk62654371"><b><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Arial&quot;,sans-serif;color:#E30018;text-transform:uppercase;"></span></b></span></p>

<p class="MsoNormal" style="margin-top:0cm;margin-right:0cm;margin-bottom:6.0pt;margin-left:22.5pt;text-indent:-22.5pt;page-break-after:avoid;"><span style="mso-bookmark:_Hlk62654371"><b><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;text-transform:uppercase;"><span style="display:inline-block; text-indent:0pt; min-width:22.5pt;">6.1.<span style="font:7.0pt &quot;Times New Roman&quot;">     
</span></span></span></b><b><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;text-transform:uppercase;">Az
Igazgatóság tevékenysége az éghajlatváltozás kapcsán felmerülő kockázatokkal és
kihívásokkal kapcsolatosan</span></b></span><span style="mso-bookmark:_Hlk62654371"><b><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Arial&quot;,sans-serif;text-transform:uppercase;"></span></b></span></p>

<p class="MsoNormal" style="margin-bottom:6.0pt;text-align:justify;page-break-after:avoid;"><span style="mso-bookmark:&#xD;&#xA;_Hlk62654371"><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;">Az Igazgatóság
feladata meghatározni a csoport fő üzleti célkitűzéseit, valamint áttekinteni
és jóváhagyni a csoport üzleti stratégiáját, beleértve azokat a premisszákat és
feltételezéseket, amelyek alapján a stratégia létrejött. A MOL-csoport hosszú
távú transzformációs stratégiáját az éghajlattal kapcsolatos kockázatok és
kihívások figyelembe vételével alkották meg, amelynek értelmében az Igazgatóság
(és bizottságai) az éghajlattal kapcsolatos kockázatok és kihívások széles
skálájára tekintenek úgy, mint a feladat- és felelősségkörébe tartozó kérdések
szerves részére, a stratégia felülvizsgálatakor és jóváhagyásakor, a
kockázatkezelési irányelvek és üzleti tervek kialakításakor, valamint a
szervezet teljesítménycéljainak meghatározásakor egyaránt. Ezen túlmenően az
Igazgatóság és bizottságai feladatát képezi e célkitűzések – beleértve az
éghajlatváltozással kapcsolatosakat is – mentén elért előrehaladás nyomon
követése és felügyelete. Az Igazgatóság különböző csatornákon keresztül
folyamatosan kap információkat az éghajlatváltozással kapcsolatos kockázatokról
és kihívásokról. Ilyenek például a menedzsment által készített negyedéves és
éves jelentések az éghajlatváltozással kapcsolatos különböző területekről,
például makrogazdasági folyamatokról, jogszabályi változásokról,
környezetvédelmi kérdésekről és tőkepiaci folyamatokról. Az Igazgatóság részt
vett a MOL-csoport „Shape Tomorrow” Stratégia (2024-ben frissített verziójának)
megfelelési felülvizsgálatában, mely összhangban van az átívelő EUs szabályrendszerek
és elvárások adaptációjával. </span></span></p>

<p class="MsoNormal" style="margin-top:6.0pt;margin-right:0cm;margin-bottom:2.0pt;margin-left:0cm;text-align:justify;background:white"><span style="mso-bookmark:_Hlk62654371"><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;color:black;">Az Igazgatóság
emellett rendelkezik két bizottsággal is, amelyeknek éghajlatváltozással
kapcsolatos felelősséget delegáltak: a Fenntartható Fejlődés Bizottság (FFB) és
a Pénzügyi és Kockázatkezelési Bizottság (PKB). Mindkét testület közvetlenül
foglalkozik az éghajlatváltozáshoz kapcsolódó ügyekkel. A fenntarthatósággal
kapcsolatos kérdések integrált kezelésének biztosítása érdekében az egész
csoportra kiterjedően, ideértve, de nem kizárólagosan az éghajlatváltozást, az
FFB figyelemmel kíséri a fenntarthatósággal kapcsolatos célok előrehaladását. A
csoportszintű Egészségvédelem, Biztonság és Környezetvédelemért felelős
ügyvezetői igazgató legalább évente négy alkalommal készít jelentést az FFB
részére a fenntarthatósági célok mentén elért eredményekről, míg az Investor
Relations &amp; ESG koordináció vezetője tájékoztatja a bizottságot a
fenntarthatósággal kapcsolatos különféle kérdésekről és trendekről.<span>  </span>Ezenkívül az éghajlatváltozással összefüggő
kockázatok és kihívások hatásait csoport, üzletági és telephelyi szinten
negyedévente jelentik a bizottságnak részletes elemzések keretében. Az PKB
feladata másrészt a pénzügyi és működési kockázatok, valamint a kockázatok
módszertanának és kezelésének, valamint az ERM működésének nyomon követése.
Mind a hosszú távú stratégiai kockázatértékelés, mind a középtávú kockázati
jelentések (amelyek az éghajlatváltozási kockázatokat is lefedik) a PKB részére
kerülnek benyújtásra. Az éghajlatváltozási kockázatot stratégiai kockázatnak
tekintjük, az ERM részét képezi, és<span> 
</span>ennek megfelelően<span>  </span>a PKB tagjainak
riportálásra kerül.. További információ az integrált kockázatkezelési
rendszerről szóló 7.2. pontban található.</span></span><span style="mso-bookmark:&#xD;&#xA;_Hlk62654371"><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;"></span></span></p>

<p class="MsoNormal" style="margin-top:12.0pt;margin-right:0cm;margin-bottom:6.0pt;margin-left:22.5pt;text-indent:-22.5pt;page-break-after:avoid;"><span style="mso-bookmark:&#xD;&#xA;_Hlk62654371"><b><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;text-transform:uppercase;"><span style="display:inline-block; text-indent:0pt; min-width:22.5pt;">6.2.<span style="font:7.0pt &quot;Times New Roman&quot;">     
</span></span></span></b><b><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;text-transform:uppercase;">A
vezetőség szerepe az éghajlatváltozáshoz kapcsolódó kockázatok és kihívások
értékelésében, valamint kezelésében</span></b></span><span style="mso-bookmark:&#xD;&#xA;_Hlk62654371"><b><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Arial&quot;,sans-serif;text-transform:uppercase;"></span></b></span></p>

<p class="MsoNormal" style="margin-top:6.0pt;margin-right:0cm;margin-bottom:2.0pt;margin-left:0cm;text-align:justify;background:white"><span style="mso-bookmark:_Hlk62654371"><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;color:black;">A felsővezetés
felelősségének részét képezik az éghajlattal kapcsolatos kockázatok és
kihívások felmérése és kezelése, valamint a jóváhagyott stratégia végrehajtása.
A szervezeti felépítést tekintve a klímaváltozásért való felelősség nem
egyetlen részleghez vagy személyhez tartozik. Az éghajlatváltozással
kapcsolatos kérdésekben a felelősség a csoportban számos feladatkör között
oszlik meg. Számos csoportszintű funkció elemzi a felelősségi körében az
éghajlatváltozással kapcsolatos kockázatokat és kihívásokat. Ilyenek
szervezetek például a teljesség igénye nélkül a Csoportszintű Stratégia és
Fenntarthatóság (éghajlatváltozás vállalati stratégiára gyakorolt hatása),
Vezető Közgazdász (éghajlatváltozás hatása makrogazdasági trendekre),
Közkapcsolati és Szabályozási Ügyek (globális és regionális éghajlatváltozással
kapcsolatos szabályozások), az EBK (környezeti kockázatok elemzése és kezelése,
környezetvédelmi teljesítmény mérése) és a Befektetői Kapcsolatok és ESG
Koordináció (ESG-vel kapcsolatos fejlemények a tőkepiacokon). Ezenkívül az
összes üzletág figyelemmel kíséri és értékeli az éghajlatváltozással
kapcsolatos kockázatokat és kihívásokat, a stratégiák végrehajtásában és
tervezésében betöltött szerepük és felelősségük szerves részeként, illetve az
ERM kockázatértékelési folyamatban. A felsővezetés különböző csatornákon
keresztüli rendszeres jelentéstétel útján tájékoztatást kap, és rendszeresen
frissül az éghajlattal kapcsolatos kockázatokról és kihívásokról, mind a fent
említett csoportszintű funkcionális szervezetektől, mind az egyes üzletágak
vezetésétől.</span></span><span style="mso-bookmark:_Hlk62654371"><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;"></span></span></p>

<p class="MsoNormal" style="margin-top:6.0pt;margin-right:0cm;margin-bottom:2.0pt;margin-left:0cm;text-align:justify;background:white"><span style="mso-bookmark:_Hlk62654371"><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;color:black;"><span> </span></span></span><span style="mso-bookmark:_Hlk62654371"><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;"></span></span></p>

<p class="MsoNormal" style="margin-top:0cm;margin-right:0cm;margin-bottom:6.0pt;margin-left:22.5pt;text-align:justify;text-indent:-22.5pt;page-break-after:avoid;"><span style="mso-bookmark:_Hlk62654371"><b><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;color:#E30018;text-transform:uppercase;"><span style="display:inline-block; text-indent:0pt; min-width:22.5pt;">7.<span style="font:7.0pt &quot;Times New Roman&quot;">          
</span></span></span></b><b><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;color:#E30018;text-transform:uppercase;">JAVADALMAZÁSI
POLITIKÁK ÉS GYAKORLATOK</span></b></span></p>

<p class="MsoNormal" style="margin-top:6.0pt;margin-right:0cm;margin-bottom:2.0pt;margin-left:0cm;text-align:justify;"><span style="mso-bookmark:&#xD;&#xA;_Hlk62654371"><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;">Az Igazgatóság minőségjavítási célból évente formálisan értékeli
saját és bizottságai teljesítményét működési hatékonyság szempontjából,
valamint folyamatosan áttekinti tevékenységét, amelynek eredményét
megtárgyalja. </span></span></p>

<p class="MsoNormal" style="text-align:justify"><span style="mso-bookmark:_Hlk62654371"><span style="font-size:9.0pt;line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;">A Felügyelő Bizottság évente – a következő évi munkaterv
jóváhagyásával egyidejűleg – értékeli az adott évben kifejtett tevékenységét.</span></span></p>

<p class="MsoNormal" style="text-align:justify"><span style="mso-bookmark:_Hlk62654371"><span style="font-size:9.0pt;line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;"></span></span></p>

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  <p class="MsoNormal" style="text-align:center;line-height:normal"><span style="color:black;">Üzleti
  jelentés 2024</span><span style="font-size:11.0pt"></span></p>
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<p class="MsoHeader"><b><span> </span></b></p>

</div></div><div class="WordSection44">

<p class="MsoNormal" style="margin-top:12.0pt;margin-right:0cm;margin-bottom:6.0pt;margin-left:22.5pt;text-indent:-22.5pt;page-break-after:avoid;"><span style="mso-bookmark:&#xD;&#xA;_Hlk62654371"><b><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;color:red;text-transform:uppercase;"><span style="display:inline-block; text-indent:0pt; min-width:22.5pt;">7.1.<span style="font:7.0pt &quot;Times New Roman&quot;">     
</span></span></span></b><b><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;color:red;text-transform:uppercase;">Vezérigazgatói Bizottság (CEC) és Vezetői Bizottság (MC)
teljesítményértékelése</span></b></span></p>

<p class="MsoNormal" style="margin-top:6.0pt;margin-right:0cm;margin-bottom:2.0pt;margin-left:0cm;text-align:justify;"><span style="mso-bookmark:&#xD;&#xA;_Hlk62654371"><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;">A MOL javadalmazási rendszerének célja, hogy ösztönözze a
felsővezetés tagjait a vállalat stratégiájának megvalósítására és jutalmazza a
stratégiai célok elérését rövid és hosszú távú elemek kombinációjával. A
javadalmazás fontos szerepet tölt be az egyéni, divizionális és vállalati célok
elérésében. Az ösztönző mechanizmusok kialakításával a MOL azt kívánja elérni,
hogy a felsővezetők javadalmazása összhangban legyen és támogassa a vállalat
stratégiai céljait, amely révén a felsővezetők érdekei még inkább összhangba
kerülnek a részvényesek érdekeivel.<span style="color:black;"></span></span></span></p>

<p class="MsoNormal" style="margin-top:6.0pt;margin-right:0cm;margin-bottom:2.0pt;margin-left:0cm;text-align:justify;"><span style="mso-bookmark:&#xD;&#xA;_Hlk62654371"><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;">A CEC és az MC javadalmazása három pilléren alapul:<span style="color:black;"></span></span></span></p>

<p class="MsoNormal" style="margin-bottom:0;margin-top:0;margin-left:35.7pt;text-align:justify;text-indent:-17.85pt;"><span style="mso-bookmark:_Hlk62654371"><span style="font-size:10.0pt;line-height:1.408643;;font-family:&quot;Molgroup Regular&quot;;"><span style="display:inline-block; text-indent:0pt; min-width:17.85pt;">•<span style="font:7.0pt &quot;Times New Roman&quot;">        
</span></span></span><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;">Éves alapbér: rögzített éves bér
az egyéneknek fizetve</span></span><span style="mso-bookmark:_Hlk62654371"><span style="font-size:10.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;"></span></span></p>

<p class="MsoNormal" style="margin-bottom:0;margin-top:0;margin-left:35.7pt;text-align:justify;text-indent:-17.85pt;"><span style="mso-bookmark:_Hlk62654371"><span style="font-size:10.0pt;line-height:1.408643;;font-family:&quot;Molgroup Regular&quot;;"><span style="display:inline-block; text-indent:0pt; min-width:17.85pt;">•<span style="font:7.0pt &quot;Times New Roman&quot;">        
</span></span></span><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;">Rövid távú ösztönző: éves ösztönző
az egyéni és a vállalati teljesítmény alapján</span></span><span style="mso-bookmark:_Hlk62654371"><span style="font-size:10.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;"></span></span></p>

<p class="MsoNormal" style="margin-bottom:0;margin-top:0;margin-left:35.7pt;text-align:justify;text-indent:-17.85pt;"><span style="mso-bookmark:_Hlk62654371"><span style="font-size:10.0pt;line-height:1.408643;;font-family:&quot;Molgroup Regular&quot;;"><span style="display:inline-block; text-indent:0pt; min-width:17.85pt;">•<span style="font:7.0pt &quot;Times New Roman&quot;">        
</span></span></span><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;">Hosszú távú ösztönző: a
teljesítményalapú kultúrát és a stratégiai fókuszt segítendő hosszú távú
felsővezetői ösztönző, ami egybeesik a MOL-csoport részvényeseinek érdekeivel</span></span><span style="mso-bookmark:_Hlk62654371"><span style="font-size:10.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;"></span></span></p>

<p class="MsoNormal" style="margin-top:12.0pt;margin-right:0cm;margin-bottom:&#xD;&#xA;6.0pt;margin-left:0cm;text-align:justify;line-height:normal;page-break-after:&#xD;&#xA;avoid;background:white;&#xD;&#xA;"><span style="mso-bookmark:_Hlk62654371"><span style="font-size:9.0pt;font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;color:black;">A felsővezetés ösztönző rendszere
2024-ben a következő elemeket tartalmazta:</span></span><span style="mso-bookmark:&#xD;&#xA;_Hlk62654371"><span style="font-size:9.0pt;font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;"></span></span></p>

<p class="MsoNormal" style="margin-top:12.0pt;margin-right:0cm;margin-bottom:6.0pt;margin-left:1.0cm;text-indent:-1.0cm;page-break-after:avoid;"><span style="mso-bookmark:&#xD;&#xA;_Hlk62654371"><b><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;color:red;text-transform:uppercase;"><span style="display:inline-block; text-indent:0pt; min-width:1.0cm;">7.1.1.<span style="font:7.0pt &quot;Times New Roman&quot;">    
</span></span></span></b><b><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;color:red;text-transform:uppercase;"><span> </span>Rövid távú ösztönző rendszer</span></b></span></p>

<p class="MsoNormal" style="margin-top:6.0pt;margin-right:0cm;margin-bottom:2.0pt;margin-left:0cm;text-align:justify;"><span style="mso-bookmark:&#xD;&#xA;_Hlk62654371"><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;">A rövidtávú
ösztönző az éves alapbér százalékos meghatározásában kerül kiszámításra, amely
a pozíció összetettségének megfelelően kerül meghatározásra, továbbá függ az
adott tárgyévi vállalati, divíziós (az MC tagokra érvényes) és egyéni
teljesítménymutatóktól. A végső számítási mód az összes meghatározott tényező
szorzata és a Rövid távú ösztönző összege függ mind a vállalati, mind az adott
vezető teljesítményének értékelésétől</span></span><span style="mso-bookmark:&#xD;&#xA;_Hlk62654371"><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;">.<span style="color:black;"></span></span></span></p>

<p class="MsoNormal" style="margin-top:6.0pt;margin-right:0cm;margin-bottom:2.0pt;margin-left:0cm;text-align:justify;"><span style="mso-bookmark:&#xD;&#xA;_Hlk62654371"><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;">A
MOL-csoport döntéshozatali rendszere alapján a CEC tagjainak éves
teljesítményét a Társaságirányítási és Javadalmazási Bizottság értékeli a MOL
Igazgatóságának végső jóváhagyásával. Az MC teljesítményértékelését pedig a CEC
és a Társaságirányítási és Javadalmazási Bizottság végzi</span></span><span style="mso-bookmark:_Hlk62654371"><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;">.</span></span></p>

<p class="MsoNormal" style="margin-top:6.0pt;margin-right:0cm;margin-bottom:2.0pt;margin-left:18.0pt;text-align:justify;text-indent:-18.0pt;"><span style="mso-bookmark:_Hlk62654371"><b><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;color:black;">Az éves rövidtávú ösztönző
teljesítménykritériumai</span></b></span></p>

<p class="MsoNormal" style="text-align:justify"><span style="mso-bookmark:_Hlk62654371"><span style="font-size:9.0pt;line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;">A rövidtávú ösztönző célok kiemelt pénzügyi és nem pénzügyi
teljesítménymutatók együtteseként kerülnek meghatározásra, hogy ezáltal
támogassák a MOL-csoport és a MOL Nyrt. céljainak megvalósítását. A
teljesítménymutatók kiválasztása tükrözi a Társaságirányítási és Javadalmazási
Bizottság azon célját, hogy vállalati és üzletági mutatók széles skálája
segítségével értékelje az érintettek teljesítményét.</span></span><span style="mso-bookmark:_Hlk62654371"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;"></span></span></p>

<p class="MsoNormal" style="margin-top:6.0pt;margin-right:0cm;margin-bottom:2.0pt;margin-left:18.0pt;text-align:justify;text-indent:-18.0pt;"><span style="mso-bookmark:_Hlk62654371"><b><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;color:black;">Pénzügyi teljesítménymutatók:</span></b></span></p>

<p class="MsoNormal" style="text-align:justify"><span style="mso-bookmark:_Hlk62654371"><span style="font-size:9.0pt;line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;">A MOL Nyrt.-vel munkaviszonyban álló igazgatók egyéni szinten
felelősek a MOL-csoport EBITDA mutatószámáért (ami a MOL-csoport vállalati
szintű célkitűzése is) és egyéb pénzügyi teljesítménymutatókért, melyeket a
Csoportszintű Pénzügyi Tervezés és Beszámolás szervezet határoz meg. Az egyéb
pénzügyi célok között szerepelhetnek hatékonysági, beruházási és költségekkel
kapcsolatos mutatók. 2023-ban a Vezérigazgatói Bizottság (CEC) tagjai kiemelten
kezelték az EBITDA és a szabad cash-flow célok teljesítését a MOL-csoport
szerinti stratégiai céljainak elérése érdekében.</span></span><span style="mso-bookmark:_Hlk62654371"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;"></span></span></p>

<p class="MsoNormal" style="margin-top:6.0pt;margin-right:0cm;margin-bottom:2.0pt;margin-left:18.0pt;text-align:justify;text-indent:-18.0pt;"><span style="mso-bookmark:_Hlk62654371"><b><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;color:black;">Nem pénzügyi teljesítménymutatók:</span></b></span></p>

<p class="MsoNormal" style="text-align:justify"><span style="mso-bookmark:_Hlk62654371"><span style="font-size:9.0pt;line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;">A munkabiztonság kiemelt fontosságú a MOL-csoport számára, ennek
érdekében a Társaságirányítási és Javadalmazási Bizottság minden évben
konzisztensen meghatároz fenntartható fejlődés, egészség, biztonság és
környezetvédelemmel kapcsolatos célokat. A MOL-csoport ezért 2023-ban is
meghatározta az ún. “Összes jelentésköteles sérülés gyakorisága” (TRIR)
teljesítését, amely a mindenkor biztonságos, fenntartható és megfelelő működés
melletti elkötelezettséget mutatja meg.</span></span></p>

<p class="MsoNormal" style="text-align:justify"><span style="mso-bookmark:_Hlk62654371"><span style="font-size:9.0pt;line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;"><span> </span></span></span></p>

<p class="MsoNormal" style="text-align:justify"><span style="mso-bookmark:_Hlk62654371"><b><span style="font-size:9.0pt;line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;">A fentiek mellett a CEC-tagok számára a következő egyéni, nem
számszerűsíthető célok kerültek meghatározásra 2024-re:</span></b></span></p>

<p class="MsoNormal" style="margin-bottom:0;margin-top:0;margin-left:36.0pt;text-align:&#xD;&#xA;justify;text-indent:-18.0pt;"><span style="mso-bookmark:&#xD;&#xA;_Hlk62654371"><span style="font-size:9.0pt;line-height:1.310651;;font-family:Symbol;"><span style="display:inline-block; text-indent:0pt; min-width:18.0pt;">·<span style="font:7.0pt &quot;Times New Roman&quot;">      
</span></span></span><span style="font-size:9.0pt;line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;">folytatja a MOL-csoport 2030+
Stratégia további megvalósítását és stratégiai jövőkép kialakítását 2050-re,
fókuszálva a klímaváltozás hatásaira és egyes területek csoportszintű
stratégiájának végrehajtására,</span></span></p>

<p class="MsoNormal" style="margin-bottom:0;margin-top:0;margin-left:36.0pt;text-align:&#xD;&#xA;justify;text-indent:-18.0pt;"><span style="mso-bookmark:&#xD;&#xA;_Hlk62654371"><span style="font-size:9.0pt;line-height:1.310651;;font-family:Symbol;"><span style="display:inline-block; text-indent:0pt; min-width:18.0pt;">·<span style="font:7.0pt &quot;Times New Roman&quot;">      
</span></span></span><span style="font-size:9.0pt;line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;">az új működési modell
továbbfejlesztése, amely tükrözi a COVID utáni piaci változások lekövetését és
az orosz-ukrán háborús hatások által kiváltott megváltozott piaci feltételeket,</span></span></p>

<p class="MsoNormal" style="margin-bottom:0;margin-top:0;margin-left:36.0pt;text-align:&#xD;&#xA;justify;text-indent:-18.0pt;"><span style="mso-bookmark:&#xD;&#xA;_Hlk62654371"><span style="font-size:9.0pt;line-height:1.310651;;font-family:Symbol;"><span style="display:inline-block; text-indent:0pt; min-width:18.0pt;">·<span style="font:7.0pt &quot;Times New Roman&quot;">      
</span></span></span><span style="font-size:9.0pt;line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;">a felügyeleti tevékenységek
hatékony végrehajtása az irányítási struktúra és folyamatok folyamatos
felülvizsgálatának és egyszerűsítésének ösztönzésével,</span></span></p>

<p class="MsoNormal" style="margin-bottom:0;margin-top:0;margin-left:36.0pt;text-align:&#xD;&#xA;justify;text-indent:-18.0pt;"><span style="mso-bookmark:&#xD;&#xA;_Hlk62654371"><span style="font-size:9.0pt;line-height:1.310651;;font-family:Symbol;"><span style="display:inline-block; text-indent:0pt; min-width:18.0pt;">·<span style="font:7.0pt &quot;Times New Roman&quot;">      
</span></span></span><span style="font-size:9.0pt;line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;">segíti a munkavállalói
elkötelezettség növelését a szervezeteken belül, emellett támogatja a
kollaborációt, a munkavállalói élményt, a sokszínűséget és befogadást és
tehetséggondozást, annak érdekében, hogy a MOL csoport a munkavállalók között a
legjobb választássá legyen,</span></span></p>

<p class="MsoNormal" style="margin-bottom:0;margin-top:0;margin-left:36.0pt;text-align:&#xD;&#xA;justify;text-indent:-18.0pt;"><span style="mso-bookmark:&#xD;&#xA;_Hlk62654371"><span style="font-size:9.0pt;line-height:1.310651;;font-family:Symbol;"><span style="display:inline-block; text-indent:0pt; min-width:18.0pt;">·<span style="font:7.0pt &quot;Times New Roman&quot;">      
</span></span></span><span style="font-size:9.0pt;line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;">az életmentési szabályok
ösztönzése a MOL-csoportban,</span></span></p>

<p class="MsoNormal" style="margin-top:0;margin-left:36.0pt;text-align:&#xD;&#xA;justify;text-indent:-18.0pt;"><span style="mso-bookmark:&#xD;&#xA;_Hlk62654371"><span style="font-size:9.0pt;line-height:1.310651;;font-family:Symbol;"><span style="display:inline-block; text-indent:0pt; min-width:18.0pt;">·<span style="font:7.0pt &quot;Times New Roman&quot;">      
</span></span></span><span style="font-size:9.0pt;line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;">MOL-csoport fenntartható működési
szempontjainak további erősítése, a Kutatás-Termelés<span>  </span>hatékonyságfejlesztése a Közép-Európai
régióban, a Downstreamen az üzemanyagok átalakítása, az IBS divízióban pedig a
Hulladékgazdálkodás üzletág kialakítása.</span></span></p>

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  <p class="MsoNormal" style="text-align:center;line-height:normal"><span style="color:black;">Üzleti
  jelentés 2024</span><span style="font-size:11.0pt"></span></p>
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<p class="MsoHeader"><b><span> </span></b></p>

</div></div><div class="WordSection45">

<p class="MsoNormal" style="margin-top:6.0pt;margin-right:0cm;margin-bottom:2.0pt;margin-left:18.0pt;text-align:justify;text-indent:-18.0pt;"><span style="mso-bookmark:_Hlk62654371"><b><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;color:black;">Az MC tagok számára a kitűzött
egyéni célokat a 2024-as üzleti tervhez és az adott divízió/szervezeti terület
prioritásaihoz igazították, kiemelten az alábbi témákra összpontosítva:</span></b></span></p>

<p class="MsoNormal" style="margin-bottom:0;margin-top:0;margin-left:36.0pt;text-align:&#xD;&#xA;justify;text-indent:-18.0pt;"><span style="mso-bookmark:&#xD;&#xA;_Hlk62654371"><span style="font-size:9.0pt;line-height:1.310651;;font-family:Symbol;"><span style="display:inline-block; text-indent:0pt; min-width:18.0pt;">·<span style="font:7.0pt &quot;Times New Roman&quot;">      
</span></span></span><span style="font-size:9.0pt;line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;">Az üzleti tervek és kitűzött
projektek megvalósítása</span></span></p>

<p class="MsoNormal" style="margin-bottom:0;margin-top:0;margin-left:36.0pt;text-align:&#xD;&#xA;justify;text-indent:-18.0pt;"><span style="mso-bookmark:&#xD;&#xA;_Hlk62654371"><span style="font-size:9.0pt;line-height:1.310651;;font-family:Symbol;"><span style="display:inline-block; text-indent:0pt; min-width:18.0pt;">·<span style="font:7.0pt &quot;Times New Roman&quot;">      
</span></span></span><span style="font-size:9.0pt;line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;">Működési modellek átalakítása
(ahol szükséges) és a működési hatékonyság növelése a költségoptimalizáló
projektek megvalósítására összpontosítva, az adott divízió üzleti
stratégiájának megvalósítása érdekében (pl.: stratégiai portfóliókezelés,
dekarbonizációs projektek, digitalizációs projektek stb.)</span></span></p>

<p class="MsoNormal" style="margin-bottom:0;margin-top:0;margin-left:36.0pt;text-align:&#xD;&#xA;justify;text-indent:-18.0pt;"><span style="mso-bookmark:&#xD;&#xA;_Hlk62654371"><span style="font-size:9.0pt;line-height:1.310651;;font-family:Symbol;"><span style="display:inline-block; text-indent:0pt; min-width:18.0pt;">·<span style="font:7.0pt &quot;Times New Roman&quot;">      
</span></span></span><span style="font-size:9.0pt;line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;">A munkavállalói és vezetői
teljesítménymutatók (pl. vezetői kultúra fejlesztése, munkavállalók
elkötelezettségének növelése a megfelelő területeken, hatékony teljesítmény- és
tehetségmenedzsment stb.).</span></span></p>

<p class="MsoNormal" style="margin-top:6.0pt;margin-right:0cm;margin-bottom:2.0pt;margin-left:18.0pt;text-align:justify;text-indent:-18.0pt;"><span style="mso-bookmark:_Hlk62654371"><b><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;color:black;">A teljesítménymutatók mérése és
érvényesítése</span></b></span></p>

<p class="MsoNormal" style="text-align:justify"><span style="mso-bookmark:_Hlk62654371"><span style="font-size:9.0pt;line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;">A Vezérigazgatói Bizottság tagjainak éves teljesítményét az
Igazgatóság értékeli a Társaságirányítási és Javadalmazási Bizottság előzetes
jóváhagyásával. Az MC teljesítményét a Vezérigazgatói Bizottság értékeli a
Társaságirányítási és Javadalmazási Bizottság előzetes jóváhagyásával. A
pénzügyi kulcsmutatószámok célkitűzéseinek elérését a Pénzügyi Tervezés és
Jelentéskészítés szervezet értékeli és kerül jóváhagyásra a kapcsolódó
Társaságirányítási terület által.</span></span></p>

<p class="MsoNormal" style="text-align:justify"><span style="mso-bookmark:_Hlk62654371"><span style="font-size:9.0pt;line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;">A MOL Nyrt.-vel munkaviszonyban álló igazgatók rövidtávú
ösztönzőire nem vonatkozik késleltetési időszak vagy bármely visszatérítési
rendelkezés.</span></span></p>

<p class="MsoNormal" style="margin-top:12.0pt;margin-right:0cm;margin-bottom:6.0pt;margin-left:1.0cm;text-indent:-1.0cm;page-break-after:avoid;"><span style="mso-bookmark:&#xD;&#xA;_Hlk62654371"><a><b><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;color:red;text-transform:uppercase;"><span style="display:inline-block; text-indent:0pt; min-width:1.0cm;">7.1.2.<span style="font:7.0pt &quot;Times New Roman&quot;">     </span></span></span></b><b><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;color:red;text-transform:uppercase;">Rövidtávú részvénytulajdonosi
program</span></b></a></span></p>

<span style="mso-bookmark:_Hlk33637007"></span>

<p class="MsoNormal" style="margin-bottom:4.0pt;text-align:justify;"><span style="mso-bookmark:_Hlk62654371"><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;">A CEC és az
MC tagjai, valamint a felsővezetők minden évben rövidtávú ösztönzőjük helyett
egy részvényalapú ösztönzőt választhatnak, amely a Munkavállalói
Résztulajdonosi Programról szóló 1992. évi XLIV. törvénynek (a továbbiakban:
MRP törvény) megfelelően a MOL Nyrt.-től független jogi entitáson, az ún. MOL
Nyrt. MRP Szervezeten keresztül valósul meg. </span></span></p>

<p class="MsoNormal" style="margin-bottom:4.0pt;text-align:justify;"><span style="mso-bookmark:_Hlk62654371"><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;">A választható
Rövidtávú Részvénytulajdonosi Program célja a felsővezetés ösztönzése a
MOL-csoport stratégiai céljainak elérésére a részvényesi érdekekkel
összhangban.</span></span></p>

<p class="MsoNormal" style="margin-bottom:4.0pt;text-align:justify;"><span style="mso-bookmark:_Hlk62654371"><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;">A program
jellemzői:</span></span></p>

<p class="MsoNormal" style="margin-bottom:0;margin-top:0;margin-left:36.0pt;text-align:justify;text-indent:-18.0pt;"><span style="mso-bookmark:_Hlk62654371"><span style="font-size:9.0pt;line-height:1.408643;;font-family:Symbol;"><span style="display:inline-block; text-indent:0pt; min-width:18.0pt;">·<span style="font:7.0pt &quot;Times New Roman&quot;">       </span></span></span><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;">A programban való részvétel önkéntes</span></span></p>

<p class="MsoNormal" style="margin-bottom:0;margin-top:0;margin-left:36.0pt;text-align:justify;text-indent:-18.0pt;"><span style="mso-bookmark:_Hlk62654371"><span style="font-size:9.0pt;line-height:1.408643;;font-family:Symbol;"><span style="display:inline-block; text-indent:0pt; min-width:18.0pt;">·<span style="font:7.0pt &quot;Times New Roman&quot;">       </span></span></span><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;">A jogosultság alapja a rövidtávú ösztönző jogosultsági mértékével megegyező
részvénydarabszám a teljesítési évet megelőző december havi részvény
átlagárfolyamon számítva</span></span></p>

<p class="MsoNormal" style="margin-bottom:0;margin-top:0;margin-left:36.0pt;text-align:justify;text-indent:-18.0pt;"><span style="mso-bookmark:_Hlk62654371"><span style="font-size:9.0pt;line-height:1.408643;;font-family:Symbol;"><span style="display:inline-block; text-indent:0pt; min-width:18.0pt;">·<span style="font:7.0pt &quot;Times New Roman&quot;">       </span></span></span><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;">A végső kifizetést a teljes teljesítményértékelés, a vállalati,
divíziós és egyéni értékelés határozza meg</span></span></p>

<p class="MsoNormal" style="margin-bottom:0;margin-top:0;margin-left:36.0pt;text-align:justify;text-indent:-18.0pt;"><span style="mso-bookmark:_Hlk62654371"><span style="font-size:9.0pt;line-height:1.408643;;font-family:Symbol;"><span style="display:inline-block; text-indent:0pt; min-width:18.0pt;">·<span style="font:7.0pt &quot;Times New Roman&quot;">       </span></span></span><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;">Az ösztönző MRP Szervezettől részvényben történő kifizetésének
feltétele a MOL részvényárfolyam növekedése a kétéves teljesítési időszak
kezdetét és végét összehasonlítva</span></span></p>

<p class="MsoNormal" style="margin-bottom:0;margin-top:0;margin-left:36.0pt;text-align:justify;text-indent:-18.0pt;"><span style="mso-bookmark:_Hlk62654371"><span style="font-size:9.0pt;line-height:1.408643;;font-family:Symbol;"><span style="display:inline-block; text-indent:0pt; min-width:18.0pt;">·<span style="font:7.0pt &quot;Times New Roman&quot;">       </span></span></span><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;">A kifizetés az árfolyamfeltétel teljesülése esetén MOL részvényben
történik az MRP Szervezeten keresztül. Amennyiben az árfolyamfeltétel nem
teljesül, és a teljesítés időszak végén az átlagárfolyam alacsonyabb, mint a
Program indulását megelőzően, az ösztönző normál adózásnak megfelelően
készpénzben kerül kifizetésre a MOL Nyrt.-vel munkaviszonyban álló igazgató
kérésének megfelelő pénznemben</span></span><span style="mso-bookmark:_Hlk62654371"><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;"></span></span></p>

<p class="MsoNormal" style="margin-top:12.0pt;margin-right:0cm;margin-bottom:6.0pt;margin-left:1.0cm;text-indent:-1.0cm;page-break-after:avoid;"><span style="mso-bookmark:&#xD;&#xA;_Hlk62654371"><b><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;color:red;text-transform:uppercase;"><span style="display:inline-block; text-indent:0pt; min-width:1.0cm;">7.1.3.<span style="font:7.0pt &quot;Times New Roman&quot;">    
</span></span></span></b><b><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;color:red;text-transform:uppercase;">Hosszútávú ösztönző </span></b></span></p>

<p class="MsoNormal" style="text-align:justify"><span style="mso-bookmark:_Hlk62654371"><span style="font-size:9.0pt;line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;">A hosszútávú ösztönző rendszer célja a vezetők
teljesítménynövekedésének ösztönzése a MOL Nyrt. és a MOL-csoport pénzügyi
teljesítményének és hatékonyságának jövőbeni javulása érdekében, a MOL
részvényesi érdekek szem előtt tartása mellett.</span></span></p>

<p class="MsoNormal" style="text-align:justify"><span style="mso-bookmark:_Hlk62654371"><span style="font-size:9.0pt;line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;">A hosszútávú ösztönző keretrendszere 2020. utolsó negyedévében
felülvizsgálatra került, 2021. január 1-től az ún. Hosszútávú Részvényprogram
került alkalmazásra a korábbi hosszútávú ösztönzők helyett. A korábbi, még futó
hosszútávú ösztönzők érvényben maradnak azok kifizetéséig vagy lejáratukig.</span></span></p>

<p class="MsoNormal" style="text-align:justify"><span style="mso-bookmark:_Hlk62654371"><span style="font-size:9.0pt;line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;">Az új Hosszútávú Részvényprogram még szorosabb kapcsolódást mutat
a MOL-csoport stratégiai céljai, a részvényesek érdekei és a felsővezetés
hosszútávú ösztönzése és megtartása tekintetében. A MOL Nyrt.-vel
munkaviszonyban álló igazgatók hosszútávú ösztönző programokból származó
juttatásai a programok személyi és tárgyi hatályától függően az MRP programon
keresztül vagy belső szabályzat rendelkezései szerint kerülnek kifizetésre.</span></span><span style="mso-bookmark:_Hlk62654371"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;"> </span></span></p>

<p class="MsoNormal" style="margin-top:12.0pt;margin-right:0cm;margin-bottom:6.0pt;margin-left:1.0cm;text-indent:-1.0cm;page-break-after:avoid;"><span style="mso-bookmark:&#xD;&#xA;_Hlk62654371"><b><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;color:red;text-transform:uppercase;"><span style="display:inline-block; text-indent:0pt; min-width:1.0cm;">7.1.4.<span style="font:7.0pt &quot;Times New Roman&quot;">    
</span></span></span></b><b><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;color:red;text-transform:uppercase;">Hosszútávú Részvényprogram</span></b></span></p>

<p class="MsoNormal" style="margin-top:6.0pt;margin-right:0cm;margin-bottom:2.0pt;margin-left:0cm;text-align:justify;"><span style="mso-bookmark:&#xD;&#xA;_Hlk62654371"><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;">A program
egy hároméves futamidejű, részvényalapú ösztönző, amely a MOL </span></span><span style="mso-bookmark:_Hlk62654371"><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;color:black;">vállalati
teljesítményén, valamint az egyéni teljesítményen alapul.</span></span></p>

<p class="MsoNormal" style="margin-top:6.0pt;margin-right:0cm;margin-bottom:2.0pt;margin-left:0cm;text-align:justify;"><span style="mso-bookmark:&#xD;&#xA;_Hlk62654371"><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;"><span> </span>Az ösztönző jellemzői:</span></span><span style="mso-bookmark:_Hlk62654371"><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;color:black;"></span></span></p>

<p class="MsoNormal" style="margin-top:6.0pt;margin-right:0cm;margin-bottom:2.0pt;margin-left:36.0pt;text-align:justify;text-indent:-18.0pt;"><span style="mso-bookmark:_Hlk62654371"><span style="font-size:9.0pt;line-height:1.408643;;font-family:Symbol;"><span style="display:inline-block; text-indent:0pt; min-width:18.0pt;">·<span style="font:7.0pt &quot;Times New Roman&quot;">       </span></span></span><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;">Évente
induló, hároméves teljesítési időszakkal rendelkező program, a javadalmazás
kifizetése a negyedik évben történik</span></span></p>

<p class="MsoNormal" style="margin-top:6.0pt;margin-right:0cm;margin-bottom:2.0pt;margin-left:36.0pt;text-align:justify;text-indent:-18.0pt;"><span style="mso-bookmark:_Hlk62654371"><span style="font-size:9.0pt;line-height:1.408643;;font-family:Symbol;"><span style="display:inline-block; text-indent:0pt; min-width:18.0pt;">·<span style="font:7.0pt &quot;Times New Roman&quot;">       </span></span></span><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;">A vállalati
(MOL-csoport EBITDA alakulása) és az egyéni teljesítmény a teljesítési időszak
alatt értékelésre kerül és figyelembevételre kerül a végső javadalmazás
számításánál</span></span></p>

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  <p class="MsoNormal" style="text-align:center;line-height:normal"><span style="color:black;">Üzleti
  jelentés 2024</span><span style="font-size:11.0pt"></span></p>
  </td>
  <td style="width:4.0cm;background:#E30018;padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:21.6pt">
  <p class="MsoNormal" style="text-align:center;line-height:normal"><span style="font-size:10.0pt;color:white;">45</span><span style="font-size:10.0pt"></span></p>
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<p class="MsoHeader"><b><span> </span></b></p>

</div></div><div class="WordSection46">

<p class="MsoNormal" style="margin-top:6.0pt;margin-right:0cm;margin-bottom:2.0pt;margin-left:36.0pt;text-align:justify;text-indent:-18.0pt;"><span style="mso-bookmark:_Hlk62654371"><span style="font-size:9.0pt;line-height:1.408643;;font-family:Symbol;"><span style="display:inline-block; text-indent:0pt; min-width:18.0pt;">·<span style="font:7.0pt &quot;Times New Roman&quot;">       </span></span></span><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;">A végső
kifizetés az 1. és a 2. év utáni osztalékegyenértékessel korrigálásra kerül,
hogy valódi részvényesi pozíciót képviseljen</span></span></p>

<p class="MsoNormal" style="margin-top:6.0pt;margin-right:0cm;margin-bottom:2.0pt;margin-left:36.0pt;text-align:justify;text-indent:-18.0pt;"><span style="mso-bookmark:_Hlk62654371"><span style="font-size:9.0pt;line-height:1.408643;;font-family:Symbol;"><span style="display:inline-block; text-indent:0pt; min-width:18.0pt;">·<span style="font:7.0pt &quot;Times New Roman&quot;">       </span></span></span><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;">Az ösztönző
MRP Szervezettől részvényben történő kifizetésének feltétele a MOL
részvényárfolyam növekedése a hároméves teljesítési időszak kezdetét és végét
összehasonlítva</span></span></p>

<p class="MsoNormal" style="margin-top:6.0pt;margin-right:0cm;margin-bottom:2.0pt;margin-left:36.0pt;text-align:justify;text-indent:-18.0pt;"><span style="mso-bookmark:_Hlk62654371"><span style="font-size:9.0pt;line-height:1.408643;;font-family:Symbol;"><span style="display:inline-block; text-indent:0pt; min-width:18.0pt;">·<span style="font:7.0pt &quot;Times New Roman&quot;">       </span></span></span><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;">A kifizetés
az árfolyamfeltétel teljesülése esetén MOL Nyrt. részvényben történik az MRP
Szervezeten keresztül. Amennyiben az árfolyamfeltétel nem teljesül, és a
teljesítés időszak végén az átlagárfolyam alacsonyabb, mint a Program indulását
megelőzően, az ösztönző normál adózásnak megfelelően készpénzben kerül
kifizetésre a MOL Nyrt.-vel munkaviszonyban álló igazgató kérésének megfelelő
pénznemben</span></span></p>

<p class="MsoNormal" style="text-align:justify"><span style="mso-bookmark:_Hlk62654371"><span style="font-size:9.0pt;line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;">Áttekintés: </span></span></p>

<p class="MsoNormal" style="text-align:justify"><span style="mso-bookmark:_Hlk62654371"><span style="font-size:9.0pt;line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;"><span> </span></span></span></p>

<table class="MsoNormalTable" title="9ba3957b-cc72-47ad-8161-7e64b7749f2f" style="border-collapse:collapse;border-spacing:0;;margin-left:13.95pt;border:none;"><tbody>
 <tr style="height:15.25pt">
  <td style="width:99.2pt;border:solid windowtext 1.0pt;padding:0cm 5.4pt 0cm 5.4pt;height:15.25pt">
  <p class="MsoNormal" style="text-align:center;"><span style="mso-bookmark:_Hlk62654371"><span style="font-size:9.0pt;line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  ">Hosszútávú Részvényprogram</span></span></p>
  </td>
  
  <td style="width:99.25pt;border:solid windowtext 1.0pt;border-left:&#xD;&#xA;  none;&#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;height:15.25pt">
  <p class="MsoNormal" style="text-align:center;"><span style="mso-bookmark:_Hlk62654371"><span style="font-size:9.0pt;line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  ">2020. decemberi átlagárfolyam</span></span></p>
  </td>
  
  <td style="vertical-align:top;width:106.3pt;border:solid windowtext 1.0pt;&#xD;&#xA;  border-left:none;padding:0cm 5.4pt 0cm 5.4pt;height:15.25pt">
  <p class="MsoNormal" style="text-align:center;"><span style="mso-bookmark:_Hlk62654371"><span style="font-size:9.0pt;line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  ">2023. decemberi átlagárfolyam</span></span></p>
  </td>
  
  <td style="width:5.0cm;border:solid windowtext 1.0pt;border-left:&#xD;&#xA;  none;&#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;height:15.25pt">
  <p class="MsoNormal" style="text-align:center;"><span style="mso-bookmark:_Hlk62654371"><span style="font-size:9.0pt;line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  ">Kifizetés </span></span></p>
  </td>
  
 </tr>
 <tr style="height:15.25pt">
  <td style="width:99.2pt;border:solid windowtext 1.0pt;border-top:&#xD;&#xA;  none;&#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;height:15.25pt">
  <p class="MsoNormal" style="text-align:center;"><span style="mso-bookmark:_Hlk62654371"><span style="font-size:9.0pt;line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  ">2021</span></span></p>
  </td>
  
  <td style="width:99.25pt;border-top:none;border-left:none;&#xD;&#xA;  border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;height:15.25pt">
  <p class="MsoNormal" style="text-align:center;"><span style="mso-bookmark:_Hlk62654371"><span style="font-size:9.0pt;line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  ">2 109 HUF</span></span></p>
  </td>
  
  <td style="width:106.3pt;border-top:none;border-left:none;&#xD;&#xA;  border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;height:15.25pt">
  <p class="MsoNormal" style="text-align:center;"><span style="mso-bookmark:_Hlk62654371"><span style="font-size:9.0pt;line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  ">2 817 HUF</span></span></p>
  </td>
  
  <td style="vertical-align:top;width:5.0cm;border-top:none;border-left:none;&#xD;&#xA;  border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;height:15.25pt">
  <p class="MsoNormal" style="text-align:center;"><span style="mso-bookmark:_Hlk62654371"><span style="font-size:9.0pt;line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;  ">2024. január MRP Programból részvényben</span></span></p>
  </td>
  
 </tr>
</tbody></table>

<p class="MsoNormal" style="margin-top:6.0pt;margin-right:0cm;margin-bottom:2.0pt;margin-left:0cm;text-align:justify;"><span style="mso-bookmark:&#xD;&#xA;_Hlk62654371"><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;color:black"><span> </span></span></span></p>

<p class="MsoNormal" style="margin-top:6.0pt;margin-right:0cm;margin-bottom:2.0pt;margin-left:0cm;text-align:justify;"><span style="mso-bookmark:&#xD;&#xA;_Hlk62654371"><b><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;color:black">A hosszútávú ösztönző teljesítmény mutatói</span></b></span></p>

<p class="MsoNormal" style="margin-top:6.0pt;margin-right:0cm;margin-bottom:2.0pt;margin-left:0cm;text-align:justify;"><span style="mso-bookmark:&#xD;&#xA;_Hlk62654371"><span style="font-size:9.0pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;color:black">A hosszútávú ösztönzők
részvényárfolyamhoz és az osztalékfizetéshez való hozzárendelése tükrözi az Igazgatóság
folyamatos és fenntartható értékteremtésre való törekvését. A hosszútávú
ösztönzőn keresztül a MOL célja, hogy hozzásegítse a részvényeseket
befektetésük megtérüléséhez mind a részvényárfolyamon, mind az
osztalékfizetésen keresztül.</span></span></p>

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  <p class="MsoNormal" style="text-align:center;line-height:normal"><span style="color:black;">Üzleti
  jelentés 2024</span><span style="font-size:11.0pt"></span></p>
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<p class="MsoHeader"><b><span> </span></b></p>

</div></div><div class="WordSection47">

<p class="MsoNormal" style="margin-bottom:0;margin-left:54.0pt;text-indent:&#xD;&#xA;-36.0pt;"><span style="font-size:18.0pt;line-height:1.310651;;font-family:&quot;Molgroup Regular&quot;;color:#E30018;text-transform:uppercase;"><span style="display:inline-block; text-indent:0pt; min-width:36.0pt;">IV.<span style="font:7.0pt &quot;Times New Roman&quot;">          
</span></span></span><span style="font-size:18.0pt;line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;color:#E30018;text-transform:uppercase;">A számviteli törvény által
megkövetelt további információk bemutatása</span></p>

<p class="MsoNormal"><span style="font-size:9.0pt;line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;"><span> </span></span></p>

<p class="MsoNormal" style="margin-top:6.0pt;margin-right:0cm;margin-bottom:8.0pt;margin-left:0cm;text-align:justify;"><span style="font-size:9.0pt;line-height:1.347398;;font-family:&quot;Calibri&quot;,sans-serif;">A Csoport pénzügyi instrumentumainak
hasznosítására vonatkozó információkat a Konszolidált Pénzügyi kimutatások 21.
és 22. megjegyzései tartalmazzák.</span></p>

<p class="MsoNormal" style="margin-top:6.0pt;margin-right:0cm;margin-bottom:8.0pt;margin-left:0cm;text-align:justify;"><span style="font-size:9.0pt;line-height:1.347398;;font-family:&quot;Calibri&quot;,sans-serif;">A mérleg fordulónapja után
bekövetkezett lényeges eseményekre, különösen jelentős folyamatokra vonatkozó
információkat a Konszolidált Pénzügyi kimutatások 29. megjegyzése tartalmazza.</span></p>

<p class="MsoNormal" style="margin-top:6.0pt;margin-right:0cm;margin-bottom:8.0pt;margin-left:0cm;text-align:justify;"><span style="font-size:9.0pt;line-height:1.347398;;font-family:&quot;Calibri&quot;,sans-serif;">A fenntarthatósági jelentés a
MOL-csoport Integrált Éves Jelentésében külön fejezetben kerül bemutatásra.</span></p>

<p class="MsoNormal"><span style="font-size:9.0pt;line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;"><span> </span></span></p>

<p class="MsoNormal" style="margin-top:6.0pt;margin-right:0cm;margin-bottom:8.0pt;margin-left:0cm;text-align:justify;"><a><span style="font-size:9.0pt;line-height:1.347398;;font-family:&quot;Calibri&quot;,sans-serif;">A MOL-csoport
jelentősebb telephelyeinek, fióktelepeinek felsorolása:</span></a></p>

<p class="MsoNormal" style="text-align:justify"><span style="mso-bookmark:_Hlk191901020"><span style="font-size:9.0pt;line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;">Vállalat neve: MOL Nyrt.</span></span></p>

<p class="MsoNormal" style="text-align:justify"><span style="mso-bookmark:_Hlk191901020"><span style="font-size:9.0pt;line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;">Regisztrált cím: HU – 1117 Budapest, Dombóvári út
28.</span></span></p>

<p class="MsoNormal" style="text-align:justify"><span style="mso-bookmark:_Hlk191901020"><span style="font-size:9.0pt;line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;"><span> </span></span></span></p>

<p class="MsoNormal" style="text-align:justify"><span style="mso-bookmark:_Hlk191901020"><span style="font-size:9.0pt;line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;">Vállalat neve: MOL Nyrt. (Dunai Finomító)</span></span></p>

<p class="MsoNormal" style="text-align:justify"><span style="mso-bookmark:_Hlk191901020"><span style="font-size:9.0pt;line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;">Regisztrált cím: HU – 2440 Százhalombatta,
Olajmunkás u. 2.</span></span></p>

<p class="MsoNormal" style="text-align:justify"><span style="mso-bookmark:_Hlk191901020"><span style="font-size:9.0pt;line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;"><span> </span></span></span></p>

<p class="MsoNormal" style="text-align:justify"><span style="mso-bookmark:_Hlk191901020"><span style="font-size:9.0pt;line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;">Vállalat neve: MOL Petrolkémia Zrt</span></span></p>

<p class="MsoNormal" style="text-align:justify"><span style="mso-bookmark:_Hlk191901020"><span style="font-size:9.0pt;line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;">Regisztrált cím: HU – 3581 Tiszaújváros,
TVK-Ipartelep; HU – 3580 Tiszaújváros, Mezőcsáti u. 1. TIFO- Ipartelep
gyártelep 3322.</span></span></p>

<p class="MsoNormal" style="text-align:justify"><span style="mso-bookmark:_Hlk191901020"><span style="font-size:9.0pt;line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;"><span> </span></span></span></p>

<p class="MsoNormal" style="text-align:justify"><span style="mso-bookmark:_Hlk191901020"><span style="font-size:9.0pt;line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;">Vállalat neve: Slovnaft, a.s.</span></span></p>

<p class="MsoNormal" style="text-align:justify"><span style="mso-bookmark:_Hlk191901020"><span style="font-size:9.0pt;line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;">Regisztrált cím: SK - Vlčie hrdlo 1, 824 12
Pozsony, Szlovákia</span></span></p>

<p class="MsoNormal" style="text-align:justify"><span style="mso-bookmark:_Hlk191901020"><span style="font-size:9.0pt;line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;"><span> </span></span></span></p>

<p class="MsoNormal" style="text-align:justify"><span style="mso-bookmark:_Hlk191901020"><span style="font-size:9.0pt;line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;">Vállalat neve: INA – Industrija nafte d.d.</span></span></p>

<p class="MsoNormal" style="text-align:justify"><span style="mso-bookmark:_Hlk191901020"><span style="font-size:9.0pt;line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;">Regisztrált cím: HR - Avenija Većeslava Holjevca
10, p.p. 555, 10 020 Zágráb, Horvátország (Központ); HR – 51221, Urinj,
Horvátország (Finomító)</span></span></p>

<span style="mso-bookmark:_Hlk191901020"></span>

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<p class="MsoNormal" style="line-height:normal"><a id="_Toc178356227"></a><a id="_Toc178772503"><b><span style="font-size:16.0pt;font-family:&quot;Calibri&quot;,sans-serif;color:#E30018;text-transform:uppercase;">FENNTARTHATÓSÁGI</span></b></a><span style="font-size:16.0pt;font-family:&quot;Calibri Light&quot;,sans-serif;letter-spacing:-.5pt;&#xD;&#xA;"> </span><b><span style="font-size:16.0pt;font-family:&#xD;&#xA;&quot;Calibri&quot;,sans-serif;color:#E30018;text-transform:&#xD;&#xA;uppercase;">JELENTÉS</span></b></p>

<p class="MsoNormal" style="margin-bottom:5.0pt;"><b><span style="font-size:12.0pt;line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;color:#E30018;text-transform:uppercase;">A jelentés tartalma</span></b></p>

<p class="MsoNormal" style="margin-bottom:8.0pt"><a id="_Toc191312884"></a><a id="_Toc192108109"></a><a><span><img width="677" height="877" 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" 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  <p class="MsoNormal" style="line-height:normal"><span style="font-size:9.0pt;font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  "></span><img src="data:image/png;base64,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" alt="footer image" style="position:relative; width:62.5pt;height:11.5pt;&#xD;&#xA;"></img></p>
  </td>
  <td style="width:13.0cm;background:#F2F2F2;padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:21.6pt">
  <p class="MsoNormal" style="line-height:normal"><span style="color:black;">Fenntarthatósági
  jelentés</span><span style="font-size:11.0pt;&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;"></span></p>
  </td>
  <td style="width:4.0cm;background:#E30018;padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:21.6pt">
  <p class="MsoNormal" style="text-align:center;line-height:normal"><span style="font-size:11.0pt;font-family:&quot;Calibri&quot;,sans-serif;color:white;">3</span><span style="font-size:10.0pt;font-family:&quot;Calibri&quot;,sans-serif;color:white;"></span></p>
  </td>
 </tr>
</tbody></table>

<p class="MsoHeader"><span> </span></p>

</div></div><div class="WordSection50">

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XPdAkwY8jXkfzoHHX/0ON4x/VSZTVzmAPyyegv2fcivmvihqFifjdgqUkLOCJ7kzrV44rYL6frIRcdhi7wMKn69bgF+xnXRmF0+ehZepfFX1alz1mHBxCHorNr/U8x8O3VPNCtjS7/uYzK4EsOxcHswO4rh8y/JSmyZDeE7oXh0NXa66tLndeh8He5/4Ep0LjgLwxb8KXp/ucQW/Z1bdtfFNKbn4e7q95pwTwqCIGRPcudy/KrvqehwzvV4ZMYYXHLcUe6MLXruXTLiHBzf/ivoe/tC/LF+Hz78dxJ7Ny/BmEvp/PzTcfWTG1C/j//D0Ub1uTZn0DCMe/RZvPkXnc21dyOWjLkMn+1wOE64+gnU1P8DB6u22pbYUg/sXTwhpTKq0kmZMOYhngVKNV50ChuNER4lU7HqRS2jWlJslS3CKiVzwkKIHjCyEVumfWkzg3RZSnztcgsqI0DixiFujLOeB3d/gmQTk8IbC5ZHe/R4xkg107c08sgf11g5mMqKC8REyjZLQkMCLI4s2ubhjQ3/19JE6aOoiRGYEezya9KUn22cC3UNGhmir0EuzxI56chWbPlxicGYtiGDMLRoavnu5Yh8z/LyP7rGfKnDc3IIiS1CCSC/r+YNE59JbNG1O+866iNdu7Z48kkntvj+uB89ue7i+7DauRTNiuFstj06xhdbN+P516b6cxDOUgqKLa9PajleaAzi0ef0HI+VDTuoL9/w5EpELJmyWZr9Butjl9XFYeq5DyvruZ6zHPVwTLrliLtR7TqPr6M+J6Pnva+gvp7HLZrR5cHlt6LYUu3QomlDY2j8MuHVEb8cUUszW3wdtNjSsHwdynJLZ1Hp91tNbPV6GCueu0XJmRHOZYJ8z91A7/fDlBXzMZIlSHPEFrdLSaSUuAqis8KKbvbL/jjEVvK9Bbiqcx4+P2g2NsXVqSTOqeh17wrs3lOFWzvno2j4YuyKXIxe+WGxpWioxm1d8pGXGIHFO1jQe7EFFNtjzDLsTntDcOyPUPCZQnz34VC5AejzbN2D6F2Qh8N6/ArLd7t+YIFjJqmY3M/dqNqiPk1UH7MXWyqDreAijF3+HvZU3YEuBWdh+LPbsD9sXph0YqtxDSae25nqPRf3LN9B97fjfI7p04VizsCwRX9W853c+Bgubp9Pn2kPxUqjeGg8HWJL4Qszaut7LJLqsW7iDyj28+g+ulpJxigcw5lQISF2CImtZN1CXEv9KiqdibfjxksJq6+iZGw1du6uwu0nt0enYQvwbrhdKs4WW/tRt2gEvtj+dJQ+9gdnJpggCMLBsw+bn7wWl9zyOFa+14j9m57EFYljcbhDbCU3x71HfwNf+RW+dkIHnHj1k3ibhZd+x0Vy8xwMPPE4KqccL+1wL3dsCm1IbBkxZGSAlkdxUiaCLbY2oD6NFPGEB0uKLTqupcUWlaWFUFCq0Jf/jGKrHmvLz6OYEoyqSvMrb6p8U46pO06kucbBnBPOQGrKPLj7EySbGIOuy4x7OqlmSxunPErXdwtXOYHX9mr55ViyGEfGtmlMXKaljWHs8mvSlO9fp1kKOR9P5BkZkjqPy/MytpQk0a+6yE488RyxnMlcXphsxZYaK5ZPdP1GlyNSf1jq0D2akjamTXS9HmJiqzkZW7y0jJeOqqw755OWHgNnOeneszDjYGdlWWJr6R4WQVzOebh35R6/nKjYos8ek7E1aC62ZnoyZOhhd2RRIY0ZCxt9fiQjiuA2qmyqq/HU1mb8GmCW9XhZXTxXDjGlyqAHJRZY/numLB47lkkx8kvBc/7RZGwNmrOpCeV7qL7nxSxHVBlMob63lNgiXBKr9cQWlbfrtxjVKY/6uiTaVy2uigbPwRZ6uFX7fDVLbHEf0ixH5DHt3Ak9x67AHv3eRy626ldhQgn1pfg2LDZZUBF47O5A5/zLdH/pOrvtf5BfdDMW7wrfi175WYktJZI6I6/wSswKLHtz4bVBZWyVzsLG2LHZjZe4bXlnYhhnlLkkE6PrZon1sJFY6rVsxdZuLKN6Cno/4i2B1OKqaPiz2OESP7Fii/q1jKUY9WvYItS5xI6CRU1IRPkC6qd4/J3012EUR3mGsNgK/ztuSB0S65ARW3tW4YHz/hv5xbdgwaa4seK5uAsnt78MD6m9t2iObz8b7TvdFNlHi6+VlNjajT1rJ+H8Izuj+Ofzscm5RFcQBKHlySyvTsI59y3HzsZ/BT9bG1/BL792AjqceC2efHsP9n0Y+mC1MGKr09Wz8fZ/VsaWfgi3ZJInfDKICR99vhEoRopE9qfiB9d+WtQc0BKnFcSWqScgFcxrQcmTEluT8OJcLzOotGJ9zDJKxtQVlTFhCWTKjsqh6Hh7NGUe3P0Jkk2MJiDrGHuuQmfq/sbKo0zv+5j2Wf2zzp364mPeMs/mZlSlqVuNKy/xornJPleJsMuvSdc3zqbRGWl8TZU/H1zmF0N0CaLBK6+nWjaYvjzuW0bxxP2IlU7pyap8Bc9vjABi+VLIssIWWCaersNDQWz5y+fOw72rU1IoFZ9GOpllhM4liAa63+PkVdb989rCGTPfM20PiC36oq4lli2somKLaFyFcT1ZktF9MfA+PB+7YTxDn4O+FNLt4zb3KUJhWTQ7LOP+V7HY9XwQqufFYHn69ehyRLsMOxtKiyy6js2+Wl5bu6EskvXF49yaYoszUe5HL7XXV1cMHPtsmg3jHei+B7KyFNx3XobYzxNY5vtPC4otGjRMP79ToKxWFVv7dqGKs6UKr8bsLcF7Q8mlvLO8bK56FnrNF1t+bGQ5oteeznmXYYpVxkcqtiZVYvaQr1HbBmHyG7vT9EOLrN5T/H21VLZSPo1RZDmiV75LbPFytqs65yOX+sYy6ACXwVlT3/X+nbEHnLXEyxYP4yWGv8LC9Y4N45WcCgkrJ9xO3h/LygBT52YptpSo6ozek9fpPuryOt3sXo6o4l1iyzvvCJdgCuEJIDtDi7Ok+np7fHUcgNEL1/uCNDNUb4zY8pcd9vLqORCpNwYav5kXd8HhuZdg0uve8rxDQmxNnINZQ7+OgqL/xYNrdlG74h7g9ngiq89krNX7anHZl3b4Fm4ML0fkvmqxdf8zv8FQlpoDHsYaFr1xxQuCILQw8WKLM7uuQuLYzji72WJrP3b9/mncc8kp6PCFwXhk7U76e3fwH3BtR2wpqRGSJ/RFmR/go1LGRUhs+f8OyQUjvFSZ9OWw1cQWoetKZW3RA0Y6sfXtYhRzfGy9Bq/+4LjossMSSI9h5HXVtmA7FE2aB3d/gmQTw+jxC7UzVqqZfsXJo7h+R3C0zy/7TBQXd4mvIw7/fBZAocNvj9ffQnqNxzUltrz2RDZzpWuixnQjU/mBNXf7Ubdqkt5LjA8WUpVYWxeTIWb2/LKXIAbQ5RXmpC3PF0922/Th72dF1xrvb8VttsWW+1xPrhjSlh9admhig6/z+PMyxGC53vizMIqWy9dDQP7QPLS82HJtHk/XZiiLKxUfJ7YaUDOd9y7T2XCxjUsjtvT8KDmVVjx6bUkntlL1pLK2nGKL4B9TsDd4j+zt5eNJoaDE0m0pHGWJJZprJZXCYsu0O3QdcXsCD4hx9fQP1cPo13k8A2IqKrAUKosrJLH4ulLSLCzhuOyDEVuu++WMUDvp/l7zMAb7G8iz4JqL1duzyXLz6okuR6S+cyZY72lYT432v9b4YivcJjoSN1ly7CDFVrhsOniD9lSmFT3ENlls/Uv/u8g7xy+L+/ot5H3+Zizh9qtMtTixFW0X9zsosFhcsEgKL0fU9bAssgSWL7bC5dKRGP6ctfTPlMsCqXli65s9vkmfL1EBFYEzrTp/C2VLLImlJFBndBqxJLQc0Ss/KLaSaNz4otonKi83ge+q1609s+w9tzKQ3PkqHlDlePdCR95Dy/6Fw4aXdFaYtcTQCbezuWKLriXOsuo8KlAHz91FBd/CCNdyxFix9Vcsu+07KOAMM73EMI6o2OIXd2LNpKE0jp/2rpmOl2N0YI+uOKj/EbHF8/RbTORN92n+vNdpnvSvJ3JGmVM8GVj2HIJi6xvd6Trnz4bAJvIOuJ6T/wdliyyJxX269CR0vnFRcDmifr0g9wx07/7f9Nkc2kReEAThIyBebO3BK7/sjRM6FOHs+5bFi63c81H+0rto9E/k885FR38D+R646tcz8Oxbu5rwPSM9bURseQ/5YalhlkQlslqqZWRTSlB4UsQWKroeX1SYf/PDdiuILdN+ejjwsrboi79D8njt5PruQcVYXoZoZ3k5cMknwvsFvPC5pl2utoaFjX4963lw9ydINjGMS9YRer+xSOadL3dipJMaIxrTSF/CONrnl30xyivuTP/LlC4yiafmiC0+z1iZTOUHxJamsRZVvAm9EVyJwajYENSUvM8FL4M1Sw3TdtdR3jSrvLTiqVlii65fS7ykLT+yn5aWKoF69GuRjC8e/0NNbPHRFQOnvWVtdm7iXWKLM+u8fa84Q8q9BNGgx6HVxRa1ipdF0muFOmsrTmx5NKC2+imM8wVXuP+EkUJLQ8sBVT2nWUKP7rWmiK1wtlXGejYFH2JVfGifLPVakV7K6L3kt6soLMd4j6brUFR4DeYGlk1ye1tbbGno/q7mjfSN4EoMwpT1dsZgDNTPwC8f+q8Vobdqs1VCmxZbNF9U56NcZ4n+N4epvnaivmrZpf59MGKL4DI6p375MPWaVY/moxRbvcY8iDE9i9RSwNmxSwF53O5A506jqF/2tcwbnv+cXr8mdK5XftyvInYcMBVvqA37vXKbKrY8GrCx+mlMGGwE15cx4OE1XrbSRyK2vGWIncuWBJcd8qb1P/s6Og+endrg3dBaYkvBQmoF5k3QG7jzOF/+CF7f/c9gGwJQ/5XYipmn/nw+zzfNUxsXWz1HT8DoXp2RXzhUbWzvvtS8fp7cZRQWBerw9s46qcs1eLzm76lzua9KbJ2P0Q/ehl4F+Sgc+BhqYvooCILQGrS+2NLHN6/BI6+9i71qR/mDo42ILSOKrEEIHJmkCGPKcAgKI6jMpuy+sKI/RhEZlXrt4MUW0bgK5f6vG+51Sp6U2KL6GnR8rMyz2hd3hNutJU+qXbr9kf41dR7ogamlxJYRUc56+QgJLF/uxIitTO/7OOYycG6d3vMsg2y0ybJuNe/0cBMUW0FMjFtsUfk16frmIFmHVeNLlVDja3K1bwpYhnjLDKNLENMQU54vng52KaKJiRNbGZciMnzPhDaJV9ImvAyR4euVhRFdr5H3QlDbWn0pIn8xXvs4RvLyvHb2ckQT7xBSZjlf4uo0SxANdP3Hia2s++cowyG2lDgddwFyddbWgbRiy8AZgg/rX14819qji+ZUyyr35wUdVuZVNksRTQy32ZXt5ayDj5gMr9Q+WaYMGkfXMsRYmcmbodsCi+f8YMRWU88j6P5ec/9gr/89fo2VdJ+mP11nZ/nLEbnvjmWITGssRaR6VaYUv9SqSxF5HFhuDKDzuG/v0z3LQlJvGr9eLw9MK7ayWIqo0NlZ/ibxXlvCyxCZj3Qp4uTXsXv1/Sih+gpL4zaOp7bzMsTY++dzoYwvr/yI2Oo4AGNmrwxkEqnljE1ZihhhP3aueQRDOlMZOd/HGN54/cDbWS5F9ORUYC+ubMWWkVQusamOS6Lnx4otHq8fZbEUka6ZZXdkFEzJnSsxaaiXceVt9B63GwrV6xJbHfurjK+tgXmKE2ohlIDSfdR7cR0SYuvBVdix6gGcR30oHBi3cbxehhgj+tq162j9uiLhiy3O1NqElff3w5GHn4aBsnG8IAgfIa27FJHYuxmvzL4bFx3XAfnf+gUWba6n73AxsVnSJsSWl2nk+mNgHbGSyWAEhS1Q+CGVpYonLTyBZL9Pf+wdMsqLS1enQ4bElMVfnlJZWzWoySS26EV/PPwljBZGznF87BEWKrq9LEdYPCiJFGwD0/R5MOMbLStFNjFmjBz1+UfofFvuOOWRa44cuMoJv+aPeXij/Rgytk3D81BIfUuTkaiujZYUWwyf37sweD4L2J70WkB2ZYkuzwgQ9VJW4kkLEZ0h5gzzyz4YsUUokZVD9yZnc/G96lqGyPD1eiiJLca0l8WMyUYz8WEh5cmj6J5cceg5cImttO9ZmHGI3Tw+NYp21taWDTSHLJLSii3G66v3a4lazJj9w2IfDvnoa7XHy6JKt3m8U2ypevgX91zlm4Pr+cAqk+ZLiSyzubwWWHSt2gKMx+Kn/pK/mKPXFOscHoePWGwxPL9GQP3BFnMuuO8ssry+q43CXcsQmba8ebyWOEok0Wu8ufvu/TRO53fCpyMZXAcrtry6O/vLEbXoCi1DZD5ascVCah+2c+ZVXhF6jFke2Ujf2xeLxZHj2jYHt9UXU175zs3jw9DY2pvJN29DWq7P/rXEv3girtU2j/cy1TjTLP6+76gk1Qd2AbFii66N5m4eH0N2Iir78lzCyoVLYh0aYouF1D7ULbwRJxV0Qo/R1dgZqsf8YmK8rKSj54NYo/fe4mslJbb20HW2DQuv/Sba552Lu6vfa8L9KAiC0HwOWmydQ+dl/KVDKmvOVTjxuG/i6tkbUP+Pg9s+vg2ILfrSrcRHnATI9L7BiIygADGyJlG2CKu4HCN3vHfp+csho5T44T9GMXWa97Mpi/Gztu5ERfnF0TZGRJoRPQkUl68KbCLvxYYkj4X7fdM2ljy79P8O960582Bei29PVjEsL1jUxIlE1/vmtdj2WvMRu4zQEmoZyk4rG8NkbJvB/AJmfBvVfLa02FL3Cgslc75Zgngeylc3aRt7Taq8poktkyVGcWpPL0dfuK8tIbaMpKFxXFqvf6XPeS5fr21VbJkliIUovve14LK9WNLJK6ve2CWNnKVynYpp9z1LUMWILTtra8y0e/B9Oi+z2KJ2sCiifpmlfJ6ESv07TPR9Uy/35SnnLy66xFbT69FokaaWI9bzWISXIfL8sWzqh6mBLC6D633zGgsYd3vcNPc8g5ZTOf2yEFuEkjl6OeLfqjDKtQyRaSmxxfJxKMtHznBLiamPQmx5dfMG6jfj2RWPoI/ZNN4U0SJii+ByOuvliHuqnMsQmY9ebNF5vITuqjNp/M7FmJd3Wf0xsf1i+ul633stK7HF16WSUIXoMWYZdjf9wiZ4XnlJYxF6KbF1AA0v6SWOpbOiSwIVlpz67kOpbLFsxJaK6YL8ksnuLDN+/yL9/gfW+7Fii/Df+ylmxfy6odrQvcvhdM1dgoder0//GWBElN783R1K85St2FLZTLxcsisGzvyje07VMsxvUEwhek5KlXfoiC2qmdq48NqzqI3nYvRLLJ9MQV5sh4J+MftkOd4Piy0uvm4Rrv1ie+T1GIPqHfECUBAEoaWIF1vp3qNnDfWLiR1w4tVP4u36TP9h6T9NbJmH9DipQWSSOR5usZV6vZ0nEALSiR/cXDIqJRzaFZfh0bV1ujyazNrnUc6ba2ddFmPe64LiYod8U/0Ly5XtqBpVQrH2Ejh6QEkrn4i48dQyLlH2GObyeITfb9Y8mPakm5vMMZnn19Fv0950Y2GEIs9J6Xi8WGvNCu8RVVGmfzEwlInlLJu+zFZlud9WNm3TJOtexCi/jeWo9K81pgG1laO8NjZDbPG4nkdlzp2/FnWm0GQd1j6q+62ysw5oucQS9bXQdRuEy7sgrjyWb01disjwdX5rb6j/ep0oxb1zrbJpJBprK1HGmWQHLbb4HtTLEec8ijLnMkSGr7VDSWx5Y+AtRbTlk4m3XjNLEIvvU/OaHenEFmHKpPuzeMQ0LK2x7hO+h6aP9MQkLxO0M8RixRahpE8OCouL8e1PfQpqKR93mMfzgiEon7MIa+qs+84sxfQ3nvf6zqLFz8gKw2X1KVLy0l+OWPdb3KrKoXstsiE93WvzbkXPgNhqXj0eOkurcARmzylDYS6XYWV16fMim8lb+NJsqpFR3J7WE1tc30WDyjHnmdXYbi5Aur/XPTYSvXhcslqKyGgRxn2fXaaWYEaWITIHLbbo2li3GNNH9qa+0TVI7XtV7b/k8ZGILft19Rl2k78UUtFSYkuNKS9HHIFZT5ThC45liMzHIrYIvrfuKOGloNZ+W0ridEZeiZ2RFUQtJ8zvhBK/LK/87MSWPp+XI/I+WWNmY+U2uk/1Kcmd6/DsjFvQZ+SL2LVvA2b0vQrlsxdg9XYTsx871z2BW6ndeTnneksR+XX/1xMT6DFsMpZssH49sXEjllGZvPwyt51evmjeU/1NL7a89lJ/HzK/hhiG+897d/ULlpFObNH3Vf/XDbsPw0NL1qM+dSI2LpuB27iPuQlreSHVM/NnGHLfDDxtbZ6f3LkGj992gZrf7JYiZiO26G/Yuknow1lg7Xpi2ENLsL7e3CP03sZlmHHb+d7y0+6/xEu7Ug9Jh5TYIpI7f4e7+nQJ7rdlJFXJQ6mMrBBcx6UdOqPEl2RRsaWux2W/UuPk2m/LK4Paef0CvEv3k2qnKefzN2LBu6m+mdgiV2wRx37giJ0fiv2iip3/Lt3PduxRR6jYbaHYIzh2m3n45fH7MY46ohuun78lta8OxT7e92S0N7HqZYp9/Mc4un1c7HDM/7Mjdt7mQOysH3ix8+zYWVasmcONs/CDo9tTH+bhz3vNGJvYb+A6V+x1WcRuothjvNitVuwmij2GY59xxT4Tih2MY3WsL3c59lgda66J5EbM6neK6u8zWxv9zyCO7XfskSr2T6HYI4t+jmf+9H4qdjPHdojG/vAUdKDYyj+l9pPj2B8eR7HXVrpjt5jYfdg86yc4rsNZuPbpjanPBRX7ZRX7tB37xBAcT7HXPP1OIPaJy06l2GF4enMo9igvNrWk14s9+gsUu6mBvhvwixQ7+6f47NEcW4sG70UVO7u/F/vUJl4Oxy96sSdw7FOp2OTm2eh/wtH4wjVPYVOD2WvQjn2bYr1PKY69XMduDMQORUcTu8+K7ejFvtNgVg7o2GOisQM6HoMv/Ixi63Us92HAaTi20zDMeaeevqt4NyYLqAGfOxadrn4yEPukir0BT9b+zY8Nk05sqTKu+CqOPfxU9L19If5IZX/47yT2bpyLG756HNrn9sStizfqsaDvcFTWoGvH4dGFb+Iv+/6l+9eIzcun4rqvHIv2J5bikbU76G+fuy3ZcsiLrcxSg6CHgEzSJSWwwmWlhFN0KVnqvdgsK3We44hk7qQpizF9UOcH2+iNAb0e7p9pg1mqltU40EOMU37Zgi863s2bB1OXHpPQ4Y1DphidSZdBAkXaFxjP8MGZabz8UIuRdPPYrgRllTWBrLhU2eE2GeFpy0YHadtGR2D+smkjHXROVr+KyIeOVWMWmxpfglFLt1PtfF1wtpUrxhxaKlF5SiY5Y7i8bf6YpI+lebSlUWMNKsu03Io9PHlkaFL5BpYtaq8mjgmWl4KvVxZG4TLN4Z2n+knz4IktV5wRRUYcWec5YfnA9cbtt0T3SiBrysSbevjzx8uucp1rjtiN9ePEFr3SWPOY3uPKXWa7dr0wYu6G0MbuacSWbnuuaastttSSxnD5fCRQfPPznnDhOKdMsjF10Lj7UorvtXlakrnq0IfZMyvrevhXELkeS1zR/wrszWXK1ESllQNdf0p+cV0sqNxzHL9/WPrzeCnllA308KLaFLc0shdufmFrfFsDcN95OaLp+5ToMkQm3ebx1nksGD2xFdd+OnrchiUsNXTRjC+2XPF0PaUkFj2opCnf22ief4XPJbYII6+ozB5jV3ibkBvSiq1oXepwSilvTDtT/WpD1hhx5YutcJnqoD77Eov6rASVFnKhIzF8cejXCg3mvLB4ontr3QPoTXWb/bYORKSVAx4LLb/eVPLLKz9bsaVkQPUvVb1xn08dhy3GDhZbVM9nnHPcET1uXIgt/njy58TjGNI5P/7aZEEz663gXKu+sNhy1XEGhj37DjZMvyIqrULwHF6k5Je1HDGt2CIaN+Ax3hsr9h7piO7DZuEtX/zSOLv2yDJH91uwaEvcDwIw5vxsxBbTgNqZP0u/BLP7jZj51u5AnSxSlNhyxXccjoXv7cX+dz46saWujTcnBfbbOqDEkCWtXNC1EZBf5t8BscX8HW8+2A8dCsL7bdH9z5vTU7059pJG6tsdJ1Pfci6yyomPvdOP/Ss8Z8mxd/uxqylWvaxij/RiV+8OxH7pSI59gGL/mYr9khf7AMV6z/t7sOzOYnTIL0TPB1bj71oC4H2KPaWDF7tqt96XJxV7zgOrUK8f7ONjz0kbO9EVO5Fj+a5J4v3lo3FKhwLknDMRq+qNRN2D5RxbEIxtbGLsl3XsSor17lE7dmUqdgXFHhWNXXHXOTgqXezfdGzjCtx16tEo4P6u/IvOHvRiTz2aY+/Ha1bs3Sr2Qtz/Gv8ynYm9x4stptg9mWLH+LGv2rFdKfawCzHh1V34h4qlPtz9XRxDfSie8Cr2/ENFerFfOcaP9cQGx/bCMUd8XsX+1YhSFXss2nPsKztTsaN74dj2FDv+Fey2Yker2Asw/mUjTDj2e+7Y0xyx93wPx1Hs2eNf1rHc31/iq8e1x2Fnj8eK3eYzg2NL/Ni/7OWleRw7Fl89nmPHYcVfUrEvU+zxHDtuBXaZ2JfH4vTjj6TY+7B81wdaInHs93H8kRR7H8V+YMd2CMY2vowxp38WHQ47H/ctf09v2E6xr4zFGZ/1Ypft0nKq8RWMOUPHvmRiGY73sq0O+5Tjc5X/HpabzeKT2Pv7aej3uaORH4k9Ad+89VlsMTKP6mOxekXiOBzO/8E6EMvHF9H319X4sxGjB8EhLrboC3cWUiMlFIywcGHEjSNGZytFhRB9UKeTUeFffuOjuAwVldWojSxHy1AWvd9Y86guK9hGT9q4zqNz1o73soTovb+puAzyKXROqrxU+4JLKJnmzoM5zxof6/DqzxAz/FcYy5ImMjchfMmn204PfZnFlsY1jyy0KipRZWdxGUzZkXEiwu1wYktEx+HqK2c+zZ/lZwN6Bz3Ml01FpZ0hpchcvifB6MtkVSUqyjjzz7zfFaXlT1r99uYn9sumOviaY1GUKi8VHy5Pw/dcYdyXbJd44sycxZhbXopC+2GC7rdplYuxti60B1lAUoWPGLHlSxy67iKCx8D3STpB1FyxFSeODGnqLR6Bac+sDl0DNG8BsUUl1E5PI/v0UcIZbnZBWbZP3UPjQoKrF0ZMm4ultX/XQRZpxRbRuB7TB3l7ZPFceEKGPrtqqzGvwssCM/VwdtWcpTW+OItd/heAPwfvVxlYEeHD99rC2dYvLvKRQI8Rj2DuM2uxXTe3KfVwRlOkHpWZxmKFxjbwy4M8dyya4pYhGnj55EX0cG3ON+e55zhebNG1lXYDfE9sURRqq+d5GVD+ddQVA8c+oTL14tvpQAkd7rv3q4vuB2Sd2XVYTLt8scXtt7Ki/IPmbPjDNGdWhpmNL5zsc1LnNldsBX9RkdHZVLk/wCNm03iDS2z58XH9jsm24rI6U1mfOkPvtaVft/FjHOVyn1tMbHXD8MXbQ/dFPdZNuITe+zq9t1FJnPhliAb7nHepPK/87MUWQ/fgxmWYN2Gwmh//86nHMEyesxQ1KsvQi1kw/Rb0+kxKrnQcMAazXtiA+g8d9TRuxEvzJmAwz5//OcEZR3PwQo2VxWXIJLYWvIhp53eOX4ZoMBljhTelJFZDBrGl4Ows79ceU21goTUJs7mP4QZz9tmC3+AWlc2l4ztejtEzX8AGP6MqDhY/TRFbDM9B8NcXVZ2cZTZ7qbPOj19sdcMNC7fqe8bgyaf2+fTegrexfvqPKC5uGaLBO+dIdc6fsG//257YCmVaKRpfx4Pn03uF7iwsydiSjC1qmGRsMTpWMraakrFFn8NZiy1mP3b+/jk8dE13uubzvJhvXoXyZ17HLj8ri2h8Bfj3fuzd/BoWz7odF/Bm8ar8E/DNq36Nx5Zvojl2/+VqKm1i83hBEIRPJlocnZjmlx8FQRAEQRAEQRCEWERsCYIgfEx4WVSnxf/qoyAIgiAIgiAIgpAWEVuCIAgfC7yU7ALk8NLQrJbUCIIgCIIgCIIgCGFEbAmCIHwcqH3ALkC5/WuBgiAIgiAIgiAIQpMQsSUIgiAIgiAIgiAIgiC0SURsCYIgCIIgCIIgCIIgCG0SEVuCIAiCIAiCIAiCIAhCm0TEliAIgiAIgiAIgiAIgtAmEbElCIIgCIIgCIIgCIIgtElEbAmCIAiCIAiCIAiCIAhtEhFbgiAIgiAIgiAIgiAIQptExJYgCIIgCIIgCIIgCILQJhGxJQiCIAiCIAiCIAiCILRJRGwJgiAIgiAIgiAIgiAIbRIRW4IgCIIgCIIgCIIgCEKbRMSWIAiCIAiCIAiCIAiC0CYRsSUIgiAIgiAIgiAIgiC0SURsCYIgCIIgCIIgCIIgCG0SEVuCIAiCIAiCIAiCIAhCm0TEliAIgiAIgiAIgiAIgtAmEbElCIIgCIIgCIIgCIIgtElEbAmCIAiCIAiCIAiCIAhtEhFbgiAIgiAIgiAIgiAIQptExJZwkOzH9sprkGjXFYMrtyKpX23bfPL6lNxeicGJdkgMrsT2Q7JD3pgX5tCYz92CA/rVloPLv64VyxfaAsnt8zCkKAeFg+Zi64HWuxG8enKpnjmtWk+rkdyKeUNPR27h1Zizde8h8xnI4zq0kzeuW/Z/Ej6Zs4P7fVWnPOr3bGzZl8S/9euCIAhMsm4Rrj25Pb4w4GGs2bUPB7YvDPz7wzb2ocH9uY7a3+lHM/DH9/e3zt+g5DYsuv7bOLLTlXh0Qz0+mX9S9qNu0c04pcPXMHD679Hwzw/164LwyUTElnAQ0Adm1Z0obleCUVXbPzFS65PWp2TdixhV3AXFo15E3SHZIW/Me+bQmC/d1ipSq67q7lYsX2gLJOt+i1t7nkT3wfPY3ppSi+vpdRJ63vw8trVJqbUd1bf2QW7P2/HCtn2HjtSicf1Fr5NpXJ/Dtv8kqcX9LvkS9Xsxtv4H9VsQWo49WHb7d9C+001Y+N5eHPh3Eg3L7sJJ7c/CsIV/xr62+Dlt0/g6Hjz/JHQe+IiSWMnGDZh51VnoXKr/fVBSi8buzrNxJI3d/Hc/0GN3N04+8psYNv9P2NsKY5fc+TuMPv8r6HXTfLzT+K9Wklp1WDb6UnTodRvmvfP3T6zU2rni17jw6PNw0zM1aJS/H8J/ACK2hGaSROPa8ShOlGL8qrpPiNT6BPapcRXKi89E6fiXD1Gp5Y15z0Ia89daY8zt8j8p8lVoMnQfjOvZDaX3Lcf21jSbjasxrpeppy1ebfVYN+4iFJU+gFe2HzpSC41rMKHXWRh030ttUxY2F+53ie63PJQIQjP5JIutv+PNB/vhpB9P9SQWC5u7LkaXQfrfB52p9RGLLSXpvoPB976ITXsPtNLfoAYas8tw8uAJ+O2mBnwy/6TQd983J+PCkwfjV0s3ovE/6e+m8B+NiC1BEARBEARBEARBEAShTdL2xFayBhUlCbRrl0BJRU0TbP4+1Fb0o/PaqXMzL8sy+yx58am6kmioGuW9XlKBWmcZu1FVdiaddybKqnbr1+jM2gqUpK3ftDHYN3NeoqwKDfo1D9PGuLGw+hxuqxnHxChUNTg7oYitO6t5cPcnSDYxQVLj2A8Vtfv0qyH89qWJ8WlAbdWTKC/tSvFcrp6jsqmYv9aRRZRm7MxeVvHXBmOuD1NX8IjOM8NtrERFWUkwPlGK8rnzUVVrn5G5/HodSS1GY2015paX6mudDlVmNWobuQPe/ORY50cOGoel9aazmcrTNFShrDAnWpY66L5Zuis07l65lRVlKM6xY7ui9N5ZqKyqRaOOVFD5I6l8d7vPxAgq/wBdR71zcpAYsRR+8yNw/y9DTo53TpL+r6HqVhTSedFy6UjcTGOhU4LoOpneu5Da0A/Tag52n6K4euk6HTENS2vCVwy1e7rdbiqhdrrqb/B8++DY9XTtdKPzXO/bB92v0zZY/6XTu4fGDTrNOpfb9gieWb09uvzTjA3HFt+Opduj96hqby7NYa9p2GD/18bGWlRXjsMgf367YuC9T9AY1MeMsTcWudx3Litj5gv1pXoepo/sTe2zxisxEPfOeYbutXT19I+px7xHY/zCDiTjmsDj0qcIuXQdvbDH+q/V5vWcBHpNWR+zbILruBy5uYVpYlzQtVV9K4porFPzax2BtvB9uAyV4wal4mlcxs6uQk1DXCqc1668XK/vsf/hOPm218dCqm8376myG9W3nIXcw9ztSgx/AbtVYdz+X6BTXm40ZuBYzH5mtTt7rqEat3TKQ27oHO84A8OXvKfbug8bVft5XN/CvpjJS26cgfOpDeqa7HEblmTYm8zbL0zX3+sRvLXPjDH3+1tUX1y/l2DXgb2onXEF8vO6We10kKzFjPM7Ia/wJizZRWPKfe5MdX4qWq7q83Pv6euG+qzKpz5PfrMJGS3mPGrX4u3BazC5DQuu+jr1qy8mv+XIkuC2XtgZeXyNT34jJhOE5/oO/Fd+XuizvRd+PnkeVm6jMXed1rgR1fMmYDCPt/l86jEMk+csRQ19XvunROK+jAFjHsMLG/Y4xrgBG196GhMGf82aq47oMWwSnlq5jfoeOkH177+QT/1/6I36+Dmz4GvqwoJ8ukYuCZ7TsAy3dSmgsdJ9iT3ovHX1+Jc6j+7djSswb8JP0DlfX6d8dB+Gh55aqTICo02iPi6jPv7kazSnXh87Xj4aM5dsQH3aDtA8cUZUQXie9NHxRixSmVM6XOG1b8GMW1BC85u6L7+M/qOnY86Lf1R1JjfOxMXtD0fhsEV4j+6ZYEISlbFuEvq074SSSWvRuH8vNs78X7QvKEJP9W9Hm2ksbz+pPfITw7FwO7WJ//1F+nfGsb0ID9J3spFdjsguds0e7KudiUs7FHh96z4SCzJkC6l9s754hDfPPR/Emgaz1xTdZ9SvDtyvB9egIaZfd5zM/fo5Frxrxtqc1w3XLwhlW/F+U9d+E+3z+lJb/4r9ZismuieWzZuIIYHrrSeuf3AuXqXPuEj7qd47v3RkdEw69sddM7x7NNpnzgorRge6LgPn6KPj9fPw571mSeL7dE0+g4lDuqFAf+Z37H8XZjy3HnvoQo9PUEvi/WWjcQqNv/uaHIZ5f270PrOS72DWD06msQh9Bne8DHc9ugTr9+wP7lnWuBx3ntIBBZE+/xB3TZ+HV7c1Ovu8/M5zaC5i+nztM9i6l+d7HzbN+jGObf8NXPfM5uA1rPcI65B/KSau/At9TlOj3l+Bu049OtoWdXwV11Zu0mXQvbJiNE49OjweHfHtax/Aord2YX+g0Rx/jyNeHx1vQOWfGvT4bcSsH56CDjx+374JlW9H9y9Lbp6FHx7XAXnF9+PVPf+QLUKEFqPNia2U1KAjrTwIE37YzyA8+ME7kcC3i7+tHtBTsoEfMJsjtqzz1BGUXh70AJBGbAXrow8ZXjbHbYvbENwIGFVfuL+mLlc7DKbN0Zjs5sHdnyDZxNiYeK47zTl+3zPMc+N6VASEVvhwSMi4stWyPxZe16By+379ooPAvESPsNhK1r2M8WnbSAdLNmNnsijfiC1fxEXieGw30B8bb7ydf8j8g8ahxhsHLm+IU1hReSxCVBTFaakUjeMjJLaSdVg1fhAKnX+ozRE8J1P5SvbwOLFcUWIu7s8q3csju1kxPB4sjFzl0tFqYovqVaLqUzH1Xo25gf2QTHxTxBbN0eTZmKza7HrfPvR8csF0D00PCK3wQffQzaF9rVg8FqXEI8vFPaEBcoot3tR8SExdcdKK56FPkT6nL6ZtiJ+LZN2ruD9tX+gISydDpJ4PAjHcnz7Un8SIF6ivMS1oqKZxyUVhKMY7Vz+M9poSI+d4zpsjtsx5MdeG1V8lY6h90esjnXDT7aeHEO6XJ6McKNFkxRjRFTMXKbG1D+8o8ZTm2u5xE+Zs2BOQHsmN01MiKnI0VWyxcLHlGo8Hxcb11cir7sXowYI2ocUTv2VkVGy/WWzxA/4MnJ+fh0L9bydaZBWFzontc4uJLT7PllP1WDfhEnr9NJTOfttZnpI4pm29JuMt5zIkr/zD/XEOHT1uweItjdY80/ek2scxhMYg7jrqOGwxdvBTvBZv+a7rqOfDeMNuT+MGzBgSE6uOjuhx40Js8WUl0WSxxX39EQrUw35H9HzodXygT+KxukgJL1fd9mHEVgNqH/sZusTOPR3db8EiGrtUu/ajbsGN6HK46xwq9/V0m21T22f+CO1jREVEbCV3Yu2koenbR9fnsEW8bHC3WlZYkNcXk17fE2qDt+TwiE5XYebbLI24HU0TW/vfmYlLjtTyKe1xESbMHIfzspoHFlu7sbv6LpzcPl/3keY0TkopuC9no32PYnQvzEWuU1A1V2yZ84y94qV5P6TXT8PAGX9IiY/aJ3DVSekEak/8fP47gWVuLB4vPeoIfNoZz0dPXD/jdeymun03RPfG430dIkkfKbFF1+Sim6wxtI+LMHHVbuyL3SWf+j7rxzi6fV7oPH1kI7b00XHAo/iDLxm5z7Pwg6PbI88R6x3FuG76Guzab4lYlj8/+FJ8HRGx9QWcM3El6ukzxYPmbFJ/6s9puOLR1KbwyU2z0O/YuLbYYovLHYxjj8x3xNHRcTCmr9+Df/prWfdh86yf4NgOcfGW2Gpcgbu7Ho2Cw7z3Ol5biS2NqfFiRGwJrUUbE1v8UNmPvmjfgKlTr3QKl3iMbKKHrNIBKOb/X74qmOXhY4TOxRhb7mVttaTYSgwoxQBnVo/uH7Utk9jyNgRPoF3xeKy1M2EsvPPOxPCpE71fxAsLE11u+PUUuh+RzKRs58HdnyDZxFhoaZMYPglTB3d1tE2j49KKLXpIruQyeAxKy1FpZ2cl67C2shylSvqEfh3RVXZyO6pGcTbVeShfm8qHcpJN2wy2eCsuQ0UoMylZtxbz51I7z7OuJbv8mnTlm+u0a2APLi6zsnwwzqP5SPfHRkkxeihLDJ6LbepcLq8bfeHg8panLc8XTyXTUJP2L1oDaiqGaKlVgrJpVcHML56n+bNQXjqYxnKvfjHb8vnaC8qfCDrzK1FmsrrMOVrsqKAYaB5aXmxZQolprEGlyiyiaziQeWbi0/TNYGRR4pqQHGNoTlnsxZVjiabEwHsx187O4rmZZzKrumIQ/xqlKcCIrcSFGDigK51PYxQSTlGxxfLgVhTRvCYGPoDXTJaXqeeCCprrSAtVOX1yu2H4IxPU9RqWRj62oOsxAtOW1sD+aOHreCFninE9jgeJjPXw9cDiK06Mmf5RGcGsLp7Ly5FbeAMmP3IlCg/7ekzWl45rttjKdJ7OoMrpioG/Tu11laxbh3njhuCCig3x5+q+p7KxwnDff4FOuu/edBux1RdT1tuyIowRW554+qcfSA9B6+Zh3I9PpzLos6DHr+kLtP0wosVWrylYv8+VrWKgB6KmiK0e/TGwmO774mB9AZTE64Teo0djWBE/tLrEVkxmk8HEmWws/XIKr02drawuX2yxOLKlSwTqc4uJLZqH6ntQkl+E4jHLY8SmPq/T9Zg06UoaR874etdxPXlxh4fEWXLnGjx+y/nIo/H/3M9ZVOkTeY+y3l4WWI9h/4dXrYyu5M51eHbGLegz8kX1wMmZYCxWEgPGYxln23FccifWLaD7+aIKrDdiiwXY1Z7U+tyAMZj9qpWdpeOHqIyvL6N01tspuddUsaXiu6DTsPGYNPgM5BfdhGd37HP/zWnQGVyJG7EoEqMFFc97xwG4Z9arVnbWfuxctwAThnwN+Z/OQccfPY53TD+V8OEyB+CX1Vuw70N+1cQPRcX6bMRWkRJyTqHk04DamUa69cSwh5Zgfb11PfOYPjsHEwYPxf/93qszLmvLe70zikdXqzn12tHEjK2wF+H3OYOL3l/get+GY5VMolhfJhnoflymxVb3H6B/cRE91P8SL+2MKVOV1QV97rwTw/5ffgZB5e5XdmKL5nTZr3A+j9vdVdihx9P8ymJezinof9csvLw1JT2TO9/EoolD0YUz8joOwYw/pq4FX2z1fACrG/4Jo84C59B3ubt+927qc8UXW5fggdVp5NT7y1RmVH6iP+6p2uR/vux8cxEmDr0K0978axZiqwjnPLDKEkQOfLF1iSXLkmjcuAh3nn8SCj59Bq6btxl7dad9sXXORKyq3xfs8wNDcVIBi7jv4a7fvmt9HhixRXWspDpiLyyX2PI2hb/gKJqzO5fiPbpnzdm+2KK2rPxbzOeFwogtKvf+1/A3Mx4fbMSiOy+layRPCak/+ULKiK1OKKb4PenGz4itxLn44Q++ivz8SzDh1V34h9VHEVtCa9G2xJZ6YO/iCSmVUZVOyoQxD/EsUKrxolPYaIzwKJmKVS9qGdWSYqtsEVYpmRMWQvSAkY3YMu1Lmxmky1Lia5dbUBkBEjcOcWOc9Ty4+xMkm5gU3liwPNqjxzNGqpm+pZFH/rjGysFUVlwgJlK2WRIaEmBxZNE2D29s+L9MJUofRU2MwIxgl1+Tpvxs41yoa9DIEH0NcnmWyElHtmLLj0sMxrQNGYShRVPLdy9H5HuWl//RNeZLHZ6TQ0hsEUoA+X01b5j4TGKLrt1511Ef6dq1xZNPOrHF98f96Ml1F99HX2Jdo2HFcDbbHh3ji62b8fxrU/05CGcpBcWW1ye1HC80BvHoc3qOx8qGHdSXb3hyJSKWTNkszX6D9bHL6uIw9dyHlfVcz1mOejgm3XLE3ah2ncfXUZ+T0fPeV1Bfz+MWzejy4PJbUWypdmjRtKExNH6Z8OqIX46opZktvg5abGlYvg5luaWzqPT7rSa2ej2MFc/douTMCOcyQb7nbqD3+2HKivkYyRKkOWKL26UkUkpcBdFZYUU3+2V/HGIr+d4CXNU5D58fNBub4upUEudU9Lp3BXbvqcKtnfNRNHwxdkUuRq/8sNhSNFTjti75yEuMwOIdLOi92AKK7TFmGXanvSE49kco+EwhvvtwqNwA9Hm27kH0poe+w3r8Cst3h/9DAMMxk1RM7uduVG1RnyZNFFsqg63gIoxd/h72VN2BLgVnYfiz27Df9QDckEZsNa7BxHM7U73n4p7lO+j+dpzPMX26UIzJiuLsvsdwcft8+kx7CK+Hsi0yQ+OZpdjyZBTV03EgHnp9l7t9EbzMrAI/Myv1Wipbi1/jdhyCYqvn/ahaeCv+mzevX/Anx/3FmUkj8MUjLsNDvNzxv4/IIKjc/cpGbBmB9YXSGfijJTE2zhyk4rpbsiuItwF7OCZObHlYGVf8/t/1+1mKreTGx9FXCaQHAgIpO6hPByW2GKuMiaky4sSWB/e5DKd0oD6zbKL3vc+D5ostnrPrT+mATgODmWPMQYstgqVTv2M7UBn347U9pozmiK0b8NSLk3HxMR1QFMraErEltBZtSGwZMWRkgJZHcVImgi22NqA+jRTxhAdLii06rqXFFpWlhVBQqtCX/4xiqx5ry8+jmBKMqkrzK2+qfFOOqTtOpLnGwZwTzkBqyjy4+xMkmxiDrsuMezqpZksbpzxK13cLVzmB1/Zq+eVYshhHxrZpTFympY1h7PJr0pTvX6dZCjkfT+QZGZI6j8vzMraUJNGvushOPPEcsZzJXF6YbMWWGiuWT3T9RpcjUn9Y6tA9mpI2pk10vR5iYqs5GVu8tIyXjqqsu8iXa0aPgbOcdO9ZmHGws7IssbV0D4sgLuc83Ltyj19OVGzRZ4/J2Bo0F1ud7Q1BD7sjiwppzFjY6PMjGVEEt1FlU12Np7a6HlYzkGU9XlYXz5VDTKky6IGDBZb/nimLx45lUoz8UvCcfzQZW4PmbGpC+R6q73kxyxFVBlOo7y0ltgiXxGo9sUXl7fotRnXKo74uifZVi6uiwXOwZXeVt89Xs8QW9yHNckQe086d0HPsCuzR733kYqt+FSaUUF+Kb8NikwUVgcfuDnTOv0z3l66z2/4H+UU3YzH/qpuO8vDKz0psKZHUGXmFV2LWJtceNzZeG1TGVuksbIwdm914iduWdyaGcUZZ3MOorpsl1sNGYqnXshVbu7GM6ino/Yi3BFKLq6Lhz2KHykQKod+Pii3q1zKWYtSvYYtQR/1yt5jGNSyiWNKojK2f4vF30l+HURzlOeG4Uoo7DQNn/jGNUAzjycM+7ekhW2dnRbO1GC7/UBRbD2LNe0txG5XbadgCvBueF7pWZl56EjoPehw1dUvxi4yCyt2vjGJrzyo8yBlIxbdgwUZrjnX9BUU30rn8S4j69RCexCrAp6k/RmKlF1sEl933ZBzxaU9iqRV09FrTMrZ+EsgSyw7q+8citghVXkhiNVds/XU1Jl1IbSseiWdqo2PQkmKr6LpnDjJj6wZUbvkTqu76Lo4uOBd3vPhn7PU2/BOxJbQabUhs6YdwSyZ5wieDmPDR5xuBYqRIZH8qfnDtp0XNAS1xWkFsmXoCUsG8FpQ8KbE1CS/O9TKDSivWxyyjZExdURkTlkCm7Kgcio63R1Pmwd2fINnEaAKyjrHnKnSm7m+sPMr0vo9pn9U/69ypLz7mLfNsbkZVmrrVuPISL5qb7HOVCLv8mnR942wanZHG11T588FlfjFElyAavPJ6qmWD6cvjvmUUT9yPWOmUnqzKV/D8xgggli+FLCtsgWXi6To8FMSWv3zuPNy7OiWFUvFppJNZRuhcgmig+z1OXmXdP68tnDHzPdP2gNiihxItsWxhFRVbROMqjOvJkozui4H34fnYDeMZ+hz0pZBuH7e5TxEKy6LZYRn3v4rFrueDUD0vBsvTr0eXI9pl2NlQWmTRdWz21fLa2g1lkawvHufWFFv8MHk/eqm9vrpi4Nhn02wY70D3PZCVpeC+8zLEfp7AMt/vW1Bs0aBh+vmdAmW1qtjatwtVnC1VeDVmbwneG0ou5Z3lZXPVs9BrvtjyYyPLEb32dM67DFOsMj5SsTWpErOHfI3aNgiT39idph9aZPWe4u+rpbKV8mmMIssRvfJdYitZx5lh+cilvrEMOsBlcNbUd71/Z+wBZy3xssXDeInhr7BwvWPDeB7vsLBywu3k/bGsDDB1bpZiq4FFVWf0nrxO91GX1+lm93JEFe8SW955RzQlc8rP0KrHuol9vT2+Og7A6IXrfUGaGao3G7FFYzLz4i7ILxzh2Ew+A7wk9GffQEHRTXTuDqyZ2A/tO11tZWsx3I5DVGw11KGa99DqdCW1+e+B61zJoQ7fwo2czbWnWpfZwmLr/jmYNbQbjigqxYNrdmC/JZO8+j1hxRvWR0SNgefv0i8qATafN0inIjKKLdWGH+OoI6gND6zG39lsUTlZiS16SvGyxPLomuyPu555M7hXV1qo3oMSW7zk8Unc3qcL9feneHSDvfwyg9iiullOHWMvJ3TJLieW2Bo/GzOHfgNHdiqlc95zfi4f/FLEGsz6GW9Ify7uXPpn6zO2uWKLnnZpfFhiFQ34DX6vx0fEltBatB2xpaRGSJ7QF2V+gI9KGRchseX/OyQXjPBSZdIfolYTW4SuK5W1RQ8Y6cTWt4tRzPGx9Rq8+oPjossOSyA9hpHXVduC7VA0aR7c/QmSTQyjxy/UzlipZvoVJ4/i+h3B0T6/7DNRXNwlvo44/PNZAIUOvz1efwvpNR7XlNjy2hPZOJOuiRrTjUzlB9bc7Ufdqkl6LzE+WEhVYm1dTIaY2fPLXoIYQJdXmJO2PF882W3Th7+fFV1rvL8Vt9kWW+5zPbliSFt+aNmhiQ2+zuPPyxCD5Xrjz8IoWi5fDwH5Q/PQ8mLLtXk8XZuhLK5UfJzYakDNdN67TGfDxTYujdjS86PkVFrx6LUlndhK1ZPK2nKKLYJ/TMHe4D2yt5ePJ4WCEku3pXCUJZZorpVUCost0+7QdcTtCTxIxNXTP1QPo1/n8QyIqajAUqgsrpDE4utKSbOwhOOyD0Zsue6XM0LtpPt7zcMY7G8gz4JrLlZvzybLzasnuhyR+s6ZYL2nYT012v9674utcJvoSNxkybGDFFvhsungDdpTmVb0QNRksfUv/e8i7xy/LO7rt5D3+ZuxhNuvMtXixFa0XdzvoMCitimRFF6OqOthWWQJLF9shculIzH8OWvpnymXBVLzxNY3e3yTPl+iAioCZ1p1/hbKllgSi8fgws7oNGJJaDmiV35QbCXRuPFFtU9UXm4C31WvW3tm2XtuZSC581U8oMrx7oWOvIeW/QuHDS/prDBriaETbmdzxRZdS5xl1XlUoA6eu4sKvoURruWIsWLrr1h2G2+0fqa/xDCOqNjiF3dijdrU/dPeNdPxcowO7NEVB/VfiS26H6xrzDtSyx2VCFJZYdRuS2z5bQmcd0los/hU1lbJHXdhWKdO6DnGztZiuB2Hqtjah3r1707oFZBTetP4Tjd5ZfhltqzY+kZ3uj/pM+276vygijFiq+j6BXjX2r8pAl3TSmxZ2VcHJ7Ycf4M6/lxt6q4TfSh2J15/+CqcVPAZfU32x10zX8ZW63PODdWrxJZr8/iv4nprz6yU2HK15zLcs9Ts7+VxcGLLVccNeGar3shen8ti6xv/Q3P26UL09PfaipJu8/jwnlme2HJtBt/RIa/SbR7Pm9JvTN1fIbG1P/lXrLg7mLUlYktoLdqI2OKHzKjUMEuiElkt1TKyKSUoPCliCxVdjy8qzL/5YbsVxJZpPz0ceFlb9MXfIXm8dnJ996BiLC9DtLO8HLjkE+H9Al74XNMuV1vDwka/nvU8uPsTJJsYxiXrCL3fWCTzzpc7MdJJjRGNaaQvYRzt88u+GOUVd6b/ZUoXmcRTc8QWn2esTKbyA2JL01iLKt6E3giuxGBUbAhqSv5lK14Ga5Yapu2uo7xpVnlpxVOzxBZdv5Z4SVt+ZD8tLVUC9ejXIhlfPP6HmtjioysGTnvL2uzcxLvEFmfWeftecYaUewmiQY9Dq4stahUvi6TXCnXWVpzY8mhAbfVTGOcLrnD/CSOFloaWA6p6TrOEHt1rTRFb4WyrjPVsCj7EqvjQPlnqtSK9lNF7yW9XUViO8R5N16Go8BrMDSyb5Pa2ttjS0P1dzRvpG8GVGIQp6+2MwRion4FfPvRfK0Jv1WarhDYttmi+qM5Huc4S/W8OU33tRH3Vskv9+2DEFsFldE798mHqNasezUcptnqNeRBjehappYCzY5cC8rjdgc6dRlG/7Gt5P+oW/JxevyZ0rld+3K8idhwwFW+oDfu9cpsqtjwasLH6aUwYbATXlzHg4TVettJHIra8ZYidy5YElx2qDKWvo/Pg2akN3g0NrSS2FCwOV2DehCHorK+djpc/gtd3/zPYhgDU/xYXW9Z5BpO1xXKg409D2VoMt+NQFVs0xnRNqCV/JQ95/+YwVUYX9HlICyu/zBbO2Lp7AkZ/rzMOL/wpHgss6+N23q3amTgUxZbCuyYXTPyp3oyersn+k7Bq5z8Qm+zF9R6s2HJILeajElvn3DkOd5V4GWPT/xD+RVCPlhFbfHwJP7z/FbV3molvvtiidtUtxrBTj0angV7W1gFqp4gtoTVoI2LLiKLwzWSOTFKEMWU4BIURVGZTdl9Y0Qd8REalXjt4sUU0rkK5/+uGe52SJyW2qL4GHR8r86z2xR3hdmvJk2qXbn+kf02dB3pgaimxZUSUs14+QgLLlzsxYivT+z6OuQycW6f3PMsgG22yrFvNOz3cBMVWEBPjFltUfk26vjlI1mHV+FIl1PiaXO2bApYh3jLD6BLENMSU54ung12KaGLixFbGpYgM3zOhTeKVtAkvQ2T4emVhRNdr5L0Q1LZWX4rID4BrH8dIXp7Xzl6OaOIdQsos50tcnWYJooGu/zixlXX/HGU4xJYSp+MuQK7O2jqQVmwZOEPwYf3Li+dae3TRnGpZ5f68oMPKvMpmKaKJ4Ta7sr2cdfARk+GV2ifLlEHj6FqGGCszeTN0W2DxnB+M2GrqeQTd32vuH+z1v8evsZLu0/Sn6+wsfzki992xDJFpjaWIVK/KlOKXWnUpIo8DnTdjAJ3HfXuf7lkWknrT+PX6ATyt2MpiKaJCZ2f5m8R7bQkvQ2Q+0qWIk1/H7tX3o4TqKyyN2zie2s7LEGPvn8+FMr688iNiq+MAjJm9MpBJpJYzNmUpYoT92LnmEQzpTGXkfB9jeOP1A29nuRTRk1OBvbh4XrMRWw1aUrnEpjouiZ5vzomILR6vH2WxFJGumWV34CS9F5f9S4M2yZ0rMWno19X8dld7WUUf4T2o3pZaiqhjDrc2tk/B7b5LZe8khi10tJvbcQiLLd2+DgX98OAaFhX098xsGq/+Taf5Zbaw2HpwFd5b+QDO71CAwoGPWRvHU0t1xlbGpYhUx50nH6nqaPpSxG64fv4Wb88lmuPsliJG4Wvy4avOUj/80P2u36bfR06JreYsRWSRZn4R8fu4q+pd/MO6DrMXW99I/ZqiL7aassfWq3h35YO4kOoquiK6cTxz8Hts8ZLLp7y+5n3fWo7Y/KWI3uXZgDcfupz6cZ7K2mqseVzEltAqtAmx5WUauf7AW0esZDIYQWELFH5IZaniSQtPINnv0x8ih4zy4tLV6ZAhMWXxh0gqa6sGNZnEFr3oj4e/hNHCyDmOjz3CQkW3l+UIiwclkYJtYJo+D2Z8o2WlyCbGjJGjPv8InW/LHac8cs2RA1c54df8MQ9vtB9DxrZpeB4KqW9pMhLVtdGSYovh83sXBs9nAduTXgvIrizR5RkBol7KSjxpIaIzxJxhftkHI7YIJbJy6N7kbC6+V13LEBm+Xg8lscWY9rKYMdloJj4spDx5FN2TKw49By6xlfY9CzMOsZvHp0bRztrasoHmkEVSWrHFeH31fi1Rixmzf1jswyEffa32eFlU6TaPd4otVQ//4p6rfHNwPR9YZdJ8KZFlNpfXAouuVVuA8Vj81F/yF3P0mmKdw+PwEYsthufXCKg/2GLOBfedRZbXd7VRuGsZItOWN4+nL/1eHbyfVq7a3H33fhqn8zvh05EMroMVW17dnf3liFp0hZYhMh+t2GIhtQ/bOfMqrwg9xiyPbKTv7YvF4shxbZuD2+qLKa985+bxYWhs7c3kYx/O08L12b+W+BdPxLXa5vFephpnmsXf9x2VLPrALqAhTmzRtdHczeNjiM/sssm2PP3rhnld4zeP/6jEVq9JWPu+oz/8fquJLW88WSJ9/gbOjtqAx5wZXAchtnql6oqet0//SmEn9LB//ZDOvdOv8xDaPD4G/rVETyyl+7VE6nuzxZbXHiOwWCptsKRSRrHlkljN/lXEf+hfWeyE79y5FO+FMupaYvN4KgWNK+7BqUcXIOFvIH+wYotKtbK23nz9N+grYktoBdqA2KIv3Up8xEmATO8bjMgIChAjaxJli7CKyzFyx3uXnr8cMkqJH/6CEVOneT+bshg/a+tOVJRfHG1jRKQZ0ZNAcfmqwCbyXmxI8li43zdtY8mzS//vcN+aMw/mtfj2ZBXD8oJFTUCaWbjeN6/Ftteaj9hlhJZQy1B2WtkYJmPbDOYXMOPbqOazpcWWuldYKJnzzRLE81C+uknb2GtS5TVNbJksMYpTe3o5+sJ9bQmxZSQNjePSev0rfc5z+Xptq2KLx5OXIBai+N7Xgsv2Ykknr6x6Y5c0cpbKdSqm3fcsQRUjtuysrTHT7sH36bzMYovawaKI+mWW8nkSKvXvMNH3Tb3cl6ecv7joEltNr0ejRZpajljPYxFehsjzx7KpH6YGsrgMrvfNayxg3O1x09zzDFpO5fTLQmwRSubo5Yh/q8Io1zJEpqXEFsvHoSwfOcMtJaY+CrHl1c0bqN+MZ1c8gj5m03hTRIuILYLL6ayXI+6pci5DZD56sUXn8XKxq86k8TsXY17eZfXHxPaL6afrfe+1rMQWX5dKQhWix5hl2N30C5vgeeUljUXopcTWATS8pJc4ls6KLglUWHLquw+lssWyEVsqpgvySya7s8z4/Yv0+x9Y7zfEiS3Cf++nmBXz64YsGH/W5XC65i7BQ69n+LU5Fi28fLBXS4gt+puk9snKR65zKSFBfW6+2NLvH5GPnO6/xEu7aGwCATxXN3qZajcsxPbI+QT3txXFFt8fi679Jo4ougnP/O4RXNBebxpv+umXaYstq6zuY1C9I1wXZ36xsAovJ+R5scXWh3797fPOxd2/267r3YNld55N89cVA2f8wT1//nmFVNZqNChDRS+nFVupduXw+3/X79McH4zY8n8t8butK7Z4XJbfeQ6NX1+n8HKLLe4ziyjqM8smel/V3GyxRWfz2F+vN3j/7bbA5+ChLLboYvaztm6bcAfOP5LaWTxBxJbQohz6Yss8pNtiIUQmmePhFlup19t5AiEgneiPh1NGpYRDu+IyPLq2TpdHHwa1z6OcN9fOuizGvNcFxcUO+ab6F5Yr21E1qoRi7SVw9ICSVj4RceOpZVyi7DHM5fEIv9+seTDtSTc3mWMyz6+j36a96cbCCEWek9LxeLHWmhXeI6qiTP9iYCgTy1k2/fGqynK/rWzapknWvYhRfhvLUelfa0wDaitHeW1shtjicT2Pypw7fy3qTKHJOqx9VPdbZWcd0HKJJeproes2CJd3QVx5LN+auhSR4ev81t5Q//U6UYp751pl00g01laijDPJDlps8T2olyPOeRRlzmWIDF9rh5LY8sbAW4poyycTb71mliAW36fmNTvSiS3ClEn3Z/GIaVhaY90nfA9NH+mJSV4maGeIxYotQkmfHBQWF+Pbn/oU1FI+7jCP5wVDUD5nEdbUWfedWYrpbzzv9Z1Fi5+RFYbL6lOk5KW/HLHut7hVlUP3WmRDerrX5t2KngGx1bx6PHSWVuEIzJ5ThsJcLsPK6tLnRTaTt/Cl2VQjo7g9rSe2uL6LBpVjzjOrsd1cgHR/r3tsJHrxuGS1FJHRIoz7PrtMLcGMLENkDlps0bWxbjGmj+xNfaNrkNr3qtp/yeMjEVv26+oz7CZ/KaSipcSWGlNejjgCs54owxccyxCZj0VsEXxv3VHCS0Gt/baUxOmMvBI7IyuIWk6Y3wklflle+dmJLX0+L0fkfbLGzMbKbXSf6lOSO9fh2Rm3oM/IF7Fr3wbM6HsVymcvwOrtJmY/dq57ArdSu/NyzvWWIvLr/q8nJtBj2GQs2WD9emLjRiyjMnn5ZW47vXzRvKf6m15see2l/j5kfg0xDPef9+7qFyzDl1cOsUXfV/1fN+w+DA8tWY/61InYuGwGbuM+5ias5YVUz8yfYch9M/C0tXl+cucaPH7bBWp+W2QpIkOfIcvuuhAFfI907K82p99K5eoaaUgX4Bc83s0SW0Tj65jYpwuNO/Xvhql4eavZs436/rtJGMpZfTnfx+iX+FfmHHKhtcWW/Tp/RnS0BRbhFFsE9etBXi7G/bp+KpZvCfeLrgfq192/s389j+clJLaI5M7f4e7z/xv5nx+KGWq/LRr3Nx9WyxRz252C/nc9g7f4c0vVzXOyDDNvozlT19Q9+J0l1uLEVnLnm3hu5m3ofQTvnVaCu373bqpdWYktavvj1+LKcTPwFF2T5tzkztfxxO0Xq2ut9ZYimhKp78tH45QOnfEdquu9f3h1xYktv8/taS7afQ93/fbd1H19MGKLSO58CaMv4F+k9Pbb+qcp9qDFVhIfbNbLLvPOsPbOagmxRaj3jkHn7/wPvpmXh0+L2BJamENebGWWGgQ9BGSSLimBFS6L/qho4RRdSpZ6LzbLSp3nOCKZO2nKYkwf1PnBNnpjQK+H+2faYJaqZTUO9BDjlF+24IuOd/PmwdSlxyR0eOOQKUZn0mWQQJH2BcYzfHBmGi8/9KRAWbp5pD/AZZU1gay4VNnhNhnhmWG/rbRtoyMwf9m0kQ46J6tfReRDx6oxi10CUoJRS7dT7XxdcLaVK8YcWipReUomOWO4vG3+mKSPpXm0pVFjDSrLtNyKPTx5ZGhS+QaWLWqvJo4JlpeCr1cWRuEyzeGdp/pJ8+CJLVecEUVGHFnnOWH5wPXG7bdE90oga8rEm3r488fLrnKda47YjfXjxBa90ljzmN7jyl1mu3a9MGLuhtDG7mnElm57rmmrLbbUksZw+XwkUHzz855w4TinTLIxddC4+1KK77V5WpK56tCH2TMr63r4VxC5Hktc0f8K7M1lytREpZUDXX9KfnFdLKjccxy/f1j683gp5ZQN9NCk2hS3NLIXbn5ha3xbA3DfeTmi6fuU6DJEJt3m8dZ5LBg9sRXXfjp63IYlLDV00YwvtlzxdD2lJBY9EKUp39tonn+FzyW2CCOvqMweY1d4m5Ab0oqtaF3qcEopb0w7U/2fio3hPmuxFS5THdRnX2JRn5Wg0kIudCSGL7Y2mrcx54XFE91b6x5Ab6rb7Ld1ICKtHFjy600lv7zysxVbSk5V/1LVG/f51HHYYuxgsUX1fMY5xx3R48aF2OKPJ39OPI4hnekBPfZzoieGzXorONe+2HLVcQaGPfsONky/IiqtQvAcXqTkl7UcMa3YIho34DHeGyv2HumI7sNm4S1f/NI4KzHlnv923W/BIl+kuMhwPu8T9vrfUp8XjbVY8Astt5zxfIR/FZGh6z6T2FLz9QSGcpaZc76+jP4PrsJfXJ9BTKuLLcKcl0PzMNpaEsjEiS3dr6vS9mulko+pZvC8RMWWKkuLrM8PnKH322rAxkV3edl0kbL10f3nmPHGLpqTVA2+2HLFq6Mnfj6/Fo32bvC+2Iq5PtUSwwbUPh63+Tsd3csw752/hzaZt6G+K7EVc367i1ISK1ZsEea9ouFqU3u+Hn2x5SyXj2LcMO/toOD1xVZMn4tNdpdbbFEBas5S+215P+aQbvN482uHnsQyYitu83j+MY7pWG+y6ig+fvN4Pi7AhFd3eYLu/TRiS5dznCmneAJeEbEltCCHuNiiL9xZSI2UUDDCwoURN44Yna0UFUL00Z5ORoV/+U3dpGWoqKxGbWQ5Woay+EOq5lFdVrCNnrRxnUfnrB3vZQnRe39TcRnkU+icVHmp9gWXUDLNnQdznjU+1uHVnyFm+K8wNiDLYvAln247PfRlFlsa1zyy0KqoRJWdxWUwZUfGiQi3w4ktER2Hq6+c+TR/lp8N6B30MF82FZV2hpQic/meBKMvClWVqCjjzD/zfleUlj9p9dubn3hpwQdfcyyKUuWl4sPlafieK4z7ku0ST5yZsxhzy0tRaH+Jo/ttWuVirK0L7UEWkFThI0Zs+RKHrruI4DHwfZJOEDVXbMWJI0OaeotHYNozq0PXAM1bQGxRCbXT08g+fZRwhptdUJbtU/fQuJDg6oUR0+Ziae3fdZBFWrFFNK7H9EHeHlk8F56Qoc+u2mrMq/CywEw9nF01Z2mNL85il/8F4M/B+1UGVkT48L22cLb1i4t8JNBjxCOY+8xabNfNbUo9nNEUqUdlprFYobEN/PIgzx2LprhliAZePnkRPVyb88157jmOF1t0baXdAN8TWxSF2up5XgaUfx11xcCxT6hMvfh2OlBCh/vu/eqi+wFZZ3YdFtMuX2xx+62sKP+gORv+MM2ZlWFm4wsn+5zUuc0VW8FfVGR0NlXuD/CI2TTe4BJbfnxcv2OyrbiszlTWp87Qe23p1238GEe53OcWE1vdMHzx9tB9UY91Ey6h975O721UEid+GaLBPuddKs8rP3uxxdA9uHEZ5k0YrObH/3zqMQyT5yxFjcoy9GIWTL8FvT6TkmAdB4zBrBc2oP5DRz2NG/HSvAkYzPPnf070xLCH5uCFGiuLy5BJbC14EdPO7xy/DNFgMsYKb0pJrExiS8HZWd6vPabawEJrEmZzH8MN5uyzBb/BLSqbS8d3vByjZ76ADfWWlHFC96QSTnFCMSS2FJwh94KaJ/PriyqWs8w4k87Ktkth6kkntjySO9/AszNuQwnFevc89f2GB/DUq9uwP9111ApiK8H7aQXaynuN8dK/vnoTef0yEyu2PDgraDH1q3eBEVDUr+sfwJOvbvWzmlLQ/aPEVjdcv+BPofunAW8++MPQe3xfrMC8iUP8Xx/05uR6PDgr5jqg9t75pSORb39P0+c8MGuBypqMDjcvfSxGhzgRavbO4mty4W9wW2/OwDPXZH/cNWMJ1rOUTTc31NL3l3G2VUHMNZml2OIxVILM2gj+/eVqKWRBpM/XYeKs+dRnlwQ2yxpj+hwRW1TfM5tD2Y80Z5P6U1u60XubvPfeX4G7Tj062hZ12GKL5nbFaLXcMDIe374W9z/xMrYG/s5wvLc80T1+2Yot4oMazLrmf9R8d7z2aWyOXdIsCE2nTWweLwiC8MlEi6MT0/zyoyAIgiAIgiAIghCLiC1BEISPCS+L6rT4X30UBEEQBEEQBEEQ0iJiSxAE4WOBl5JdgBxeGhrNUxcEQRAEQRAEQRCyQMSWIAjCx4HaB+wClNu/FigIgiAIgiAIgiA0CRFbgiAIgiAIgiAIgiAIQptExJYgCIIgCIIgCIIgCILQJhGxJQiCIAiCIAiCIAiCILRJRGwJgiAIgiAIgiAIgiAIbRIRW4IgCIIgCIIgCIIgCEKbRMSWIAiCIAiCIAiCIAiC0CYRsSUIgiAIgiAIgiAIgiC0SURsCYIgCIIgCIIgCIIgCG0SEVuCIAiCIAiCIAiCIAhCm0TEliAIgiAIgiAIgiAIgtAmaXtiK1mDipIE2rVLoKSiBkn9cpB9qK3ol2XMmSir2q1f0yS3onJwV3qvHypq9+kXLVq8De1UXPGoF1HnDtTsx/bKa5DQ8VmVW1KB2kiQXW/MkRiFqobQiY21qJpbjtKEHVuCsopFWFu3Xwcl0VA1Srcxw1HyC5QPP9P9XuDIdgyjR6KsCg060iNJ3ajG3PLSYBuLy1Axf61j/OPm0bzuuH4U9Vhbfh69H7qGmnDt5Ki2teB1EVv3blSVZTsPG3BAnxV7PUyzr4cUydoK9M7JoTlZSqNj47W/MIfKn2aVLwiCIAiCIAiCIHyENGLzc2Nx6fEdkH/2fXhpZyP+9W/9lkVy5+/x3EPX4NSj2+Mw9RzYA1eVz8Pru/biX/pBM7l5Dq5IHIfDP/Up63kxeJxw1ROoqf8HPvROaTZtTmzxw3GJGQintGHiZIRNXIwREl0xuHKr89yWa0NYKMSINENDFcoSCXy7+NtKYkSljcYXGHFlmraZel2HfV4SjTWPhgRG+CjBqKrtFJlN2fooHoDSYtPOdEc28+g6LzxGDaipGJxeuhXfiaqAlEkzj2o+6BzXNaDfSwyuxHbrveyuHcd1UZPhuigMXhdBceSh6s5J1V1j6g5cL+kOHgMWT/p6KHTFmIOuh6XbAuNlxFa7kmmo8e0VlbV2PHpSuxKD52KbWC1BEARBEARBEISPnr0b8dw9P8TxHfLxKX6m61HuFFvJHUsw4vTj0f6wqLA64YdTsHb3Xhygc0RsxaIlQ+IGTJ16JT3Ex2XLpJERPq6Y/airuhPF9Fpx+So0qtfCtGQbjMCg+koHZKjXZEJdjLHlXnZOnNjy5MmZGD51IgazXIkTYA6S2yu9cywhY15j2VdaXhnIxknWrUWlyX5KXIPK7eFMnVQGV+Z2mPGIG1MX2YwzY2U1JUpRXmlnZ9G8r61EeSln6QX7nr588164veb181C+1lZM+vWM107Tr4vC0HURFVte3TkZ62a4/m7I4Zilu/RrKdT1UJhD7Yu/Hgr19TB3m/WeQ2wl617EqJ6FaFc8HqvDGYKCIAiCIAiCIAhCq5PcuRy/6nsqOpxzPR6ZMQaXHHeUO2MruR1LRpyD49t/BX1vX4g/1u/Dh/9OYu/mJRhzKZ2ffzqufnID6velU1VJNL5yL87s+A1cMWUN/rL3ABxJYU2ibYktlVnSxXvINxkxTlmSTkYYojEuqROhRduQEhglFdV4kf+3awkgY5ZHlkzFqhfTiSJdb/F4rG3c5ZUfV2YYU0dAUJkMtnRyxcS42nSIiK3GVShX2WFh2WThx9j1ZyjflZkVk62V/bUTc13UO3oXc11EehiuuzAmTpFObHlznaOuh9di5pNjLlBLKe1lhxGxxW0fchpyQgJMEARBEARBEARB+KjYh81PXotLbnkcK99rxP5NT+KKxLE43CG2kpvj3mNZ9St87YQOOPHqJ/E2Cy/9ToTkRswZeDqO63Q9Zr+9B//48GC1VpsSW0aQmCVy+uHfKW2ykR2hGCM1IkvRbFq6DbbA2IB6VbZb6nhZWLw8couOi5EiSpiYOk17sxFFJqMptARTC5hMcsxrH8VFltcdCmIr2za4yspUvpF6RpiZ+LBAa8q1E70uCtNdFzmp64IzpaLCyqu70F/SaNXtkmXq/RixpaRYjjp3qfNcD2d2VuA1I7+iSxYFQRAEQRAEQRCEj4fM8uoknHPfcuxs/Fcw06rxFfzyayegw4nX4sm392CfU1glsff309AvcTJKyl/CjnAZzaQNiS39MG6JE0+muB74s5EdVszURZirMpUG04N/OvXS0m2wBQbFmCyeSMaYLktJkANpJE1YnvBL3v5JmaRSXLaa1z+XsAqh64nu6XUoiK1sYjyi/c18rj923D8tSKNz2JRrx3FdcIZVzHWRowSVd124xVaqbrOvlqo7J26cOd4ttvi83rxPF5eVbj8svh56F1IZ/TCtZq/3kjqXxdaDeH4ubxbfFaXT3spwTQiCIAiCIAiCIAgfFfFiizO7rkLi2M44u9liaw9e+eW56HjSTzHl9Z3Yy5txtQBtR2wp6RN6EI+VNk2THd6m25mlR8u3ISQw/H+H5JARXqqOdKLIOz/4um6HMzNI07geFby/VGSPrCZIqY9dbLVzHOFxzVxuc8RWKmvL7HPlWO7YpGsnzXVhbyJvhBedX6/H2Sm2VFx83aGWElyfS2zpOnij98gvG4bg8uPE1reLUcxZgIFN5AVBEARBEARBEISPm3ixxVKqN07oUISz71sWL7Zyz0f5S++i0V7DqFEbyp94HDpdPRtvt8Cm8YY2Ira0HInIGb18LiJkspERVkz5ZIzlZYiRcmxaow1hgeE9/JcEzjFiyAgj82+HKHLJE8LLKIr7lUcjZVzvp6krzH+02DJj7NUbzaxq6rUTc13kRK+L1PJC829vnFPSSb+usrqyqZtpZbFVcg+mjeV9uuiam7sF4rYEQRAEQRAEQRAODVpPbOlsrQ6X0vvbneKrubQRsWUe9G1pYR9h6dBEsVWxAQ1rx6OYyopKCUNrtCEqMHxBZMSKvzm4ES1aklCdQVGUet3dPjr8MgxJNGbod1T0xKCzyqKZYXHtdWHGozliK9u5jothXG3N9tx0bW/qtZP+ulDLCa3rwlteqKUTlRcUW02tm+FzDnIposoSy1HXg9mLKyW2pqGmfhXK+dcQE7JxvCAIgiAIgiAIwqFCay1FTO5cghFnfBb/dcUUrP3LXrTQKkRFmxBbdjZM7BEQL82RHWbzdPev/7VOGxwCwz/PEySeWLLfjxFFRnSE2xQ4QtlU/ob5/AuK7hYqQeEUVkHiBdihILaybYOrrGzKZ+Lb3vRrJ/66ULLJXBfODK6g2Mq2brP3lke82FLXQ4tsHu+1bQiXRdff6jTXliAIgiAIgiAIgvDRcNBi6xw6b4d9HtOA308pxeeO/gaunv1H1P+jpRYherQBsWXEQniJm8H1fjYywhHjy6HwHkmt1QaXwPAe+FlGJMoWYRWXEZBKbkkTFWBBou+Hf80vDtPGuKWMhD9urvoPBbFF+IIufrlpSgI1dR6ZuLY359ppwnXhyyWX2PLK5uWAgb25fOLe5/pjxJb/nreM0DkefD0MOY1iqP3TNvhLDaOyy5PJhTksk1/LcG0IgiAIgiAIgiAIrU282Er3nvnFxA448eon8Xb9vuD+WUp6dUSHc8od0uvgOfTFVnhpnoOotMlGRrhjknUvYlR4v61Wa4NbYKRe9zJqgkLIJYpMXXHyhAj0wSxBdGenBUktV2zXrgRlFVWo9bO76L3aKlSUlXhtdWZ+HSJiyxd53M4yVFTVWv1uQG1VBcp43iNjkm35MW1v1rWT/XWRUpIOsRVevuhA1R3I/GK4njix5V0PPXk5YprrIUeNczATKyq2+MXtqBrV2xdl5mWDOUft6eVXQ/3i/btU1ljqDD92REvG8vxfhpycMzGCxsLvTVzsdHfsdBV788cWm6ydHu1vK8fmumJzvdg9/otWH/YciInVrzY1tk+Rin0hFNtHxb6QIdbqwws7YEJbJrZ/bGxuJPZy5OY2P9brb26wvxliT0wTeyAUW8ix5kUdm+eKzfNid/sv6j4UUh9279d9iIt92x37jo690Y6txfTzOqnYJXbsxuk4n2OHLwnGnn8wsfuwUfW3G4Yvec/vL8fOcMXOuAJ5ee7YvMIyLNkVjM2Pjb0pY2xy4wycn5+n+rDLLyBT7HPYtd8R+9x7MC9njF28PRB7gYpdHBP7biD2wnAs9/fCzqq/i3fts+aHYg/3Yne6YneEYgso9ueLsWO//modijVfuL3YzzhjP6NjvU9Z7sOPUJDfDcO4D2YNhY7Nj4t9Nhz7Xyr22axiu6SJ3RaMvdiLXRSKPYJjF/0Z+/TEJzc+houPyEfhsEWo23dA/9d2ip35I7SPxM7Exe292PeaHVuaXSz1Yabqwwgsei+1RMWLPdwZe3jhjVgYiS2g2IWh2JNQEBd7w0Jst2MvodjPU+z2YOwlRxbg8zGxC/xY7u//okNBN9yw4E9+f1XspTr23YOLvb6JsXutMb+0QwGKrl+Ad/fqPqjYQU2KPYpj54dijzqCYudjWzj2CI7dgr3/SsX29WNNpgfFPv5jHN0+HPs4+h7dXsX+mWLVq9Tfx/uejPZFwzH/z/Rg7IWq2B+o2HnB2B94sfMCsbMcse9glhWb+nzSsddxrP7sdcZSH2ZxH76B6+Ztxl6/AI79khe7NRW7iWKPicRu9GOfCcQOxrEc+8xmNGYduykY2+8UHMmxfwrFHhmMTW6ehX7HdqD+PoM/Nab+1mye9RMc2+EbuLZyYyD2h8dR7LWVkdjjOpwVE/s0toRij+fYp+3YJ/DD473YzSaW+vDEZaeiQ9EwPL25QffBi73s+KNQdA3FNgRjj/oCxW5qwD/92Nno/9mj8QWK3dTwTz92dv9TcTTFzt30d0fsU6HYrir2qU31wdgTvNiNduzlX/FiN5pY6u/soeh49Fm45qm30bDP/K2xYt+pxz479hhH7ICv4Bg/lu8gjr0Snzv2LFw9pwb1VuyTA07DsZ1uwJN27JM69sk/pmIdpBNbquwrvopjDz8VfW9fiD/W09/Tfyexd+Nc3PDV49A+tyduXbwRDf+0y6e651yFE4/7Gi6bsga7/c+KluOQF1vqwTuTVKAvyUF5QF+wlYzwBED48ASLiQmXnRI5Zt+p1mtDnMBIyaBoRpVDFEXqdmHaw/JrW0CQuA9b0DSgpmKwbk/MUTwKlbUubXWoiC3C/PpjuO3+kUBxWaUlaphs5pFxt715107664LlVdx1YYstVXdEWoWw6k7Jr3Rii/GuB68dMQddD3NrgrNtZFJAbDG8JNbfb8sWs9ynW9Vm9YFzGqowkpcw0rVsNqZPxYbK17H2JvZNi6WxGEljweNoZZ9lFWvGMxTrvfxRxob7awpo/djvhWKLOPZ707DBxHIfirgPfTFtg+kDxVbr2F52bHXmWPNNR8XmumNzs4ndjeqRZyGX+tBr2nr/C1TzYz/IOnbKhsZo7JTmxNr9nZLqb2vG3uKK/QW+oGPX04vqSwz14ZZOug/rqQ/qRS+2U26uMzbXxFrl2rHqZRWb547N07H0jbFlYrm/30JeLvf3rdRDZiD2fX39W7GPuGMnv9UQjZ0ciu2cTazXh87Uh0/1moy36AHcK8HEnphd7K3fwmdU7JtW7O3onO+Ive3byM8tpNg39IMux96RiqUvr6nY/4mJ/TRy7Fjq722d8+l6usTqrxf7X/l5KvZNO7ZLPvI49o1gbBeO/e5kvOGMrXfEPuyMfdiP3Y2XuA95hfjuw6YPRMMyP/YhK3aZju350LpQ7OHO2AJnbIEjtruOfR0fuGLX1euH+L9S7Hf8WO/Bkfq77A78dwH1t+dDWOc/ZO7BstvdsSfp2Nczxt51cLHUh9tP0n14fU/qc0TFfoZiJzljJ4Vjj8h3xLZHfs7F0dj2Xuza963YL+rYtcHYL6rYB7HWPEBbsQ+uMbHc37PRPp/6++AaNHgverEnt07sHSr2omDsHXYsP1x6fThZ92GN6QPH3umKvduPXU2x3uOpF3ukil0diP3SkRz7AMX+Mxr7wGr8XT3gcuxofKmDjv27HVuMDhR7zgOr8Hf1sJ3E+xR7Csee8wBW1WsR/f4y3HlKB9XfB1bt1vv3mNjDY2MnRmILQrHLVezh4djlJnZiKrbRiy0IxO7B8jvPQYcC6sPEVainz0gFx35Zx66kWGUe7diVVuwKij0qErvirnNwlCP2Lj/2L1ZsTxytY/9mx556NMVeiPtf2xWNvf81HUvPwCvuwalHU3+L78dre4wgp9i7v6tiiyl2jyP21bjYf5jYMehKsYcVT6DYfwRijyn4PIonvBqI/cox7VXsK3/Vspb6cPdXjkX7wy7EhFd20mckv6hjj+XY8YHY0Tp2/Ms7ArGn6diXd1uxp3HsBaHYX+K04yj27GDsPSxtOHZFMParOnaF2TNKxR6vYsetqNOxe/DyPSU4vv3ncfa4FfiLEbuNL+Oe0zn2fNy3/D18oAySjj2SYu9bgV0fpGLHUGyHcOyY7+OzHTh2OXaZpYEce8Znvdhl7+lN2vfglTG9/djgMkLqi862OuxToec6dXREj3KzWXwSe38/Df0+dzTyI7En4Ju3PostRvIZ9r6BKf1Ow9FfuB6z396Df4T23moJDnGxZcuYmEwkhcnGMVIhGxlhYlwSxS5vWyu2gR4A40QOPfCppXMlYVlFfxRCoigrecIXqxF2Zimb1Z7oES6Pzq+txtzy0qDg4uynyuqQDLKJtjeeNOMRixnnTP03cHbWkygPCC4WWlNRGcjiMmQzj4yr7ebcpl47Ga6LQqqbrotgFpY3zimx5dXN0sO9DNEQrpvh+rvRufSaU2wx8dfDtJjrwYit6C8qetcmZ4EFMrOIwDnmdZZxKnNHMrYkYytNbCRbyouVjK30sZKxJRlbgVjJ2JKMrY1xWViSsWXHSsaWZGxJxhbjxUrGFsW2uYytpogtZj92/v45PHRNd7ru87yYb16F8mdex659+r7y4bLvxdc6noRzqIwd4X25Wog2sXm8IAiCIAiCIAiCIAiCIIQRsSUIgiAIgiAIgiAIgiC0SURsCYIgCIIgCIIgCIIgCG0SEVuCIAiCIAiCIAiCIAhCm0TEliAIgiAIgiAIgiAIgtAmEbElCIIgCIIgCIIgCIIgtElEbAmCIAiCIAiCIAiCIAhtEhFbgiAIgiAIgiAIgiAIQptExJYgCIIgCIIgCIIgCILQJhGxJQiCIAiCIAiCIAiCILRJRGwJgiAIgiAIgiAIgiAIbRIRW4IgCIIgCIIgCIIgCEKbRMSWIAiCIAiCIAiCIAiC0CYRsSUIgiAIgiAIgiAIgiC0SURsCYIgCIIgCIIgCIIgCG0SEVuCIAiCIAiCIAiCIAhCm0TEliAIgiAIgiAIgiAIgtAmEbElCIIgCIIgCIIgCIIgtElEbAmCIAiCIAiCIAiCIAhtEhFbgiAIgiAIgiAIgiAIQptExJYgCIIgCIIgCIIgCILQJhGxJQiCIAiCIAiCIAiCILRJRGwJgiAIgiAIgiAIgiAIbRIRW4Jw0OzH9sprkGjXFYMrtyKpXz2USG6vxOBEOyQGV2L7odDA5FZUDjkNOYlrMHfbfv2i0FZJbp+HIYU5KBw0F9sOHIp3wH8i9Lk07zoU5Z6GQXM2Yb9MiyB8xOxH3YKfo0v+V1E6623s/aR9Nia3YcHPvoGCoivxeG0D2lb3eG5uxEkFp6N05h/R+K+21Hhq+6IR+GL70zHgwVXYtX8fti+6CSerf6+kf3+If+vITx7cd6+vP5qxHg3yh00QBAsRW4JwUNAf2ao7UdyuBKOqth+aUqvuRYwq7oLiUS+i7lBoYHI7qkb1Rk7xnVi6XaRWW4evr1t7nkTX1/PYLlLrEIE+l6rvRq/c3rj5ha1t7IFTED4J7MfOZb9E73y6Bxdvwr5PnNSqw7I7L0RBr19g0ZbGNie1di4biz7t+6Bs4cY2JhyTaHzzYZzf4WsYqKTWv9BY+wSuOunrKH3oky+1di77FfW9D26aX9vGZKQgCB8FIrYEodnQF4y141GcKMX4VXWHpNRC4yqUF5+J0vEvHxpSC/VYW34BCksn4bU6kVptHrq+xvXshtL7lmP7Af2a8DFDn0vr7kevov/Ffa9sF6klCB85fA9OQu/Og/DrZVuxL/lJuwnrsW5iX3QZdD9e2tKID9tU92hu3piEPl1obqq3tD3h2Pg6Hjz/O/jxZJZaHyK583e4q8//YJD+9ydXanlC74IvDsa9VZs+edmPgiC0CCK2BEEQBEEQBEEQBEEQhDZJ2xNbyRpUlCTQrl0CJRU1TciS2Yfain50Xjt1buZlWWbfJC8+VVcSDVWjvNdLKlDrLGM3qsrOpPPORFnVbv0anVlbgZK09Zs2BvtmzkuUVaFBv+Zh2hg3FlafY9vqrjNFqr/B+k0fuT/RIxUbV755PThGKTiz5zx6vx8qavfRvzPFWzRUoSzhblfs+Y21qKqcirJivrZS8YnScsytrEZtozUyTSmfy51bjlI/vitKy59EVa0eSf96tssIHjyW9V505vIUmefGL8+nAbVVlagoKwnGJ0pRPne+Xz5fi71zuIyljjIMPFeXISeHxmLpLvq3dw0V0nmBsv06RmFpvR5fGtuRhTmOmFLcO2cx1jqzvKi/I7shJ3yOPhIjqK26eK/9VH7JNNTEZRjpNrjLOxMjqE9ecaaf/Drd0zfzUjz1Rgx8v15H48D9o/th2gY/myZZO91rF9dRfDuWbudrPh7eM433tFJtVH0x1yeP9a26DtNm60jcTGOtG0nX3vTehVRGP0yr2Wvdm5nQ4x0znzzee/zC+Lp6CuMGnebHJwbeizlLa0KfZWF2o9pZRy+MmLYUNQ0f6jiN6Qv174U9B6gvNDfTL0Nu3DjwoWJ3UF++QXGO9wNHAr2mrbf2qaJ+VQf7xTE9RjyCZ1ZvR/gy4Pntk8vzRTF0nUT3IeP29kdubiF6TbXrSdItvwyV4wal5jQxkO6FKhqDmIuNx6JPEfWJ2jzFLisG+kypnvd/GNmTxs8aB56n2XOr8LazHq9d86aPRE/VL3PelzFw7EzM5fmNqVeNRV4undMXU9Y3IulKMUi+rfuQJsZFshbTz+uE3MKbsWT3/sA1zfvADe1E9faagvX7kpHrPblxOs632+Vqf0M1bumUh1y/v3zQnA5/GE/zvDv7TGO1kedwMIpycwPnqPvAr6gBG/maGnw6XQfeXCcGjMXsF+wYi8aNqK4ch8FFuVZ7emH45HlYSZ8f0f7NwPn5edT/yXhrH98jGaCxnHH+/0MeX0eT37QyW+jevO3byNdtjD/4vDeszAqvfxOof3n+uZ+jcZiEp1duo+s00mJv3CYMRic1LxTfcQDGzFqKDfQZlq793NcLC/JQ+PPF2OHfAPuwccZAFFBZ7dp9Fzcu3oJ94VQj7vOFnfGZ3L54+I16HKivxm1d8mkM7H65jkvwUMb4MzDs2Xex/wC340coyDfXguPoeCOe3bGPPkdMbDc6l8bogHUjqP2tvk7z0FfVrVZlNSyj+gvi61/0Zz2P9Hdi2R34bxqj8N+5jgNGY+bTK7GNxi04OnzOnTjJcY46qM2L3tsLv4l0fS6bNwFDOpvx+DL6j34MSzbsSd0n1N7bT8qmvTQOM/8X7Q+ncfBf05h9vvL6YtLre+I/71Rd7ZHvrOt03LBga6pcZ9sfDbbdBddxclwdX8X1C/4U6E8HGstgjK5nPdfj/GCkpq3AvPuHoMvh1jx0vx4PPvkq/hy5r+Pq8Y6O1y/Au3sPWFleuvyJVL49z7r8rc7yB+GoSPmnoP9d3I/dwX7Q/TWz78k44tOhz46O/XHXjOexfg99Zru6zdC5j9O57fMSOOeBVajfF/oO4PM+Ni57BhN/StfEZ7x7rGP/uzBj8Xrs+Zcjo43nesFEDP3vAmveinH9xLl4dWt0iW1y4yz84Oj2KLpuHv681/4bw3t/leGUDp3w3YncvrRfBgWhDdCIzc+NxaXHd0D+2ffhpZ2N+Jfj/kzu/D2ee+ganEr3xWHq/umBq8rn4fVde72/Sz5J7N38Cmbf/QMc1yEfnzKxv6bYneHY5tPmxFZKDtERK2tchB/2jTCJQcmLBL5d/O2Q1EmJnqaJLes8dbgEi5E3brEVrI/+APEyOG5b3IbgAWkS11/T1sxyLCC2MgiZzGKLMILINY76vVTfTDkxYsoicI1EjvD59Mdo1SRLFLkPu+9Zl88bpA/u6oihw/Q5wziqg2JrVGz68lQMk8Xc2FIqWfcyxpfGlGsOI5+47N6FqX874WuqG3L8GJ47I4Ach1WWL55cceooQdncDfRxa6Hb5PyyTUdTxVb6NthiKyx4MggiJcwKU58pfrvCMioovaLoer9djGK+bm1ZxWM9ncc6pv0tIbb88xzl05ESW97m5W7J1hfTNqSp09QRc80kBs3FVnuATHxTxBa3Yf1aunY+H39t+oclthrXY/ogW2iFj7C8ovmtvhVF/sM8XUMv7AiJE25vVGyxjPlpkX6oD9URJ608iabP6TUFG2Kf9Oizb83DGOQsP3UkRrxA82mVkazDmvtZ0qQb2zNUH6PXMPfzci02TB9c35QOUmyZ80z9jWsw4XtUXuHVmLPFdd3RA1qgXW85l4+l5Jerz71w05KtoTlpQO2MoejkC63wcQaGL3mPxonvlRuUwInG9MXkt+yNuelvf+3j+ElEsNkHt2VLYGybKrb8eC7PPkcJr870wP8pR732YYmtxg2YMeRrltAKH59Dj5uepQfnlExJ1i3AVZ3zaS7DsR1DwiyKW2yxkPsf5OfpNnS8EYt37EPg8TgktvbXcjmfSTPO5vDElhdPbXbGNEFsGVGWNLGfR8+HXscHfp+9pYAFeacFNqXnfl98RJr6bVH02I9wRLo2dL8Rj7/FYkIVTbDE+BHax51jiy1fNjnmu+dDeL3REwLJjTNxcfss26vEVhF6Tnodjf6c8jj0ozadhoEz/2iNTxSvroKYuiyxxW2/Nq7tD2JtQ1CY23Adl3aIqyMbsaWPjj/FYzV0PQUqos+SmdfGi0U+uo/Ego32Z0X6eoJiK7vy578TLt8ltvTR8SeY8UerH3FiSx8dr5iBP8aMb3Lj4+hLD855HHvORKyqD927CpZLN+FLdE1F+3ARJq7ajX0fms9E+hx95wlcHSsi+SjGsHlvW9cbt8MTW3mBNlBZbz6MC48+AkVXPIo/pLlGBKFNsHcjnrvnhzjeCKge5U6xldyxBCNOPx7tD4t+Hzjhh1Owdrf5jx1J7P39NPT73DHI/5Tju8M3f4FFm+vxz6y/7MXTxsQWPyD3o4ezGzB16pX0cJhZcqRICZzi0gEo5v9fvir4gOxjJNTFGFvuZW21pNhKDCjFAKfQ0f2jtmUSW96G4Am0Kx6PtXY2kYV33pkYPnWi94t4tpjySY1L88RWBkEY0ycP8154Hs3r56F8rVEwcbFRXOPlhv4Y1TyqpRZdD2UVocwn+iO5djHmlg/GeRnmI4o136WTsMpkGtFD4drKcpSel6ltJhvP/NKiV15hNuXZc1OTPvOHH9IrjNQqLkNFVW3gnkjWrcV8zhDj8pUP8eYhh+dBZWM5YClZmEPXi8nq4nNYtmhho15z40ulkHjidlSWl8LL+joP967eo98huL+WoElHXPk22cR4GLFlfabc+1pMpgrPH8urizHm3muU7HGKreL+GEj3dU7xfVgdl5GjBVnJmDEYzllbTrGVSY4RRgY1W2xlIfKKuH0Dcd9rJouJ76l5GDdoCF2b2YgtqsMXYPxAP09nFmnBaAow8b7Yikf9giO1i3/BMSDHFJwpdhY9TLvkE5HcinlDTlcP25zRNNfOzuJ7cd44DFKZdF3VLxF6xdP8arGV6D8Q/fl9uraCwonnLSy2TFu6YqDaw8yL53th3rghuKBiQ+jBh+FyLkdu4Q14+JErUZjbzd0PHsuax1S2j8oiGzENS+lBKhVG87RuCSoj9TSgZvpQLbV6YcQUzp6zrlMag3ULZ+v5bYzOA89TnyIUDZuIhwefpjKrXghlVilaUmwlt6P6F32Ql3sexr5qP6hb8Hnnd6J23U/t+qoz44vxxZad9cV9fuwW9Po0vZ64yTqPxnjdAyhRIqwX/R1+Bdv8/yTJ47sY00cOxMilO1Smzy2d85CbuAK/XsHZSyZmHsYPprHckMoc4Ov3KiW1vowBY+dg5bZUdlaybh3mcYYTi7TElZi9me4dPXZNE1v0wDrjCuQX3YBJD1+JorxuGP7cdsf1xpgMLvqusfjdaAyLgqvOVFLrcwPGYLadnZXcgXULJmAw9yfnyyh94m394K8lVG5XDPjV77CVCuVXkzvXYcGEobioYv1BiK2u+OGAC+neoHstLMhCYitSRcNLXkZWwpNi4U9or9585H73YbyxN7M8DMMy72dUflHpLLyjzud5CIstvSl9QScUj1mG3daA+2Kr50NY1/ivNPVTuUpsFalyUw/uVPa6BZgw5GvIZ/nQ/ZdYvstcXywxWGyFzwlDn3fL7lKCJHH5fag2e3Ald9Jc348hl/wf1ofFliW73HDdYbHljUMfHofR1di1PzwbQXyx1XNSmrq8tn+R2pTo77VdDTm1/c0FE1Xb30rTTl9sZRBgpj8dCqg/D65J/bJfYy0W3X6xEo5KOtF96t2+9FmgfgUxHzkd++PumS9b2VM0Dm8uwMShX0dB3mHoOHAG/ui3MVxPXJYTl8+/NOiVf1ek/IW6fGpXpHwWW1T+A6vR8E9dvu5H+/xPUz/mY5uRZ77YugQPrN4NL5w+Jzcuwh3ndaH7/QxcP28L9kZSN6iex3+Mo7tchwkTr8R/HXEWhs13xL2/DHee0gH5if6457dmHy5u/yJq/1WY9uZffbGVrFuE6790JPJzTsFld83Ey3+yPmN3volFE4fSNczj8RM8uiEl51xiK7nzJYw+/yQUFI9BlZ21KAhtkOTO5fhV31PR4Zzr8ciMMbjkuKPcGVv03WrJiHNwfPuvoO/tC/FHvh/+zVlZSzDmUjo//3Rc/eQGL7syuRFzrjgdxx1+Kvr+uhp/Vp8hodgnKPYfcZ9R2dO2xBZ9Ka4o6eIJKZPR45Q1LmyBU40X+X8nRqHK9RRqMmNKpmLVi1pOtKTYKluEVWmFTlACRUSKaV/iGlTG/qqcLkuJr11ee5z9/TjFFmHm0c46c73ml9OCYsvvQ1eU0hdlt+SMkl35GfqdAV5qpmRkKGONH0IzlmfPTU3mueH/spUofRQ1MYI0jCd++How4srGu84L/WWIDNdzcGLLwyzl47G33uf+fsxiq2RaFZ73s9QcJ/E9O+Q05JQ8gtee5/GJEVv++3ZmmI0ZA+rrawuUQDxUxZZaXkkPsznfm4YNaRviwNQREFuM1z+1zM7un4nPJLaUmKJ5KLwac7dGl2uph99YsUVfwNfej17cpx73YaVrnu0Yvy00v0ZsjZiHV+heiJbP/QqJLe6TljtTNzgkkQt1zsnoee8rqK9nsZiLwnDGFeOX3RUDp7zhZzRmws8GSwzClPV7smuThbcM8QLcu3IX6uma76TFW+TyaDGxpTOhck/DoDkbY8QMnaaEFbXrVW7XL9Apj9qlMql0gMYpthR03dzyLeSx3DHnsSQ5n9tyLsZSuelugeylUz3WTbiE6ilEj7ErsMdZqBfDSwUTw5dgl45pkthSbT8Fve6lOvZU4ZbOn0HR8OewyzmA6cSWlntcb49f4WWXxNQxvTnmczdhMYsULZjyaB6D2WrZkV5snYmfL3wB0877f8grpPrsrC1d78citszSwqKrMOsd85BND/QhsRWVXykOXmxpdMbV4XmF1vssMbIRW9nGcXubL7bUOJxUQOMwE29nMdbZiS2vniNZ1Exag/fTtN3FQYstwi5jjSmDrsuZl56EgtzeuLv6PS1/Q6hN5cMx4XpiHhrtc3+3PUP5Z+D6+X/S0ojLd4gtQvXjqCPw6Z4PYHXDP717jPsREVsMlcPiqn2RWmb49/AyQzrv8b6no+SXVajbVYU7vtQBnYbNx5/3Bq9xzurypNMDMRldhga8+eBlqt3d7/ot3vMFoo0XczR9jnS8PrXsMCK26F5ZdP230aHTlXh0w99i/8YIQttgHzY/eS0uueVxrHyvEfs3PYkrEsficIfYSm6Oe4/+pr/yK3zthA448eon8TbfJ++/gl9+7QR0OPFazH57D/7hZ07uwSu/PBcdO3wdV8/+jxNbRgwZkaKFTJycimALHBo8VZZbknjigjNltug4fohvSbFFZWl5E8y48kRDerFl9p4qwaiq7X5MBFW+KcfU7ervxyy26Eu41x+TnWXi7WwtxrzecmLLxMUu5Ywhu/Kt+W5i+W5x6ZWnMrYylWfPTU2auTFxaQWpAz6vd9xyRL6euiGHruvV/n3Jc9cSYovQdQckluu1GDKWT2QT40F99cXWeuzh+dFCLzwqSvLknIbBczdRnCex3GKL6qQHSd7jq9B/34L6ygKncPBcbNNxh37G1tWYa2WVZIWpI1ZsNSdjiyXHdSiieRg0d0vM2KQTW+nes+C29CmitvNyyw+oLTS/vth6AXu0cOKsvJQc437FZ2xx9lfmL8ymHh4zFmH6fM6KCo2JEVSJQXNUNkx2cBsvpzZm254w1J5bqD29p2E9nfxvtV+VJ952hyejRcRWAxpYMuYVofim59SeQW64Xd9CXu+pnqzS+2gVjlgSaVdTxJYSSRRb+L+zsSXTYHGdnTlj60rMdi6V1PhxN2HJrvgHZ5fEcr3mhq+jX6DzZy7DFCWVqG+3fgv5RTfjuV3/dJxH78eKLX6PM69isrkMWiilRJY5r6uVxZU9nmBKI7YW/xm7q36BLvlF6GFnPel2fPRiaz/qFvyc2nN6YGkh33MBsVW/ChN70zgV34pFJpvIgutvEbFFRKUTS4wmZmz9aCZq04xDtI44uG5LbP2NxqFPF+QX34JFm6Lj4MKrqwkZWwNn4u20YxjFllItKbbMa58PZHGFcZUZfs310Oj1mbO1EpE9t2y4LC2xHlyty7JeazWxlcT7y0bjlA6XYRKds+/D3Vh2ZzE6dBqB+X+mh2l7kP2MrZ9ghpVlFcGPG4Z54TIsnNlZgdd24XUlv0oiSxYF4ZNAZnl1Es65bzl20mdl4HOjMSWynnx7D923nsA6ocO5uG3xptRnBWd93dQTn/2vYSHh1XzakNjSAsaSCZ5gyCw6PEICx5kVxPBDeD8tzA6k5ERLiy1Tj7/UjDGvBSVQSqRMwotzveVp6TOMTF2WdKKHLZYYATmlCI2LfjWFaZM9BoQu7+DFFhVlspO4/MZVKC+mdsbNS4uJrezLC5Nd+YTuixq70vF4MbDMMY7wEkSLbMuz56Ymfm5UP1TmlWsz+XR4Y+dcjsj3FS+Tq7AFFse3kNhylcX9tURLOjKXn12Mhy22qC0scgpzcCJLp8B51GaWTYUsAvfTEGUQWwd0uYXXKCFk4wmybp480/UdsmKLpfW4C6gt1C/e8Pz5+A3FI5g6wksRax7zlvqxFAosgcssttIvQTTQw2+cvOI6fGGVrt88B/2pjEK9LxfNry22knv1+/ZyRX1OQGxRf032F30eDLz3ufgN4xW67d9PLXP0BBZdL5HsMBZUGQRdGN1/lyjLCiWMitDb31fLa0de0ajocsQWEFsPL36U5jsXhQP/D2/R/RHbXr9dZl8teshS7RoZ3YA+TmxxJuBQ3kOK2/s+zSmV8egAlVml9uvK+ORtMrH4XhmAsc9uoM+G6DlZyykWNOd3CmQ8ZS+26Dq69Vv4TO8pISl2FkY4lyOyMIoRW9yOC7LJvKLx4qWPeTReannggVQWFy+5HLMQ69PNYQhPMKUTW9TOAzWeTCu8ErOMHPmYxFZ8FhaPixZbD8zFE7xEsGgQHnr9L86x5PpbSmzxWMy8mJeHXUr1sSSgc7LMxOI97ZR4ouu54+W/xEK1ibh+z8KTTU0UWzQOs376dRQU/S8mvb5Lf5Zkxqsrk9giGl/HA6bt/X+J+WqfsezrOBixldz5Op64/UKa79Mw8LE/6DF2x7oICDAlqMLn2sLIkE2MhyerCvBp6t9q6t+H6tyo2PL6wUsRqR8zTD/4DZfY4qWCT+J2HvPP/zS4J5dijyey+jyM1X83con32/of3BhZjmgysfK8DemfeRO7qT/h2UvJqQyZXcl3MOsHvGH9Jf7+XKlz78XTM6/HSUeejssnvoYdscJRENou8WKLM7uuQuLYzjg7K7FF9w7vx3XG8Wh/Yl/cOns1dvy1BovHXIbPdvg+rp39Fvb8o2XuobYjtpSICkkI+qLtljUuwgLH/DskZozwUmWGZRSTeu3gxBah60plbdEXfYcE8kWK2Sw6k1DR9QfHRZcdyXAzbaVyMxyB8vTYu+KCdbj7FMRkbZk9zcLZWowppwliy3Gk+uCaI8LZr5j5cBzBMafY0Mbs/CuLlWvrYsaBH9y9Pb/isrKyKi/T3Cib4l2PKgOM2pwabW+cIxtv0jVnSx5P/vC59nJEXWYOCzVbMHGZLFtCZaojKMcySyVTlhY3/BL3V4kWR/kB6ZNN+VaMo7yUjGLoGrLFlv/vkPAxwovHiiVHRrHFQp3/XRiSU7p8Jcio8WnFlqv9OstJR/K4HZzYCpdPB7dljzWwyTqsuj/0i35zVyP9r0cSpg7nNeMQSyY+TmyZDd9jlyAa0oithmov0yqNPPPgOUgntuhMU5aftaXPCYgtZr/e4J3lFvedBddcrN6+L/oFQJUZklg8Ln2KUFhmL0eM6aOODW7WbW1SzwLI0X+T/RW8HrSQ0jEURaf/Ap1CEkudy8v+qB2BB9+DFltnokePLnT96PPtsgPEtEsJrLMiyxGdYqtxI347YTC+wFJKvc5jQ2McXpqYCbpX1jyg98fiMWTBNWdl6EcIfoHOVL+9xNAJC5rmii2a51s7fwtl1G7/mVGV1xlfGEH1Rh6s04gtKus23gA+oZcY6pej0ANyQGxx5H7sWPMIhnTm/bf4mmLBNRsrt9G9H1+QIiux9SGP5x3BrC3uZ0uIrcC94B0dhz1LbXF88PHG+j8NL0E08Lh4Yuub3/kmCg+j8eHMrZi598WWs/5FqPMfvqncZostfX0GDnujd4/kzpWYNJT6pTdh79h/NGa9yj+uYMUYsRUpz2tvaokY1+2JrbO60zjw52RgE/nM+GLLVdcNC7HdEhNe278RaPvj1PZ/xoy7wRdbofJVGYFsK68/7k3dv4z+Y17EFl9wmthu1ubzbvz6/WyvdPV01CJrF5bdcTbN65mq/MCecyHixZar/FPQ/54XsckWtXxNxW0e37E/7qky+2JZqOyq76BsoSWxqBz+hcQuNy7AttByRJo8vP7wVfhiwWe8v0mRPcNMBlgBEmqJYRoBnE5sfaM7uhfm0ljbm8gLwieLeLHFGVi9cUKHIpx937J4sZV7PspfeheN+sTkrjcwV21Kf7i3Kf03r8Ejr73r2Fev+bQRsUVfQFgKRaSMzm7JaimVERkpSeEJClta6Hp82WX+7T38e8Ii9dpBi61Idg4/tKcRWyX3oGIsCyBHNo+NSwISXmZU+FzTVio/wxGQNvQQ1HJiy7TNO98tdUw5H4fYCvY9u/JtGlBb9STKfSEVk3FnMrIyXs8Zyss0N80RW3RecNkhj183esi1X9evhSSYV+Z/gtjiczmjyhZSPM4sqYw8Mv9OJ7boRZYM3Cfzb0aJLKvstiC2FEk01lajclxKcCUG/gYb0mUfmTqc1wwdiUGYtsHa7NzEO6WTlzmmMqRilyAaPiKxxZ/9vCxS7f3EWVv6nIjY0jTWorrSbEzv9X/Kenuzd10HC5pA23Q9RdfgKV/oNUVs8TWfknHZi63wryKy6DkLRWWhZYcq0+l0FA2eE1yud9Bi60KMnXI7elK7CgeFyg7A7fpWTLu+FmmXL7YCfdVH4n8x5S3+mX6O9MptkthS0L2ycRndK/yrk55ASAyYirfq+SGV57i1xZauo9Oo0FLH/Xhvwc/p9WswO7L0i/raKmJL07iRrn2zwTyN8+dKMfmNmB8B0GQntuiiUhvbs1S6GrM2Ur8OfNRiy/3rhil4XHTG1piJGN2L5pQzzN7hrEAdYnEoiS2PBmxc9rS3Gb2SRF9G/4dW+Us/PdnUNLHVc/T9NA7/D/k0DjPfTpcFGMSrKzux5WHabuQctf3BVUrsxn0c+WLJVUdWYisstZg9WHZ7Sjy1DbHlkFpMnNiKk1p0tpJQJ43Cwm32kkG92X2XazAzkuHF8OfoCiyYOBRdtODqeNkkrNrxDxz4dwuJrXNuwcS7LkL7gtNwxaO/T5tJJwhtlZYVW43YvHwqrut6DDpfNhLlN16AY/hXF7/VsnKrjYitTPIlvTTxMGVYsfRFXgkAI6jM3ka+sOIHztYUW4SRGSpra69TAvkihetryCQ/rPbFHYF2O8YlAIsEblOo3WbswhlvEcz5mebINWY2ppwmiK3Y+WGyKc/d9+zKd0F/jFdN0r/CGM5KM1lrGaRlgJjy7LmpObiliJ7kofIjYsu7zgKbxLNQjSxDZHgcQzIqBq8++tKTUWx59aoWcX8tQZOOzOVnF+NB12xIbCk5wG3xBZXZNN4IKh63LMQW91MJKiOdWILrTeONhEortnSbVGAMpq3NFltNPI/gjMP7B9F4UPvif0GSMHVwf+3sLP7lwcdGoieNVWA5oomPSCdvOV9PlkpplyAa6OE3TmxxHX2yWYoYLoPmNyK2iMbVGNeLylNZW41q3mLFloGzeu4fhCK+VvQG9t6XCVMnvc6fTZHDyrxS10impYgmxmqz7n/apYgmRvfdH26WYp1ihJA6QgKrRfbY2obV4y5CXro9wVS78pwPooF26XPdYuvLGMi/TrjdFjf0wDejKUsRoyTrXsUDg8+gOUj4G8VnJ6cI7lfn4F5c2Z1L1xEvQ+Tss0AfzUHX0eQ3Qv1hYXSwSxG5DN5Ty1GGIbkTax4YosRe/Eb0HlmLLSrBW/Kof2Fwn7c88aNZish1T0JvbqdjI3gPvo7MHltrsGs1tZUe1OPifbHVkksRC0dg0XvU13+zxMhyKWKE/di5diqG8tjlfB+jl9Wp8fdkk9fe7PfYWoMdNA596LxC3gcr4zh7eHWx9MmwFDECtf11bvvhXttf4o3Z3R9Itlhq8lJE/xcRP4/uo39nLW1zxDqhvzORvbLC57ryirKJYbj8u3HykVz+fKv80FJE/xcReWP2quASPV9smaWILKAWecsQc7+Pu373buizRS9DdMpUPjrinImrvF9di4Gz7x6+6iy6hwr9jeI/zHaT+feXq724Dtd7cfHQB/bY2v4KJl7wRRQU/RSP/kE2jhc+ebTcUsS/4/dTSvG5o7+Pq6e8Sp8f/PfJ+lXELwzAr1/aisYWkFttQmzZ2TyxR0bJ4BI4/JCckhvqQT/wPj9wRmWUF5euziaILfXAarK2alDjkEDh+vzxCGw8rzFyjuNjD1tG/aeKLWs+Yjdjd/c9u/LjcI0HP3yPRzG9pn7xU72WLV55gV9LtOcmjdhiMVJWSP1IkyHGfXWLLUKdTw++ajmiN57RZYgMt7GFxBb3zZIqsa/FkLF8IpsYD4fY4r4qsUQP9kt34YAqy5XBlUlscTs4+0vHHdB9tN7n8W9rYotR/aIH57S/lmjqCIstBUscHndvjJV0MPFhsdW4CuN60uvhPbli4bJjxFba9yy4Lb4A+4DaQvPrElv82e9nba3HBrpHMootRpfP8sb8WiLvH/ZTzqbiz6W4o9cUvfeW1Z7YzeP5OgqJLe4/b/6ebjN7v2222OJ+3qDqc7ZLHUa86UJbRGzReR96GWG5Oedh7KvhLB+vXf7SP+fB7TJ7b1HxcXtsReAx5l9X9LKrIpvjZ0lERjmElQuXxHK9Fib53nxcxeV/yjUW+oicz8KopTeP16+HMXGHUdyb8XGeYMpGbBF21lbtWlRc8BGJLd6HSm0E/yss3x2XzbbPElu8BHEf3lswPLrpvYbr//g3j4+Dzy8NnN88scXn7kPdghtxUgGNw+hq7HIt8QzRfLHFePWrX0tMI5cOSmwxLH741w8/PxSP1ZhMJPossYUV3Xvuj0NXmeHXXAonVL4SVi64LC2xMm0er/rxRRxRFNozi1+P7LFFL9O49T26PYqumIE/WuOWrFuE605uj/xQFnHgsDZ2jyPya4kNLbV5/D78i9p4PZf1ndGoem8vYpynILRJDlpsnUPn7WjEP9WvK56Cc257Flsagj9Ck9w8BwNPPA6drp6Nt+v/cdDLetuA2PIe3OMFSqb3DW6Bk9q4fBFWcTm8VMtPI6APfJeM4gd6Jdpi6jTvZ1MW42dt3YmK8oujbaSH46BIMTIsKkK82OD5NtH3/1PFFuFvxh6XJeXue9blOzHXgTUegay9phbolVdol2fPTU26uTFZYtS/uD29qK+xYkvNWTd4yxF3ef+bxiQqg3gcW0Js8XXPWUs89tb73F9LtKQjffke2cR4uMQWnU+fKUOU8FuA1yp+mNoTy3uX5is7seVne9H4Pv/aVGqT3jTee7fNii3Vbt4zivraumLLLEE8D/eu3JNlO7nsOHlF8+QLoadisr+MrKK57GU2cbfOC4gtws/auh3T7r2Y6uUMnwxiy29jPy22eM5ZQvXDFC26gjjep4dqVW+spDLn2G3mDBPezD6XxvlqzNnqmHueh7DYMq+VTPF+DdGLTOF6v6XEFtXP0m8oZ4ud/Wu8usd62OTY8ymW63VJKsf72Ystws8GOxdjX92V/l6Mw4gsXybR3Ksljl1ROvsdGOEWILkN867ijew5uyqVLZZZbNFDqloO2C9GLsW9z8IoTmzxtX8HOufnIlE6G5uc9Xq/CMgxqm1phRDXxaKsBcUW1aaytg7vhOK7JmJs7040dq0ttswSxPMwZvmONPc7j7kttiiQRdzPvk5jcG7k3BYTW6qOb+DwvELrfZYYByO26FpYxr+W2EntE3ZwYosidRsL8s5VWVSp+XRzcGLLa/sX21PbJ63B+zF9P2ixpes5meuxX29YhttZ8CSGWMIrCEugaykmL+ciPLhmj44J1xPzyMiiR5cf3bzdI1D+6t003vwql+8QW6ofd+NLR3bCd8PCyyG2UplZfdXrvORPla1+KbGf9ZpNpvctzK8gftdkaHF951B9X4lfRkjX16Lrv40j8wt1Vph3t0dll7cs8pQOnfAdzgiLFYOC0PaIF1vp3qO/qeoXEzvgxKufxNv19djIEuy4zji7/CXsCEkwI7YOP7tcSTC7juZw6Ist+tKrHtLTSARPNFgP9k7iBI55nR6WQwKDJ8cto1JCoF1xGR71N++myax93t/7KLuyGPNeFxQXO+Sb6l9IpCS3o2pUCcXaUoYFAouYNLIpMp5x42IwZYbabcpJV5fCnJ/t/HyEYov/IFXdiWKO5X2qyiuxts7KXGqsQWUZj3Gw71mVz+Nz3mCUz11slUn1rX0MZUqmmaWD5lpybZhvkXV5hD03NenmhkLrXsQodT71MbIRfQNqK0ehOFZsedetWo74FLUjwXPsElc8dwcntpJ1azG/osxrC/X13tV79DsE9/cQElup17mtNK6+wGJ4zLIUW/brfL0FBBZxSIstbscQDCqfhWfomjKtS9atwmMje6v2NWspIl+T8271liJyv43EMvG+2OIsSF6CWJi+nghGGsVkZXEGmBJCCfQYMQ1L6SHDD+F9sKbrZZLtzsW9K3fr92ge48SW/95JKO5xpirXiC3ObLtoUDnmPMOb7eu/9GYpJpWVY5Yict+VGEr9GmIYbx+sQpT40ow+O6rvtn5x0duQ3j+bPvvmjexD4xBqM/3dqb7Ve51/CGDsHG6bOYv//s3DSDU+KbGl6s4r0nW7vrHwtXI58li8GYnVgmLL6+s96JUX3G/Lk1TcrlRGVhB6cLLbxX1pitji89VyRDNWK62xojatW4zpIwdi5NIt2PCboRhcPhPPrN7u37PJujV4/JY+dH6hvxSRXlUSpoTb0K4Xhk9+ARv+bgQKvbexGo+qc6jOHr/Gy5bIyyi2aOxmnP//kFeS+jXEMF4ZX0DJ5DetJUPpxBbRuAYTSni/L7pnhk/G8xv2pO4r3j9rxi34nupPb4x52ROAXE/fn5Rj9tN0fVGBKjy5E+sev8Xre4stRTTo94q+jR7f5M+d1hRbPIe8BFEvf4wMmA1fQyGxRSR3/g53cLZXaL8trv/gxNZ+7Fy3BDNuOZ/GKRftuv8Sy/290eicbMQWy4t+V+G+JxZYG/1zuU/gNm5z7rkHuRQxVTePw119uuAzWey3lZXYUm2/GuNmzVdt98qjtr/xpGp7fm7v1luKaDASq8cYVO8wGUB/x5sP9qP4T6v9qO6e/5b+PGB4L7CZun0JdL/bXv4XridGbFEZbz74Q4rLozm/Hg8uXq/K98ow5fNyQSo/sLyQy3eJLYJl2ZeOpH7cg9+ZfsSKLbPv1f9DD1M+xfIG8e1LJvm/hhjG+3XELih5gMXTXmx8/DpcOW4Gnlq5LSX0/V9o5KWR3lJEuvLQ+ObDuID3C2t3Dq6fuBhv7fknvI8E/hxdhpm3X0Tn8HjcE8jEcmVx8d/l5aMvpfFLs99WciNm/eBLaF80HPO2essaefw2zfoxjmn/DVz3zGbsNedZsc8EYgfjWB3r3wObqD3HtkfRdc9gq39d27GbArH9jj1Sxf7Jit086yc49shQ7GaO7eCO7fANXFu5MRD7w+Mo9trKVCz34YenoEPRz1G5pcH/u5CKfRpbArFfVrFPB2KfwA+Pp9hrnsZmK/aJy06l2GF4enMw9rLjj/Jizb2nY4/+AsVuasA//djZ6P/Zo/EFit1ksocodnZ/L/apTfU6lvo7+6c44eizcM1TtXR9mwI4tmua2LctmUuxl3/Fi91oxw5FRxNrltLq2GM49p16+l7CL+rYY4Kx3IcBHY/BF372FN6h69BrGcdeic8dexaunlPjL9FlATXgc8ei09VPBmOf1LFP/jF2OW86scXtffKKr+LYw09F39sX4o98P/w7ib0b5+KGrx6H9rk9cevijTQWB/C+Fl25J/TFL56l+ug1VdTejViifhnxcJxw9ROo+U/I2PIkQgYpQl/sM8kv9bDpFDj88OgJp6hcSL0XkVF+to/38Bo5Itk3acpiTB/U+cE2xooU0wazlCyrcTCCyAipgxVbVp/tw29D6nzXkSqzFcSW8wj3U8sbZ6w5YubDeejYtONDD/WjXkQdF+hn/6U5OPPvrxuyK4/JYm5q/AGgP+K1lVqOOWLNweeEv8Uz3P5CLV5ixRLPHcuWUJn+kTrPl0rOOD5KMGrptuADBfdXiRZXPB2WoEpbvhZE6dtA8+tLrDixxfe6EVKehEtdb6n3MostwsgrnuOwoEkrtuLa3zclo2jcPEHlitPZUKrMEGnPo4MzlQ7sVe3IjWtH8e1Yuj2NdDV1xF4zoY3gTbwvtoygcp1rDpe8yiC2qOTGmsesXyl0Hb0wYs4Ga65ofmPFFsFt78MyiM8Niq3opuzm6IWbX9iq+u9Lq7R7c3l1BOWXJwk9ueWqg49Ue3ws6eU+hw8tltT1GJJWDoLyiztlxJar7DMw3GSDhaGHoajYYuqxboLZb+sdqmMf3glJKxdh+dU0sUWwCPyFFk2Rfui+LNmEDb+5HOYX2CJHj9uwJJAdR/M2Y6ha5uiM56PHTZi93hJIhCel8txznbgJz66YjD708BeUViFofPnXEfNKHrHkVwaxRVGNtY9bv27oOnph+BOph3UliOLayvfX4i0xMtKj6WLLnPMZvd/aJS2+ebzarPuhddh74C94idpxeNx8q+MMDHuW2nhgn1NsqTFVciw/sN8W1x+3ebxXv5FCVK4SW2muoe63YNEW+4cCWGLEbR7PxyXeJvMHavWm867+dUT3Gxf6m4r7YisS58UG2usQW2Yc/P22PjDXZBRfbMXV9eAavL+vBjMvOQkFcW3/+fzohugWvtiKnOudn5JYXn+cYst/rxtusDeL9/euiht/at/1M/EGL2v1L+1wPWkeGRv/iJlXfRMFsZ8rceXHiC3z3hHdcP38P3kbQ8eKLcKIrKIbMX9bI/bTWHrSajX+HreHliW/VtXT56LK4HJtlE9H9zLMe6feWnb4Pt6Zda1aghn796/7MDz6+g76rEjNj1NsMY2vY9KFJ8fvt9W4HHd+uQMKci7CxJW7tRzdg+WcOVbAWWEr/awwNK6g2KMisSvuOofG2o6l63/FaHz5qALkUHtW/s18JnFsTxytY/9mxZ56NMfej9fs2Lt17P2vWbH3eLHFFLvHjv2uii2m2D1+7Bg/9lUTS324u+vRKDjsQkx4dRf+4ZlNFdv1mCNwWPEEiv1HKvYrx/ixe63YrxzTXsW+8lctF1XssWjPsa/sDMYey7Hj8cruVOxoFXsBxr+8w4r9JU7TsS/bsaeFY6m/93wPx7X/PM4e/zJ2m2w8ir2HxQ3HrrBjS/zYv+zVWUkq9ngVO25FnR/7MsUez7HjVmCXH/sy7jmdY8/HfcvfwwfKInHs93H8kRR7H8V+wLHUh5fH4vTjO+Cws+/D8l0faOFEsWO+j8924Njl2KUyoyj2lbE447Ne7LJdRk7twStjevuxqaWEHO9JqMOcWxJ0RI9ys1l8Ent/Pw39Pnc08iOxJ+Cbt1rLDum70JIR51Cf87xfQwwfJ5TikbVmLA+OQ1xsGZmRKSvIZL2kkx5pxImRCxEhlEFG0R+aqrnlevNufRSXoaKyGrWRJWUZyuKLqeZRXVawjUakRM+jc9TeTN57f1NxYXETJnhOgz/GceeZ98P1m/G0+m4fH6PY8ufTUV9cP1VGUHgu25WgrGIu5geymIisyqdx5l+C4ywj633OippbVZvdLxj6B2de7c2uPEXmuUmJLQ1ngsyfZf3SIh8JFJdNReX8tSlpFoHr6qa+GHh7bbnwrn21hNAv2z4sIaZlTSSG7qtplXa2mg21gQVT+BxzNFFsmTa4y7Mllq6XJUhYApkywqJKjUW82ApmdzGmDm+MnHUExFaqrGjb+WgBseW3yXUeHUps0Zn8+ThvKkbyHlfmvcRA3DunCjUZU6hYMLnqoGtyxCNeZouOVETEFn1epBNr6kjoXy3UZSgyiS0NZ2fZv1KoDnrgnjY3mMWloDlJJ7bo/ZQss+ulL+rV8zB9ZG+rH5xd9YRVB/fTW2Zo9ttyU4914y5y9itZtw4LuS8BWUd9mTInkEEUhDOOlqhfulTLLs15PUZgytxFqewvX6hNdS9DNOilkbkn0vxxJo45r7liq/BmLAln9HDm0PeoTH5v53pU9EmzDNGgs41MeQdqmyi2FA3YWP0Uxg0+XS3t9PrA2UsPY87SGjTwZHDm0rz/U9lufp8TAzB29lK6V1wP0nTNhH49UR09hmOyur+i57D0iBdbV2LM6Ivx6U/HLUM0sCC8BPl5X8fw57breyeT2NKEf91Q1c1ZZ3O86zlwHo8ZX/u2FPwyBox5DC/YGV8xNEdsqfttxlXo/Bma38954iryOJ1BbHGWinrfed0asbVXy6o4gcCHJ3VSsd0w7Nlt2B/40m+WM9J7i/g96qeqvyBN/UYK0WfSsjvw3zRGweuhI7oPm6Qy5bZRXHCY+Zw7cVLkHHNosUWTo36RbsYtKKHrzUiejv1HY+aSDai3Ly7OTjopm/Z6gqb94dzX8K8v8jj0Q3seo4WuX2bUqLri9mvypNP7+w+k2m4JSmfbXXAdnG2Vpo7MYouvX0+Qff6G8J5a3i813j/k6zg87zC/3O7XP4BZL7ja1wSxpfDKn0jlpwSXLv/5uPLjxJbux1FHoOj6+djGD+/pxBaXpcQUi7A/4q3p/4ujjsi0zJAzzS5TEvD6eZuxt/4dLFv4G51dpj83OvbHXTOWYP2e/Tojy0ZfqxOH0r1gCa7u12PirBewgTNeQ+cYsVV0Hf+iov03hsp682FceDT1N/IekZSMLfWyZGwRHHuoZmzRdZy12GL2Y+fvn8ND13RPSeVvXoXyZ17Hrn2hrOHkLvx+ycO45tSj0T7XlNcDV/16FpbzXLaA1GLaxObxgiAIgiAIgiAIgiAIghBGxJYgCIIgCIIgCIIgCILQJhGxJQiCIAiCIAiCIAiCILRJRGwJgiAIgiAIgiAIgiAIbRIRW4IgCIIgCIIgCIIgCEKbRMSWIAiCIAiCIAiCIAiC0CYRsSUIgiAIgiAIgiAIgiC0SURsCYIgCIIgCIIgCIIgCG0SEVuCIAiCIAiCIAiCIAhCm0TEliAIgiAIgiAIgiAIgtAmEbElCIIgCIIgCIIgCIIgtElEbAmCIAiCIAiCIAiCIAhtEhFbgiAIgiAIgiAIgiAIQptExJYgCIIgCIIgCIIgCILQJhGxJQiCIAiCIAiCIAiCILRJRGwJgiAIgiAIgiAIgiAIbRIRW4IgCIIgCIIgCIIgCEKbRMSWIAiCIAiCIAiCIAiC0CYRsSUIgiAIgiAIgiAIgiC0SURsCYIgCIIgCIIgCIIgCG0SEVuCIAiCIAiCIAiCIAhCm0TEliAIgiAIgiAIgiAIgtAmEbF1KJDcisrBXdEucQ0qt+/XLx5K7Mf2ymuQaNcVgyu3Iqlf/U8gub0SgxPtkBhcie3/SR0/pOHr8ToU5tD1OHcLDuhXBUHIAP2tmTf0dOQWXo05W/f9R32WC4IgCIIgCJ9cRGx93CS3o2pUCdoV34mqukNTatVV3YnidiUYVbX9P0tq1b2IUcVdUDzqRdTJE+Ahgnc99syh63HpNpFagpAt9Lem+tY+yO15O17YJlJLEARBEARB+OQgYutjpR5ry89DonQSVh2SUiuJxrXjUZwoxfhVdf9ZD0KNq1BefCZKx78sUuuQwbseexbS9fjaf5ZkFYSDox7rxl2EotIH8Mp2kVqCIAiCIAjCJwsRW4IgCIIgCIIgCIIgCEKbpO2JrWQNKkoSaNcugZKKGsd/ed6H2op+9H67+CMxClUNcf/NOomGqlFIuM7jw3luEo211aisKENxIL4rSstnobKqFo06smnle+XOLS9NxSdKUT63GrWNXkyytgIl9vmR40yUVe1WsdmUp2ioQlnCLsM+7PIsGmtRVTkVZcU8N6n4RGk55laGyvdppXHzr5F+qKjd572WFbtRVXZmtGx9JMqq0KAjaZBQW/Ukyku7pt7nvgba7CKuHwkUl1WgqjZVg8L0hftXb815Tvh8++A52pC2L6kjfB9F++W1bSrmr3Vk7XH7ehd6ccV3Yqljjzhub++cHLQrmYYae+0gXzNzy1HqX2s07/c+GR0Dg64rh9s8bUPmZYj+NcnnmDp4nu7FnCyuyZ7cZv88btvM0DUZxO8nXXfTavZGx4qhPkxXfUgT48Kcl7gZS+uDPed94IYU5iBHjW+0xGTtdN2uvvF10j0/ksuwxknN+4hH8Mzq7TFjrT9Pxg1CoT9W3jlzl9aG7pWnMG7QacjR121iIM3B0horxoLmrbpyHAYF2tMLI6YtwOrt0ftZ9S+XYntNw4b9WYwoj2WfImpLAr2mrUfqlN2oHnkWctPeW3yEz6P+VQf7xzE90o1dpI9dMfDeJ7C0pj7La8JVJ43RlLlWGfRZU30rimhsgu3XB11LL+w5oGJ5DPvk5tIYTsk8hqbtRRTvl8d1e/MTPluVnZeLwhEvYHfg+tyP7fNuoPYVotcUHs8M9QqCIAiCIAgfAY3Y/NxYXHp8B+SffR9e2tmIf/1bvxWBYpdYsTsa8aEzVsd9luN+reLiy2webU5sBUROSQVqI9+FsxBbaYVHhvPDYitZh1XjLVHkPGwZlH35ZuPyaFxKRmQWW1ZsFuUx6csMi639qFs1yZIT7iMohYhWHDclQJojtvzzHOXTkeqD2UzfFZepzkz9CP2AgGlTk8QWzeeUOZiSpi+pw5r7xvWoCAit8JGI7jfGEpQezk1Momwp6vVbBl/42GKLfzBhCD2UB8rXR1iAafxy0sR4eNckS4NI2daRGEFttfvC1+T9LGnc8d5xJkYs3RV5ePfm9TItGWhMWbxFg6iOgxRb4fMaV2FcTxZe12Cuc98katd0bhePRXy7UvIr3F8+SnBzZD+zBtRMH2IJrfBhxonlBW/074rri2kb7DFIorHmsZDQCh+9vLZYfWiq2PIkjq7DPofHWAmvcJ3hwxJbdM9MD8il8JFAj5ufx7ZAg7di3pDT3QItK7HEdcacz4cvrHjuL0dui4ktb34GB4RW+KD5eWGrJf102Xle2evpDe87DJW17n70ojpPHDQHWzP1WRAEQRAEQWh99m7Ec/f8EMd3yMen+Ltdj/J4sUWxS+65LBi7oxF7D4SCOW7MZfhsh8N1nIgtQkuBxA2YOvVKJCKSJT3Z/cKdEQ9B2eOGHu4qBmvBUYKyiqpgFgg9KK+dPwvlpYMt2ZFt+SZ7qGtgn6dk3VpUlg/GeZnaFvmlxezL88WWUxza8IPOo1pquTKO9qNu7WLMjbS3NceN8AVVc8VWhvNMRltg7zHua2WozS5i+tFYg8qyEno9JAFNmyyxFUvaX9c08x9zz+hz+YGVM88q7ewsno9Kk1nl/RKh/54RW4mLUTqApZgnXmyiYsvLWmOBlCh9AK+Z/eVMPefRdReRVjxulyGn8AY8MuVKnJhD/XAKJu+a9KQWZw9Nw9LYa9LO+uJrkkWNd02OmLY0/poM9U/B89S7EIXDH8Ajg09DDs1XOLNKwfKkpcQW//DErb2Rk3Me7l29x12WPi9Tu3yxZWd9cZ8fG+llrgUyxWiM196vM9porH7zGrb7RXrjO33kQG9+OBOsKIfqHYj7XjPZSxwzD+MGDVFjadqd3D4PQzhWZS/NDWRn8efUPJMZlrgac61f9Gua2KLraPplyOXr6JErqbwzMeKFHXAnC5kMrpgYS1BxBtpcOzuLx26eycjqikFzNmkZl8qiSgy09rsy8RdUoCZtH+qxdtxFVCeNQ48R+D+u03wpoDLWLfw/jOz9CywNiC2TEaXjHGQjtnh+hiqpRfMz1psfE5msW6fmR2WH0fzM2WrNq0NsJet+i1/0KkJO8X1YSddVuh4LgiAIgiAIrU9y53L8qu+p6HDO9XhkxhhcctxRsRlbXmxXK/ZoP2Pr3X0H8KGJ27Uc9/5Axz1KccdznCfA/rPFlnrI74Li8lVo1HIhkgkUR9qHfpvsBYovgBL8sJtVK4gsy1d9bYacUZiMoq4YXLnVq6MJ5WUttvwyu6K0Yn2GJXgpWnXcmOaOXZbnZS/+XMT3w1muaVNGseWY8wDpxBaLivHectDi8VhtZyT6eDE9WfwoOaJjfLE1Cs+/NhUl9MAdztrifgXFFo8BZxHRGGSzpJDhceh9Et37r6FB16nqCTdVxbEAomty2lvZfTYQfhvpmpy2IZxzlhnv/PNQvno36qtuVcLEKd6ofS0jtni+ORPKE41xY+gJqwsC7XJlnDnFloKum5HdaK6s8/y2pBFqGl86fW8aNgTKDcPC5gLk0jVRfC/NsTPUxNDcj1iKPdo0+XVkI7a47X1OQk+uo56lm7dEzpQVJJ3Y8uReL663hydnolgxgSyq/lRmYWg5Y3YoScQCSteZ/vsA19VSYsvbfJ7L6jH2Fbrv0sXw/LyAv+r5VmXbYouF4NDTkVsYFGCCIAiCIAjCx8U+bH7yWlxyy+NY+V4j9m96ElckjsXhTrHlxV56qxf7Tzt2RyOefW8v9qn1iBQ35zovbruOO/E4ivuPF1tmbyIjHfSDOj/wu5+CLDI99NtkK1BMXDZl2mRbfirDqmnl00g5M9OyLy9bcWPi0mfAhWntcSNYbrSi2EplbGWSpC7i++GPZzMytjJnI6YTW9Z7S3fp1xxwW3rzflo0PjV6fCyxtbR+F5XTTQmP8tV7vPcJXxq5MrYGz8W2jGaL41nKeFJHtZdli6ozeLKpK7tyDTwnLNromkwjieLR7TFSiMaE96s6MUa8HbzYakSDypgqRPHNzyOVLRXG3a7C8BJMQsmhLMWWiU0M4jHO0AOuU2VsXR2zVFLjx92ss43cqLqNxLLESXZiy2RL0RiqJZBaXBWmluQFSSe2MmRzGXje1PJGXnb5AdVhZWzxErxM4xeArlMlqrwMsMxSzMS3gNhqqMYtnK1lLV90ocrREusPuhz7tfX793gZZ7klkSWLgiAIgiAIwqFBcnM6sRUkELujEWvf3++MT26eI2LLQz98W7LFEwGuB/Ug2S1BNGQpUGzhkFGs2WRZPr3jZ9G064rS8udjNrsOEZuZln15RrCkF1umH5nHP0Crjxth6mgtscWZI+XnURzLrVKUv5hpw3ibmH74+1udh/K1VsaQPV5xYiurbER9/7jmy+63EVZOvLarzdvNMr6A2KLHdodYiootonEVynt6m84nSsfj+bgN4xVG0FT453tleiIuNSrcPhZUVnZRNnD/WRo5RFlWKGFUaO1fRe3gfa0KHeVRXQcrth55/jEM5oy10t9gQ0Oa9jahXUoOucSWWm7He0iZ9uoyTLZdxg54WVZqj6/EQNz7fI0zGysgp9IVasaB26P35wqcm9aUaBlFfTRxSrrkdkOZU06lkVfcDl9YpZtHHq9QhlbjaozjZXhqCeN9eD7bDeN1nblU59QNjVmcw3W3jNjK9L6P1cYpf/DaqM5VYut+PDfnWhTlnoaBU96IyfoSBEEQBEEQPm4ORmz9nb4rusJFbBn4AToReiinL9H8QJ52OaIRBlln19DDgBIPLIDCh1W/ag+9FhI0vhQKHLYoybJ8xf7QxuwspCqx1uxJFMHsXRWXDZVdee4+eEdqrGNEiZ6T4HmWxPkoxs1vQ3PFlqOOUHt5P5vA5vcsuCrXBjdWd5KuHw5pZ9rE9TvFVqY5N6QRWzwnhVS/EjvpOuC1PZ3Y8urpRjGprC2n2CKSdS9jfOlpfv/Vr0q6fnmR6hhZ2C0osXhceheiMJAVpQVYWGz9f/beBb6q6sz7x5iJERERUXtMI6917E3q2DqObef/YqQ0Q0XrhVpbSzMZhrF1rPVSGsBbrZdaGkBqrYI0g1oRMI3gBVGZvIiCCEat5eVNI2ApYpBimsaISOmZ5/8867LP2nuvfc5OCMqR3/fzWZ1h79+6r3Ny9s9nrW204QOvjTEj91X5JlrIMXyCdofyaYMnh4kmi5hFymwpibRZ4LbsmbF1ClVVHR+0Izl/z9qlr0eMre42esqeaxVcTxjjfMhnRR3Kb8ZSDK7GNZSLNNNtreT77hZDL3YcemNsdS2jSZXSd8ekkvLOrFTrKF5vHmNLlVVaMIJJfWY8Ww+z7c/RjNrcofPBGV35/sCnrtMidYuxFV3Dkj4b6pMynxKNKyfKTLZtFjIek4ytzw+n4RmZJ/cQeQAAAAAAsK+xJ8bWTnvAVgQYWwp58JlMmai5YLcYJppWNrKmJ9veUhooPTJoXDMhZfku/IDZ3GgP7+bkPZsqF5FVMDKtQHl9b2w5+d6PcQvasBeNLQWPedsyaqzPGVyZmnuoNW9kXb5+SBoWPq/Mtknqj5lOPZjzpPkSlDnFdXMde25scau2NNF4iSgyUVtJxpami9qa51N98DZG7n/obCy/QaM/+5fxdf02QE1PjC0eM7slr0fGVtTQ0XWGDTZGoujGn0QV0S2R3JY9M7bOpSmzb6AqMYHUVkBzP0ZyuyQCS7crdyMwtkJ9NSlTS3LumFYnjHFB9GelyRplXG5mrI04ez+MLWPOyDoKmUK8jhZextd5HTkH0mv2nrGl4bW/7EGaFhhcw1QkU+xrxlLsxtbIG2jWLWdze9JupQQAAAAAAB8Ee2JsqeO1PMDYUtiH8uiPc5s8kS78r/QP/S7WePCV6SAPy9ZwSHoSsRqvQVOgfB9ulFDVdGpxDRTZ2lUl7enBuU8J5QUm0x5vRbQangNrbL0f4xbk762x1cN8jI4+EnMmo19uYK7HSeqHvCnuPqqTOXS3I7rjFTWdejTn9jPkmS+333m3IkoZEo3FZSw1Z3F5jC1tKJ/NOh21ld/YsuhoQv02Q30oucYYKbIevYnHMTiAXsa20FZEq3GMLem/mCWqDwkNtBrue6hsa4p52yYpYmBxOXtmbEm+LXp8S4ZRbdKZYAXbNSZUv9/Yir+dUI1fj7YixpHPio5Wyh0UHzKn8hWqzB1jQhpzJ52xZU0qt39uyniMp77YipinjABe+2vupFr1Rsiv0JTnt1PW94fe1LlPb0Xk+bn6WGO+vbUrmJ/gjK2OVWobZukxODgeAAAAAGBfBcbWXsKekeV/IDEpasLYh/6oAVSQJOMhijUK8kSDycPwnhg0PoIyXfPFRqZFzmdKg6e8dMaWiaJjXbJxaPvqGFvvx7h5xygFvc1n6Jkh6OuHM6Y8XmombZtixlZP5zyPseXes4aVD2nLqHyHx+fa50ZtbWpNY2wJMjaOacJXbDmxz7ubgnJ15I9EBCUfHm/rcIwt6b+KQuI1mWQUmb6HjS37ZsJ87TN9sUPD5ey5scX5TERYSYnvzYQ6Cqkn7VLmUDBH+VrljHEwfj0nMKPs2xLFiNuLh8dntyyk8co48o2FSbH8+UypNIYVI/MWGGDv5JlvXpcS2SUm1N1JJlTKOgOkzH3t8PismouLpayqn6k3OxbsBgAAAAAAeF+BsbVXsEZAktngu78HRk9QXiEDJRcRlhgxIw/De2LQeLEmhO2vbUehSKEkouVxiakMGsaah4kmle2ra2y9D+MW5E9aMwn0Np9FTB4xYPe6sdWbOc9nbOl6K6ReMYS8bdfbfuVNhtK/wKBKMLbcqK1bZ99M1SpfIWPLmibGdFFjJSaUNnPieO7zmpw2QgygJJPK5nGNLT2eI8TYMW/viyHzEDW27LWkfvF9ZUa5ZpG9xmtsj4wtuWRMv5KqqbTGPUTeV6+L574yh1IZW0wQDXamx1RLiTWyuD5tUOXMRRWF5is0OMheoqsiplxeY4vnfM6FVOpsXwyTdD+fkcRrNXi74YMJbzc02xxZEzfNotjyKqg60djK1dlv+FRlCuX/PSD96iNjS8biahmLPNsIZX4uPpk1PD9OfVFj63/UuFyu+lp160r+DOZpGAAAAAAAeN+BsbU34Icw9WCfxyzQRow1CvbU6JEH37QGyhZqnlzNWjFpooeHczvamszWsp4bNNKn0XKY9iKnzGw7tdxTp00hG4mWMjItdXlyOa2xxQ8o7c036Pz9PAfRd7dSU50en5yxxezFcVPYNbNXjC1pxzju61xa5Bx0nm1fTfeovvZ2K2JCv22bXGOrV9GI+YwtJjApuf11DdTsvqVQzmRrMOtEzOI1jlmcaGwx5l6mqoq+qNaTMYCkT2ePo/rGxc56MVsx1ZsSzVZE0QUGjJFFkLU6qsS8+U9dkTV5ozapZE1OaYyvyUmjIsYWI2vyGn1d1qQcbh5dk5OUYZYztuJ1R+G5Vtv2HBOL+9RXxpbbV/e8LW1SuW9DjBJvV4+MrSC/zHv0IHiZx8U0Z9JYqlu6iVobxlMtf1Ye4s+Klchn5T41B7zWzFZEvsrf2zNohBhU/UbShNlLqbXLnjwp4/9/uEzJw3VWTaXnHSOvoLElYydRU2KieR0ZXcaZYiqFtiMWiJASE1W93TBDwyfMpqXu2w35M7NsziQ1N8H2QrkubTlnPNUveNTZ4iljdr9eXxKBl7QVUTB9kS2VsQPn+fv8pUd+RZNGXWei3mSe+srY4jl4aQaNFI3MzyyZn2BGubvL1PyUyvwMD0diqbJDxpZc3ELLrjszbpRlf6/7VzGRntyutzLq9fZNKis9hX7A8xAsz2wba4+Nadcb7VVLeM252rOGKu2SmPYfWftGSu2pIW12/Rw6i/tWcdUS2h4UwNp7L/Jo72VtmUf7LSor82jLtXZbRFve11ru773c37KKH9Lj22x/Xe3jtM1OkNIeZ7TvhbRnK+3isPZsrV28LXd+nWi/6tN+Nap1+rD4dV4jZqG72jfD2v6svTJJu3Un6W8U0Y7Nae2vb6M9KKb9NvU/6FS6QrT2w2a05UarPwlGWx7Wqv72L6eKKx6jrbvsZ8bRPtYT7eaQ9pwE7SGiffSPrNWjI9pzDxHto9S+0xji3If7zj1e9eHRdu6D7dr6X9O5A7T2DUf7a6WdQI++seMD1R5c8QNHy/399b/SgIO5v4/8kXY6a/rX5/499WftI1Ft/1Pp8pj2BK3dEtYeqrSbwtrzWPvRuHagaB/+Q6CVPpw/sD999PKHaYvtQwrt62m13/drv8/aHT7tDmccz+c+VP6AHn49POairUzQLnq9O6w9TLSLItqP0yGi3RzVHqK0m3f8Nacd84lAax9ss+vvpzGDBgRa1QvW3s/aAZVX0aI/slZd5P7e/280aAD3d9FrtENf1Nqvae1Cn3bhRkf7Ks11tPqriLVzHW3w/ZRP+090maPNrp9LX5M+XLaQ/rgj9/djA2sPj2o3sPZwrd3k0z4U0Q4W7UO0qdvVjqPBSruBuh3tBUnaQ33aQ5X2D1abXU9zL/gUDay8kh76Q1fw9zm7cS59ffBAqvxeU1j7da1timqP0NrXQtpPK+1vXotoh4j2NyHtA1a70Wp30sYHxtOQgafRpb95NeiD0l54Ih1WeUVce5jWdr2X0877xok06FjWbvgL6cusnfcfdOQg1ja2RbTDlPbBDZ0h7VGifTBBu96n/T1r9V+V7MZ59M2jB9Gxlz5I67tyf8M2zruYjrZac/K61h6utK9GtYefRv/J2k5He9FHBtPQSxbQq52Odv536CODT6NL5rc62vlGO5/aAm0cGFt7AW2yFDAz+Md+zvyyD/DyEJ6UEh7uFfwjWhkPvnySIqaHY94kJzdPuvIDc8mbqmly8xYeDx1po87IypPEVPpzqvI0+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lxN5jDEIqg38g0rHWFpzTmV25uW2tVZYlwvqdyycZcp+HZEFZsyfjg29Ssp3/YC3T/9TNWGyMku3b586+JxbDZ9libdtDRQnZVve4mWmeox8d1c+rp/b3pUsaVPe5gKrsx/uT93Xu8ytvje8Ybwwyh707O028udjTashl1Od//iuzTsf42iH4UrsiQuYytN+wAAAAAAyeR3rKWfTziFKs74Ac27bxadP/iIwhVbnS/TvImn0kk/vJMW1GRpcMXIeGNLaOdPHOFph7B28cFqbPFDcNUJlK3dQLkEk8BNvGnjMlVUXynMjbQ6J2aZXYzBkDre+Nh8ekNTyNjyr5dj1meDqM3kw5rIPUgy/CI5L5BHjeqDja/dOo4YE6qH99TE4M6NyZ2rT503aeDt9Ku6HK6H7KOAseVpwoagh18JF6/RcC4CxpbKdWWJyHX964m5HlfCxtcuGXdliTKoIuj2g8YWw/maKQ0lzwDytONp9sbdShZHbLthTJWSmI8hQ8fHaMRYpvlmlIrRGD7qXDziHrOZdMZc2tgh7jGbbsew2ZdwYSFjK7eB5ozx8+Ecuqexlx3qsVjGFhsIbO4dM8U2wBRuY0sgcqwq0FSOw/2ryquz6WYxB9rFvfSMKP15PGp88csR2YwS+dNGmfzYxCnm3OznC+SC2/WW+BljS5x7olHNmXDVFseZYGxxnGeKOGc/r+MsFXGGlxAG6L6xxffnO8NKqTJiHPF3+TYaK9oqGX0LPS/mSbRboXlJa8KxhZBGUrgfHX9pyb/TTSJGZ1xyM/kCGomKLWxsSaSRVEqHZGroKWkUtdNLc86V2tE3rad2p2HDlUqsEbm8cqVviB1AxpYy58pEThfT63Gmn2jrvrNOprGzn6Xduxvp6v9fGQ370Up6OxJz1Nji9r+n29/alafY/0EVAAAAACCWLtq65Pt0/tUP0PNv5mjPa0vom5lB1C/R2NpDb62cSaedMpV++eIfaNX142hoxT/FGFt7aMfKH9PnT/m+0t4wjo5m7cFpbBljwJgNCcu6nIgf1DGmjdOQ4AfjVOaGX7FVsPolhKluCiyz8+hOvPGx+fSGxowpxrwxOStwT0y+A9VZgXPG/IouWZQE7k2nNmkKLa3T+TN9JhmFqe99iMT4df8uI0mOxeTc5Nhtusk8JRpb6h6ykRFbOcbYMUrDKgbWiYd9pVO5HsMmUMFcj6ISHiP7MRyfqVBSAh/dfhpjyxhJGWm+aFksYgy6YosNuFh5IfNIY/q2TSzXuVhkP5XaSDKxKbMvNo2JYzNtsDmSVPkl5kOkOit0rkMbPpEli4qeGVs6/+KazXwNx+ItHdSSBJQppmKLGD9yGaJdWSZyISu4WO8yigwq7tKSY6zlgpax9VSbNqZMVZS8SMUZa2zp6zlOblCOrVTEmTQOPd60xhbfn7Gif3F/okv97PEnmGk6hlIRw/zI3lwauQfUaVRaeSkt3WZVP0njTscUMVoMasy+YaVPRwjrEoytiNHlJv+qGF/IxDpgjC1x726tEprsj2mlldMgPB+uoePLLqT5v+e9scQ9vfpLVDZMtPt2uN+QsfVumvYBAAAAALpHfmthYyv/1kqadtopdObctbQjt4PWzYo3tvI7hPbzrF2jtD87qI2tkDEhUGZIgQd4D/GD2mXaeHsRhZaw8QN3KnPDqn7hpUy1T7o3pg6TuASR6U68MbEF6A0NP0zHG1tqfEHDyonJrWUA+dfeRU/Xq+qr6rpN7qov694sePp+ZQ5W30vNSXlnc8Uzjxgdq8uESn3vw5j8Oe5RpH+DyanVl+6fcxw2gmSekowte+xJhpUeayoDTBtbC570c725UK7ZxPGW+3FfF5JzOaJuP2pscWUYL7MTOWPzxbTh/Xch7GWLvMTwCef84HymMqcc40x9rbzHbEJZBpBoTy7TS1qOmGhsiXxEDCs3UWPKunbeY7SUl89lptDCze2hualwGlu8pPX+6TK/wWWOGmlkGSOPT6g+SyvFHNhd+O6Z/MjYAxVG2hTiXHomk25bxBPd3yqIMmlETsdqIypsDPG+SWxiZS6lh7dpE4nHEmdsaZPNX77IY/mGjDO+MkrHkMbYumc5Lb1khGhvMi3Y5Lg/emxsWEU3k7ex2nQaT2a5ob0EkSl0nY/MbZkywN6JnZCqPZexpSqbtBklOjLtef+tdRHYYDrzWGXa8d5XQshm19/c2PrFMlp8yWlUJu7d/Fd2J3xHtZE1bj79Xu+rpfbb+gJNiyxHtIytuxq89u9JbB8AAAAAoHsUNrZ20/qfjaOh/zaLVrz+Ln2Y1//tNLb4s3+no//tBqFt11rx3wetsSWNgdBDOD9sagMguvQrjPhBLU0HNqDCh8Nw0G079REzZA+1bbjL2jCdDa7g/lJBeAPsKdK8ia3y6la8JjZHHB69oUlnbBW8H15ufTPHM7a+nKUs5zHJHPOuH0nZ7AmBdtzocYfum+rTYew4xpcWdw5M3lztKQMzqFf3gY2g8HJE2X4aY8txbRDdR+J8EHB70tiyct1cONeVbGBY/fO4x+kKpQC6/aCx1UEtT8/Vbyc053UFEN+vVMvZGPW99DeFV3to+d9LHmuaqieBY5wqpjTGlhp70MQS+WdzSeYp5uJEY0vngw2ZAvlIMra+nP2ymJdiDiSYY971MofBIzPpDnouUuWl8josZGLJdkpHpbx/aozR5YhsRFmVYPa5QlVLAmmWJBlb4mJlOllVW+Leu40trdVxmvOqDxFn7FhMH4WNrS+OFveHDcg4U0kaa6VyjiTv6+W3GTWo8pRrVhu0R5c6mutUfpLMExm3NpP+P+dgGdVe0NgS/bc8TXOm8D5hGX3+ryI0fntiqcyRWWLo5AA1tr44+kt0DFcHBjaRdyD7+QLV2CaWaJvfkDhsWng5om9sfXH0F8XfLpHHwCbyAAAAAAD7TrKxZTaBn0A3rHiNOsRvLc/oihhbvvZ6qeXzB7WxxQ9KUWNCVXVMFefjqp5sxA9qadpEH87UEaoQMgaBSxsZhybXQo31ZmNu1k2huuaI/eNVeLmXIDLdjdfEti+mFVNIo8fFY4+YV0mfhfBy6zC2qm6kupt4GWKC6eddfx7V1l1XIJeMyzwS6Kq5yLWO8aVH9RWcI/qcy6xzGZgCtUw1moOCxha3V6nnaK8aW3au62l77AUcK5s4oWozzvUlI6hS5DqwjFC3734TmfhOLnxF3zNt5HTL2NKY76UxuHR1kuhcpOtjMLakQRU1dNSm9SPil0p+DMZW1ey76aYsV0apjfFd7XjXh+6P29Ri1NjYyAssO+SlbnIOOCq8XEjTJvTmQ3nOrgRjetPYYhGPUy3Jk1Vb4t67jS11rYrT6lRfz3H6m9TbiHmXtmJL3J9ZvEyUN0c3FWQ2vWFs6f2xVB+hirRQfpJuW/eMrTij9Je0Scx1tqKK3dgae9Od4t4Nk/NosbWxfRAd53EzQssOVQXdccOmBjbFV+3riq1w+44lAgAAAAAAPSHR2MpvoSXf/Byd/O1f0ou7Ommv/CzG2BLapd88zaE9aI0tbQw4fgiro8DDuUQ9yEe1e9Qb2Pjte/ZyxH0xN/JttGGufvtfeE+l3Aaq5b4SzbjuxhsXm01vaJLNK9+cKrAUUZo5QmeZP4FrOwrkKHBv2vR+XIWq30zuXEfoHu/LvfdyZJlVsn9XTv18uscljpCBVdDYssfenDR2M8eiploAbk8aW9yeyjW/XS1243iO1auQch12ZZZAtx82tjLVs6nefpujnJvW0jt9tlvI76V+w2H2Ftoo5l73zKmgyZTuWr7Hyjyz4wscnuEUwtGnj8iHMacSlyL6/fvmnX3tJmrXSzadSwoFUWPMeiOizGNobDxu+RY+R6zycG/CHkUbVpVmOaKIhQ2hwDJERsVTeCmivj5gKDmMLaFTG7Lrqi2zPDFsbBlTyRkjH6x/3xqnwTUOG45Hm1ALXqHdenN45xsHxfcn3VJEV5yM2qCd3wrpfmOiNZa4qjEJx3QNHatjKrwUMfR9iLxtUbRoGWWJSxGlAVUaMKAOjD22XqZdG2+jKjGOym/HbRwv7gsvQwznwzvEnA5UZFnG1j1W+9XYOB4AAAAAvUe8sWVvGL+TOpVTJXAZW/aG8TtC2oPU2DKbrLt/+OmjkJnCP6hjTRt++AsZNvtkbgic15tN0UP7eYXofrxJsRl6Q+PIk400cMTY4iraNC4DLHzOy4Frs/VwbnXllTuvusrN5M15hOLd13uv86ByZHLmaMsbt2tM5hDXWQZVQWOrO4ZVGgOMdZ6xZXI9QjzM8xsP3bmWxpEzFj5Erm1jSrcf3WMrDOeRDRrOa4HqqiTC/SWaRz4uEyuVscX5ukTkKzEnaiyRkBLHZvLBRkJSPthICBtg4XNcHcL7mdkbsvtEjS3GtDGcJnPFmXeNaSvuQZ0PNqCSzDiDiFEaWfptirypNhtdYhz+MkTG6OKMIoMac/zm8Zbho6uuZNXW6y+JORM2tlScbE65Y+QjzmjT49UmULKxxdebvszySFsfZ1iFEPPeGGD+5vF5/bZEV7uG0Fhjb5oas7/EUJ+OENYlWDHasCrqzeP3dqnKqzJ+s+OzkfyZNyaWOuePPsbeQ6/ovbdU+9bm8QXaBwAAAADoCbHGlq7WGtTvEOrr+t3iHePp5v/7DP3y6yNocL/SwtrVb1AuupFXtygCY0v8EJZmS5zJUOhzg9G5TBt+SOxlY8szGMz1ZglihrK1G9ybokt6Em9SbIbe0DjyFMDEnLSM0Jg5wT6iZpcySXj/n0i+HPcm1ggz2oARaOH6vLfuvTT4dqr/29G/ijn+figTy5GnRGNL3aNKvkexyzNNbpPa0XAubGOLT3GuuSpL5Jqrnjy01nsbYhjX5+acaD/Z2BJoo4f/+M3euFuf7C7i3shla6Y/89+qCs3pTxlziu+VZcqlMbaUKRReOueT+Hkh0837XC0jdMEPzpewhquHPPNMfM/DZpc0ctiAU7m1h+I2tgSmf/u8uJ9y0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alt="image_4527e45e-fc8a-4139-b992-9bfae5cd6a13" style="position: relative!important;width: 503.50pt;height: 79.50pt;"></img></span></a><span style="font-size:9.0pt;line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;"></span></p>

<p class="MsoNormal" style="margin-top:5.0pt;margin-right:0cm;margin-bottom:2.0pt;&#xD;&#xA;margin-left:0cm;text-align:justify;&#xD;&#xA;"><b><span style="font-size:14.0pt;line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;color:#E30018;text-transform:uppercase">ESRS 2</span></b><b><span style="font-size:14.0pt;line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;color:#E30018;text-transform:uppercase"></span></b></p>

<p class="MsoNormal" style="margin-top:2.0pt;&#xD;&#xA;page-break-after:avoid;"><a id="_Toc192108110"><b><span style="font-size:10.0pt;line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;">A FENNTARTHATÓSÁGI JELENTÉS ELKÉSZÍTÉSÉNEK ÁLTALÁNOS ALAPJA</span></b></a><b><span style="font-size:10.0pt;line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;"> </span></b></p>

<p class="MsoNormal" style="margin-bottom:8.0pt"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;color:#7F7F7F;">/BP-1/</span><b><span style="font-size:9.0pt;line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;color:#7F7F7F;"></span></b></p>

<p class="MsoNormal" style="margin-bottom:8.0pt;text-align:justify"><span style="font-size:9.0pt;line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;">Jelen
fenntarthatósági jelentés az Európai Fenntarthatósági Beszámolási Standardok
(ESRS) szerint készült. A konszolidált fenntarthatósági jelentés konszolidációs
köre megegyezik a pénzügyi jelentésével. A MOL-csoport belső irányelvekre,
lényegességi és kockázatértékelésekre támaszkodik annak meghatározásakor, hogy
a leányvállalatoknál fel kell-e állítani adatgyűjtési folyamatokat. A saját
munkaerővel (S1) kapcsolatos mutatók azoknál a leányvállalatoknál kerülnek
jelentésre, ahol a létszám meghaladja a 100 főt, míg az etikával kapcsolatos
mérőszámok az etikai tisztviselővel rendelkező vállalatoknál, amely minden 50
vagy több teljes munkaidős alkalmazottal (FTE) rendelkező leányvállalat
esetében kötelező. A környezetvédelmi, energiaügyi, munkahelyi egészségvédelmi
és biztonsági, valamint folyamatbiztonsági mérőszámok tekintetében a csoport
Egészség, Környezet, Biztonság Irányítási Rendszer (röviden: EBK MS) hároméves
integrációs időszakot biztosít az újonnan felvásárolt vagy létrehozott
leányvállalatok számára a politikák és az adatgyűjtési folyamatok
kialakítására. Az integrációs időszak mellett a leányvállalatok lényegességét
évente értékelik a fent említett témák tekintetében. Ha egy integráció alatt
álló leányvállalat várhatóan lényegesnek bizonyul, a vonatkozó mérőszámok
lábjegyzeteiben szerepel. A MOL-csoport kettős lényegességi elemzése, és így
fenntarthatósági jelentése is kiterjed a csoport upstream és downstream
értékláncára, és a vonatkozó politikákról, intézkedésekről, célokról és
mérőszámokról ennek megfelelően számol be.</span></p>

<p class="MsoNormal" style="margin-bottom:8.0pt;text-align:justify"><span style="font-size:9.0pt;line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;">E
fenntarthatósági jelentés elkészítésekor a MOL-csoport elismeri, hogy a
vállalati fenntarthatósági jelentésről szóló irányelv (CSRD) szerinti kezdeti
jelentéstétel miatt bizonyos esetekben korlátozásokat vagy kikötéseket volt
kénytelen alkalmazni . Következésképpen az időbeli összehasonlítás lehetősége
korlátozott lehet, mivel a fenntarthatósági jelentéstétel keretrendszerei
folyamatosan fejlődnek. Egyes fenntarthatósági mérőszámok adatgyűjtési
folyamatai és módszerei még mindig finomítás alatt állnak. Ezért egyes
adatpontok becslések tárgyát képezhetik, és előfordulhat, hogy nem minden
szempontból pontosan rögzítik a teljesítményt. A struktúrában vagy a működésben
bekövetkező jövőbeli változások hatással lehetnek a jelentett fenntarthatósági
mutatókra. Az itt közölt fenntarthatósági hatásokat olyan külső tényezők
befolyásolják, mint a szabályozási változások, a piaci feltételek és a
technológiai fejlődés, amelyek hatással lehetnek fenntarthatósági
kezdeményezéseink eredményeire.</span></p>

<p class="MsoNormal" style="margin-bottom:8.0pt;text-align:justify"><span style="font-size:9.0pt;line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;">Elkötelezettek
vagyunk a fenntarthatósági jelentéskészítési folyamataink folyamatos javítása
és e korlátok kezelése mellett, hogy a jövőbeni jelentésekben még átfogóbb és
megbízhatóbb információkat nyújtsunk az érdekeltek számára.</span></p>

<p class="MsoNormal" style="margin-bottom:8.0pt;text-align:justify"><span style="font-size:9.0pt;line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;">A
számviteli törvény 134/J. § (1) bekezdése előírja, hogy a Társaságnak az (EU)
2019/815 felhatalmazáson alapuló bizottsági rendeletben (ESEF-rendelet)
meghatározott elektronikus beszámolási formátumban (XHTML) kell elkészítenie az
összevont (konszolidált) üzleti jelentését és az ESEF taxonómia által
meghatározott fenntarthatósági közzétételeket meg kell jelölnie az összevont
(konszolidált) fenntarthatósági jelentésben az XBRL jelölőnyelv alkalmazásával,
beleértve az (EU) 2020/852 rendelet 8. cikkében előírt közzétételeket is.<span>  </span>Tekintettel arra, hogy a fenntarthatósági
jelentésekre vonatkozó ESEF-taxonómia még nem került elfogadásra, a Társaság
nem tudta az XBRL megjelölést elvégezni.</span></p>

<p class="MsoNormal" style="margin-bottom:8.0pt"><b><span style="font-size:10.0pt;line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;">Bizonyossági vélemény</span></b></p>

<p class="MsoNormal" style="margin-bottom:8.0pt"><span style="font-size:9.0pt;line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;">A Deloitte korlátozott
bizonyosságot nyújtott a fenntarthatósági jelentésre vonatkozóan, és kellő
bizonyosságot két kiválasztott fő teljesítménymutatóra vonatkozóan: az Európai
Unió kibocsátáskereskedelmi rendszere (EU ETS)<span> 
</span>alá eső CO2-kibocsátások, és a összes rögzített incidens arány (TRIR),
amelyek megtalálhatóak a könyvvizsgálói bizonyossági jelentések cím alatt a
jelentésben.</span></p>

<p class="MsoNormal" style="margin-top:2.0pt;&#xD;&#xA;page-break-after:avoid;"><a id="_Toc192108111"><b><span style="font-size:10.0pt;line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;">EGYEDI KÖRÜLMÉNYEKRE VONATKOZÓ KÖZZÉTÉTELEK</span></b></a><b><span style="font-size:10.0pt;line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;"></span></b></p>

<p class="MsoNormal" style="margin-top:2.0pt;&#xD;&#xA;page-break-after:avoid"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;color:#7F7F7F">/BP-2/</span></p>

<p class="MsoNormal" style="margin-bottom:8.0pt"><b><span style="font-size:9.0pt;line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;">Változások a fenntarthatósági
információk elkészítésében vagy bemutatásában</span></b></p>

<p class="MsoNormal" style="margin-bottom:8.0pt;text-align:justify"><span style="font-size:9.0pt;line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;">A 2024-es évtől kezdve az FGSZ Zrt. is
szerepel a MOL-csoport konszolidált szintű mutatószámaiban. Az FGSZ Zrt.<span>  </span>földgázszállítási rendszerüzemeltetési
tevékenysége (Midstream) miatt jogi szétválasztás alá esik, emiatt nem
szerepelt a Csoport korábbi fenntarthatósági jelentéseiben. Mivel az FGSZ Zrt.
a MOL Nyrt. pénzügyileg teljes körűen konszolidált leányvállalata, a CSRD, és
az azt implementáló magyar jogszabályi megfelelés érdekében ezen gyakorlat
megváltozott. Amennyiben az FGSZ Zrt. bevonása a számítási módszertanok és az
adatgyűjtési folyamatok eltérései miatt nem volt lehetséges, a lábjegyzetekben
említésre kerül. Összességében ez nem befolyásolja lényegesen a jelentés
következtetéseit.</span></p>

<p class="MsoNormal" style="margin-bottom:8.0pt"><b><span style="font-size:9.0pt;line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;"></span></b></p>

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  </td>
  <td style="width:13.0cm;background:#F2F2F2;padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:21.6pt">
  <p class="MsoNormal" style="line-height:normal"><span style="color:black;">Fenntarthatósági
  jelentés</span><span style="font-size:11.0pt;&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;"></span></p>
  </td>
  <td style="width:4.0cm;background:#E30018;padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:21.6pt">
  <p class="MsoNormal" style="text-align:center;line-height:normal"><span style="font-size:11.0pt;font-family:&quot;Calibri&quot;,sans-serif;color:white;">5</span><span style="font-size:10.0pt;font-family:&quot;Calibri&quot;,sans-serif;color:white;"></span></p>
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<p class="MsoHeader"><span> </span></p>

</div></div><div class="WordSection52">

<p class="MsoNormal" style="margin-bottom:8.0pt"><b><span style="font-size:9.0pt;line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;">Hivatkozással történő beépítés</span></b></p>

<p class="MsoNormal" style="margin-bottom:8.0pt"><span style="font-size:9.0pt;line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;">Az
ESRS 2 közzétételi követelményeinek az üzleti jelentésben való elhelyezésével
kapcsolatos hivatkozások e fejezet „A jelentésben szereplő ESRS közzétételi
követelmények listája” című részében találhatók.</span></p>

<p class="MsoNormal" style="margin-bottom:8.0pt"><b><span style="font-size:9.0pt;line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;">A becslés forrásai és az eredmény
bizonytalansága</span></b></p>

<p class="MsoNormal" style="margin-bottom:8.0pt;text-align:justify"><span style="font-size:9.0pt;line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;">Néhány adatpont esetében becsléseket
kell használni, amíg a csoportszinten megbízhatóbb közvetlen mérési
folyamatokat nem vezetnek be. A Scope 3 kibocsátások esetében a MOL-csoport
tevékenységi adatokat és kibocsátási tényezőket használ a kibocsátások kiszámításához,
ahol nem lehetséges beszállító-specifikus adatokat gyűjteni. Az
energiafogyasztás és a termelés bontása esetén a MOL-csoportnak a meglévő
megbízható adatokra kell támaszkodnia.</span></p>

<p class="MsoNormal" style="margin-bottom:8.0pt"><b><span style="font-size:9.0pt;line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;">Beszámolási hibák a korábbi
időszakokban</span></b></p>

<p class="MsoNormal" style="margin-bottom:8.0pt"><span style="font-size:9.0pt;line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;">A
2023. évi vízkibocsátási adatokat az INA d.d.-ben történő kezelés nélküli
vízkibocsátással kapcsolatos számítási hiba miatt módosították.</span></p>

<p class="MsoNormal" style="margin-top:2.0pt;&#xD;&#xA;page-break-after:avoid;"><a id="_Toc191312887"></a><a id="_Toc192108112"><b><span style="font-size:10.0pt;line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;">A FENNTARTHATÓSÁGGAL
KAPCSOLATOS KÉRDÉSEK FELÜGYELETE</span></b></a><b><span style="font-size:10.0pt;line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;"> </span></b><b><span style="font-size:10.0pt;line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;"></span></b></p>

<p class="MsoNormal" style="margin-bottom:8.0pt"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;color:#7F7F7F">/GOV-1, GOV-2/</span></p>

<p class="MsoNormal" style="margin-bottom:8.0pt"><b><span style="font-size:9.0pt;line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;">Az igazgatási és felügyeleti szervek
szerepe<span></span></span></b></p>

<p class="MsoNormal" style="margin-bottom:8.0pt;text-align:justify"><span style="font-size:9.0pt;line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;">A MOL-csoport irányítási struktúrájának
általános leírása a vállalatirányítási nyilatkozatban található. A Pénzügyi és
Kockázatkezelési Bizottság (FRC) és a Fenntartható Fejlődési Bizottság (SDC)
felügyeli a MOL-csoport hatásait, kockázatait és lehetőségeit. Az SDC hagyja
jóvá a kettős lényegességi elemzést, míg az FRC felügyeli a pénzügyi és
működési kockázatokat, beleértve az ERM rendszert is. Az SDC biztosítja, hogy a
MOL-csoport fenntarthatósági céljainak elérése érdekében irányítási rendszerek
és eljárási szabályok működjenek és kerüljenek alkalmazásra. A felügyeleti
testület tagjai részt vesznek az FRC és az SDC ülésén is, és felügyelik
tevékenységüket. A bizottságok szerepét és feladatait a MOL Nyrt. igazgatóság
által működtetett bizottságok chartája szabályozza, amely elérhető a vállalat
honlapján.</span></p>

<p class="MsoNormal" style="margin-bottom:8.0pt;text-align:justify"><b><span style="font-size:9.0pt;line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;">A menedzsment </span></b><b><span style="font-size:9.0pt;line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;">szerepe<span></span></span></b></p>

<p class="MsoNormal" style="margin-bottom:8.0pt;text-align:justify"><span style="font-size:9.0pt;line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;">A MOL-csoport menedzsmentje különböző
szerepkörökben - többek között a csoportszintű stratégia, a vezető közgazdász,
a nyilvános és uniós szabályozási ügyek, a EBK osztály és a befektetői
kapcsolatok - értékeli és kezeli az éghajlattal kapcsolatos kockázatokat. Az
igazgatóság határozza meg az üzleti célkitűzéseket és vizsgálja felül a
stratégiákat az éghajlattal kapcsolatos kockázatok alapján, és rendszeres
tájékoztatást kap a felsővezetéstől.</span></p>

<p class="MsoNormal" style="margin-bottom:8.0pt;text-align:justify"><b><span style="font-size:9.0pt;line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;">Beszámolás,
felügyelet és eljárások<span></span></span></b></p>

<p class="MsoNormal" style="margin-bottom:8.0pt;text-align:justify"><span style="font-size:9.0pt;line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;">Az igazgatóság az elnök-vezérigazgató
útján kommunikál, aki végrehajtja a határozatokat és beszámol a társaság
ügyeiről. Az Igazgatóság tájékoztatást kap a stratégiai kérdésekről, a
tőkepiaci fejleményekről, és értékeli az üzleti egységek teljesítményét.
Ezenkívül az Igazgatóság, a bizottságok és az Igazgatóság tagjai jogosultak
információt vagy véleményt kérni a vállalat bármely egységétől vagy
alkalmazottjától, amennyiben erről egyidejűleg tájékoztatják az
elnök-vezérigazgatót.</span></p>

<p class="MsoNormal" style="margin-bottom:8.0pt;text-align:justify"><span style="font-size:9.0pt;line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;">Az igazgatóság rendszeresen beszámol a
felügyelőbizottságnak a vezetésről, a pénzügyi helyzetről és az
üzletpolitikáról. Az igazgatóság, a felső vezetés és az Audit Bizottság
jelentései mellett a Felügyelőbizottság tájékoztatást kap a belső audittól, valamint
részletes információkat a főbb üzleti területek - mint például a stratégia és
üzletfejlesztés, a befektetői kapcsolatok, a vállalati kapcsolatok és
szabályozási ügyek, a humán erőforrás, a csoportos megfelelés és etika, a
csoportos biztonság és a kiberbiztonság - működéséről.</span></p>

<p class="MsoNormal" style="margin-bottom:8.0pt;text-align:justify"><span style="font-size:9.0pt;line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;">Az irányítás a Vezérigazgatói
Bizottságon (CEC) és az Vezetői Bizottságon (MC) keresztül történik. A CEC
fogadja el a stratégiai döntéseket, míg az MC összekapcsolja a CEC-et a
vállalat munkaszervezetével. A belső ellenőrzés értékeli a pénzügyi, működési
és ellenőrzési tevékenységeket, és jelentést tesz a Pénzügyi és
Kockázatkezelési Bizottságnak, az Audit Bizottságnak és a
Felügyelőbizottságnak.</span></p>

<p class="MsoNormal" style="margin-bottom:8.0pt;text-align:justify"><b><span style="font-size:9.0pt;line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;">Célok </span></b><b><span style="font-size:9.0pt;line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;">kitűzése
<span>és az előrehaladás nyomon követése</span></span></b></p>

<p class="MsoNormal" style="margin-bottom:8.0pt;text-align:justify"><span style="font-size:9.0pt;line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;">Az Igazgatóság határozza meg az üzleti célkitűzéseket
és vizsgálja felül a csoport stratégiáját, amelybe az éghajlattal kapcsolatos
kockázatokat is beépíti. Az igazgatóság és bizottságai figyelemmel kísérik a
célok és célkitűzések megvalósulását, és rendszeres tájékoztatást kapnak a
fenntarthatósággal kapcsolatos fejleményekkel kapcsolatban.</span></p>

<p class="MsoNormal" style="margin-bottom:8.0pt;text-align:justify"><span style="font-size:9.0pt;line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;">A Fenntartható Fejlődési Bizottság
(SDC) és a Pénzügyi és Kockázatkezelési Bizottság (FRC) foglalkozik az
éghajlattal kapcsolatos kérdésekkel. Az SDC figyelemmel kíséri a
fenntarthatósági célokkal kapcsolatos előrehaladást, és rendszeres jelentéseket
készít a csoport EBK alelnöke, valamint a befektetői kapcsolatok és az
ESG-koordináció vezetője. Az Igazgatóság és az SDC az üléseken tájékoztatást
kap a<span>  </span>fenntarthatósággal kapcsolatos
témákról.</span></p>

<p class="MsoNormal" style="margin-bottom:8.0pt;text-align:justify"><b><span style="font-size:9.0pt;line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;"></span></b></p>

<p class="MsoNormal" style="margin-bottom:8.0pt;text-align:justify"><b><span style="font-size:9.0pt;line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;"></span></b></p>

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  <p class="MsoNormal" style="line-height:normal"><span style="font-size:9.0pt;font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  "></span><img src="data:image/png;base64,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" alt="footer image" style="position:relative; width:62.5pt;height:11.5pt;&#xD;&#xA;"></img></p>
  </td>
  <td style="width:13.0cm;background:#F2F2F2;padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:21.6pt">
  <p class="MsoNormal" style="line-height:normal"><span style="color:black;">Fenntarthatósági
  jelentés</span><span style="font-size:11.0pt;&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;"></span></p>
  </td>
  <td style="width:4.0cm;background:#E30018;padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:21.6pt">
  <p class="MsoNormal" style="text-align:center;line-height:normal"><span style="font-size:11.0pt;font-family:&quot;Calibri&quot;,sans-serif;color:white;">6</span><span style="font-size:10.0pt;font-family:&quot;Calibri&quot;,sans-serif;color:white;"></span></p>
  </td>
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</tbody></table>

<p class="MsoHeader"><span> </span></p>

</div></div><div class="WordSection53">

<p class="MsoNormal" style="margin-bottom:8.0pt;text-align:justify"><b><span style="font-size:9.0pt;line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;">Fenntarthatósággal
kapcsolatos szakértelem<span></span></span></b></p>

<p class="MsoNormal" style="margin-bottom:8.0pt;text-align:justify"><span style="font-size:9.0pt;line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;">Az Igazgatóság és az Igazgatóság
Fenntartható Fejlődés Bizottsága minden ülésén (jellemzően évente 6, illetve 4
ülésen) a fenntarthatósággal kapcsolatos témák széles skálájáról kap
jelentéseket vagy javaslatokat. A MOL-csoport minden évben közzéteszi az igazgatósági
ülések napirendjét: A legfelsőbb irányító testület (igazgatóság) gazdasági,
környezeti és társadalmi témákkal kapcsolatos kollektív ismereteinek
fejlesztését és bővítését célzó fő intézkedések a megvitatott napirendi pontok
az igazgatósági üléseken, ahol e fő témák mindegyikét rendszeresen tárgyalják.</span></p>

<p class="MsoNormal" style="margin-bottom:8.0pt"><b><span style="font-size:9.0pt;line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;">A Felügyelőbizottság és Igazgatóság
sokszínűsége</span></b></p>

<table class="MsoNormalTable" title="0605db75-503e-4e09-bce9-4040db191973" style="border:solid 0pt;border-collapse:collapse;border-spacing:0;"><tbody>
 <tr style="height:5.95pt">
  <td style="width:40.84%;background:gray;padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:5.95pt"></td>
  
  <td style="width:10.62%;background:gray;padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:5.95pt">
  <p class="MsoNormal" style="text-align:center;line-height:normal"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:white;">MÉRT.</span></b></p>
  </td>
  
  <td style="vertical-align:top;width:12.44%;background:gray;padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:5.95pt">
  <p class="MsoNormal" style="text-align:center;line-height:normal"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:white;">2024</span></b></p>
  </td>
  
  <td style="vertical-align:top;width:12.44%;background:gray;padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:5.95pt">
  <p class="MsoNormal" style="text-align:center;line-height:normal"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:white;">2023</span></b></p>
  </td>
  
  <td style="vertical-align:bottom;width:6.2%;background:white;&#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;height:5.95pt">
  <p class="MsoNormal" style="text-align:justify;line-height:normal"><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:black;"> </span></p>
  </td>
  
  <td style="width:17.48%;background:gray;padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:5.95pt">
  <p class="MsoNormal" style="text-align:center;line-height:normal"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  color:white;">ESRS</span></b></p>
  </td>
  
 </tr>
 <tr style="height:5.95pt">
  <td style="vertical-align:bottom;width:40.84%;border-top:solid windowtext 1.0pt;&#xD;&#xA;  border-left:none;border-bottom:solid windowtext 1.0pt;border-right:none;&#xD;&#xA;  &#xD;&#xA;  background:white;padding:0cm 5.4pt 0cm 5.4pt;height:5.95pt">
  <p class="MsoNormal" style=""><b><span style="font-size:7.5pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;  color:black">Felügyelőbizottság és
  Igazgatóság nemek szerint </span></b></p>
  </td>
  
  <td style="width:10.62%;border-top:solid windowtext 1.0pt;&#xD;&#xA;  border-left:none;border-bottom:solid windowtext 1.0pt;border-right:none;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;height:5.95pt">
  <p class="MsoNormal" style="text-align:center;"><span style="font-size:7.5pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;  color:black"></span></p>
  </td>
  
  <td style="vertical-align:top;width:12.44%;border-top:solid windowtext 1.0pt;&#xD;&#xA;  border-left:none;border-bottom:solid windowtext 1.0pt;border-right:none;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;height:5.95pt">
  <p class="MsoNormal" style="text-align:center;"><span style="font-size:7.5pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;  "></span></p>
  </td>
  
  <td style="vertical-align:top;width:12.44%;border-top:solid windowtext 1.0pt;&#xD;&#xA;  border-left:none;border-bottom:solid windowtext 1.0pt;border-right:none;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;height:5.95pt">
  <p class="MsoNormal" style="text-align:center;"><span style="font-size:7.5pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;  "></span></p>
  </td>
  
  <td style="vertical-align:bottom;width:6.2%;background:white;&#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;height:5.95pt">
  <p class="MsoNormal" style="text-align:justify;"><span style="font-size:7.5pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;  color:black"> </span></p>
  </td>
  
  <td style="width:17.48%;border-top:solid windowtext 1.0pt;&#xD;&#xA;  border-left:none;border-bottom:solid windowtext 1.0pt;border-right:none;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;height:5.95pt">
  <p class="MsoNormal" style="text-align:center;"><span style="font-size:7.5pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;  color:black;">ESRS
  2 – GOV-1</span></p>
  </td>
  
 </tr>
 <tr style="height:5.95pt">
  <td style="vertical-align:bottom;width:40.84%;border:none;&#xD;&#xA;  border-bottom:solid windowtext 1.0pt;&#xD;&#xA;  background:white;padding:0cm 5.4pt 0cm 5.4pt;height:5.95pt">
  <p class="MsoNormal" style=""><span style="font-size:7.5pt;  line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;color:black;">Férfi</span></p>
  </td>
  
  <td style="width:10.62%;border:none;border-bottom:solid windowtext 1.0pt;&#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:5.95pt">
  <p class="MsoNormal" style="text-align:center;"><span style="font-size:7.5pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;  color:black;">%</span></p>
  </td>
  
  <td style="vertical-align:top;width:12.44%;border:none;border-bottom:&#xD;&#xA;  solid windowtext 1.0pt;&#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;height:5.95pt">
  <p class="MsoNormal" style="text-align:center;"><span style="font-size:7.5pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;  ">95,5</span></p>
  </td>
  
  <td style="vertical-align:top;width:12.44%;border:none;border-bottom:&#xD;&#xA;  solid windowtext 1.0pt;&#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;height:5.95pt">
  <p class="MsoNormal" style="text-align:center;"><span style="font-size:7.5pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;  ">95,5</span></p>
  </td>
  
  <td style="vertical-align:bottom;width:6.2%;background:white;&#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;height:5.95pt">
  <p class="MsoNormal" style="text-align:justify;"><span style="font-size:7.5pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;  color:black;"> </span></p>
  </td>
  
  <td style="vertical-align:bottom;width:17.48%;border:none;&#xD;&#xA;  border-bottom:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  background:white;padding:0cm 5.4pt 0cm 5.4pt;height:5.95pt">
  <p class="MsoNormal" style="text-align:center;"><span style="font-size:7.5pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;  color:black;">ESRS
  2 – GOV-1</span><span style="font-size:7.5pt;  line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;color:red;"></span></p>
  </td>
  
 </tr>
 <tr style="height:5.95pt">
  <td style="vertical-align:bottom;width:40.84%;border:none;&#xD;&#xA;  border-bottom:solid windowtext 1.0pt;&#xD;&#xA;  background:white;padding:0cm 5.4pt 0cm 5.4pt;height:5.95pt">
  <p class="MsoNormal" style=""><span style="font-size:7.5pt;  line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;color:black;">Nő</span></p>
  </td>
  
  <td style="width:10.62%;border:none;border-bottom:solid windowtext 1.0pt;&#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:5.95pt">
  <p class="MsoNormal" style="text-align:center;"><span style="font-size:7.5pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;  color:black;">%</span></p>
  </td>
  
  <td style="vertical-align:top;width:12.44%;border:none;border-bottom:&#xD;&#xA;  solid windowtext 1.0pt;&#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;height:5.95pt">
  <p class="MsoNormal" style="text-align:center;"><span style="font-size:7.5pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;  ">4,5</span></p>
  </td>
  
  <td style="vertical-align:top;width:12.44%;border:none;border-bottom:&#xD;&#xA;  solid windowtext 1.0pt;&#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;height:5.95pt">
  <p class="MsoNormal" style="text-align:center;"><span style="font-size:7.5pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;  ">4,5</span></p>
  </td>
  
  <td style="vertical-align:bottom;width:6.2%;background:white;&#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;height:5.95pt">
  <p class="MsoNormal" style="text-align:justify;"><span style="font-size:7.5pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;  color:black;"></span></p>
  </td>
  
  <td style="vertical-align:bottom;width:17.48%;border:none;&#xD;&#xA;  border-bottom:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  background:white;padding:0cm 5.4pt 0cm 5.4pt;height:5.95pt">
  <p class="MsoNormal" style="text-align:center;"><span style="font-size:7.5pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;  color:black;">ESRS
  2 – GOV-1</span><span style="font-size:7.5pt;  line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;color:red;"></span></p>
  </td>
  
 </tr>
 <tr style="height:5.95pt">
  <td style="vertical-align:bottom;width:40.84%;border:none;&#xD;&#xA;  border-bottom:solid windowtext 1.0pt;&#xD;&#xA;  background:white;padding:0cm 5.4pt 0cm 5.4pt;height:5.95pt">
  <p class="MsoNormal" style=""><b><span style="font-size:7.5pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;  color:black">Felügyelőbizottság és
  Igazgatóság állampolgárság szerint</span></b><span style="font-size:7.5pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;  color:black"></span></p>
  </td>
  
  <td style="width:10.62%;border:none;border-bottom:solid windowtext 1.0pt;&#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:5.95pt">
  <p class="MsoNormal" style="text-align:center;"><span style="font-size:7.5pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;  color:black"></span></p>
  </td>
  
  <td style="vertical-align:top;width:12.44%;border:none;border-bottom:&#xD;&#xA;  solid windowtext 1.0pt;&#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;height:5.95pt">
  <p class="MsoNormal" style="text-align:center;"><span style="font-size:7.5pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;  "></span></p>
  </td>
  
  <td style="vertical-align:top;width:12.44%;border:none;border-bottom:&#xD;&#xA;  solid windowtext 1.0pt;&#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;height:5.95pt">
  <p class="MsoNormal" style="text-align:center;"><span style="font-size:7.5pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;  "></span></p>
  </td>
  
  <td style="vertical-align:bottom;width:6.2%;background:white;&#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;height:5.95pt">
  <p class="MsoNormal" style="text-align:justify;"><span style="font-size:7.5pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;  color:black"></span></p>
  </td>
  
  <td style="vertical-align:bottom;width:17.48%;border:none;&#xD;&#xA;  border-bottom:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  background:white;padding:0cm 5.4pt 0cm 5.4pt;height:5.95pt">
  <p class="MsoNormal" style="text-align:center;"><span style="font-size:7.5pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;  color:black;">ESRS
  2 – GOV-1</span><span style="font-size:7.5pt;  line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;color:red;"></span></p>
  </td>
  
 </tr>
 <tr style="height:5.95pt">
  <td style="width:40.84%;border:none;border-bottom:solid windowtext 1.0pt;&#xD;&#xA;  background:white;padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:5.95pt">
  <p class="MsoNormal" style=""><span style="font-size:7.5pt;  line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;color:black;">Magyar</span></p>
  </td>
  
  <td style="width:10.62%;border:none;border-bottom:solid windowtext 1.0pt;&#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:5.95pt">
  <p class="MsoNormal" style="text-align:center;"><span style="font-size:7.5pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;  color:black;">%</span></p>
  </td>
  
  <td style="vertical-align:top;width:12.44%;border:none;border-bottom:&#xD;&#xA;  solid windowtext 1.0pt;&#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;height:5.95pt">
  <p class="MsoNormal" style="text-align:center;"><span style="font-size:7.5pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;  ">82,0</span></p>
  </td>
  
  <td style="vertical-align:top;width:12.44%;border:none;border-bottom:&#xD;&#xA;  solid windowtext 1.0pt;&#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;height:5.95pt">
  <p class="MsoNormal" style="text-align:center;"><span style="font-size:7.5pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;  ">82,0</span></p>
  </td>
  
  <td style="vertical-align:bottom;width:6.2%;background:white;&#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;height:5.95pt">
  <p class="MsoNormal" style="text-align:justify;"><span style="font-size:7.5pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;  color:black;"> </span></p>
  </td>
  
  <td style="vertical-align:bottom;width:17.48%;border:none;&#xD;&#xA;  border-bottom:solid windowtext 1.0pt;&#xD;&#xA;  background:white;padding:0cm 5.4pt 0cm 5.4pt;height:5.95pt">
  <p class="MsoNormal" style="text-align:center;"><span style="font-size:7.5pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;  color:black;">ESRS
  2 – GOV-1</span></p>
  </td>
  
 </tr>
 <tr style="height:5.95pt">
  <td style="width:40.84%;border:none;border-bottom:solid windowtext 1.0pt;&#xD;&#xA;  background:white;padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:5.95pt">
  <p class="MsoNormal" style=""><span style="font-size:7.5pt;  line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;color:black;">Szlovák</span></p>
  </td>
  
  <td style="width:10.62%;border:none;border-bottom:solid windowtext 1.0pt;&#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:5.95pt">
  <p class="MsoNormal" style="text-align:center;"><span style="font-size:7.5pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;  color:black;">%</span></p>
  </td>
  
  <td style="vertical-align:top;width:12.44%;border:none;border-bottom:&#xD;&#xA;  solid windowtext 1.0pt;&#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;height:5.95pt">
  <p class="MsoNormal" style="text-align:center;"><span style="font-size:7.5pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;  ">9,0</span></p>
  </td>
  
  <td style="vertical-align:top;width:12.44%;border:none;border-bottom:&#xD;&#xA;  solid windowtext 1.0pt;&#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;height:5.95pt">
  <p class="MsoNormal" style="text-align:center;"><span style="font-size:7.5pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;  ">9,0</span></p>
  </td>
  
  <td style="vertical-align:bottom;width:6.2%;background:white;&#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;height:5.95pt">
  <p class="MsoNormal" style="text-align:justify;"><span style="font-size:7.5pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;  color:black;"></span></p>
  </td>
  
  <td style="vertical-align:bottom;width:17.48%;border:none;&#xD;&#xA;  border-bottom:solid windowtext 1.0pt;&#xD;&#xA;  background:white;padding:0cm 5.4pt 0cm 5.4pt;height:5.95pt">
  <p class="MsoNormal" style="text-align:center;"><span style="font-size:7.5pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;  color:black;">ESRS
  2 – GOV-1</span></p>
  </td>
  
 </tr>
 <tr style="height:5.95pt">
  <td style="width:40.84%;border:none;border-bottom:solid windowtext 1.0pt;&#xD;&#xA;  background:white;padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:5.95pt">
  <p class="MsoNormal" style=""><span style="font-size:7.5pt;  line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;color:black;">Horvát</span></p>
  </td>
  
  <td style="width:10.62%;border:none;border-bottom:solid windowtext 1.0pt;&#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:5.95pt">
  <p class="MsoNormal" style="text-align:center;"><span style="font-size:7.5pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;  color:black;">%</span></p>
  </td>
  
  <td style="vertical-align:top;width:12.44%;border:none;border-bottom:&#xD;&#xA;  solid windowtext 1.0pt;&#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;height:5.95pt">
  <p class="MsoNormal" style="text-align:center;"><span style="font-size:7.5pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;  ">0,0</span></p>
  </td>
  
  <td style="vertical-align:top;width:12.44%;border:none;border-bottom:&#xD;&#xA;  solid windowtext 1.0pt;&#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;height:5.95pt">
  <p class="MsoNormal" style="text-align:center;"><span style="font-size:7.5pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;  ">0,0</span></p>
  </td>
  
  <td style="vertical-align:bottom;width:6.2%;background:white;&#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;height:5.95pt">
  <p class="MsoNormal" style="text-align:justify;"><span style="font-size:7.5pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;  color:black;"></span></p>
  </td>
  
  <td style="vertical-align:bottom;width:17.48%;border:none;&#xD;&#xA;  border-bottom:solid windowtext 1.0pt;&#xD;&#xA;  background:white;padding:0cm 5.4pt 0cm 5.4pt;height:5.95pt">
  <p class="MsoNormal" style="text-align:center;"><span style="font-size:7.5pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;  color:black;">ESRS
  2 – GOV-1</span></p>
  </td>
  
 </tr>
 <tr style="height:5.95pt">
  <td style="width:40.84%;border:none;border-bottom:solid windowtext 1.0pt;&#xD;&#xA;  background:white;padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:5.95pt">
  <p class="MsoNormal" style=""><span style="font-size:7.5pt;  line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;color:black;">Ománi</span></p>
  </td>
  
  <td style="width:10.62%;border:none;border-bottom:solid windowtext 1.0pt;&#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:5.95pt">
  <p class="MsoNormal" style="text-align:center;"><span style="font-size:7.5pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;  color:black;">%</span></p>
  </td>
  
  <td style="vertical-align:top;width:12.44%;border:none;border-bottom:&#xD;&#xA;  solid windowtext 1.0pt;&#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;height:5.95pt">
  <p class="MsoNormal" style="text-align:center;"><span style="font-size:7.5pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;  ">4,5</span></p>
  </td>
  
  <td style="vertical-align:top;width:12.44%;border:none;border-bottom:&#xD;&#xA;  solid windowtext 1.0pt;&#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;height:5.95pt">
  <p class="MsoNormal" style="text-align:center;"><span style="font-size:7.5pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;  ">4,5</span></p>
  </td>
  
  <td style="vertical-align:bottom;width:6.2%;background:white;&#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;height:5.95pt">
  <p class="MsoNormal" style="text-align:justify;"><span style="font-size:7.5pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;  color:black;"></span></p>
  </td>
  
  <td style="vertical-align:bottom;width:17.48%;border:none;&#xD;&#xA;  border-bottom:solid windowtext 1.0pt;&#xD;&#xA;  background:white;padding:0cm 5.4pt 0cm 5.4pt;height:5.95pt">
  <p class="MsoNormal" style="text-align:center;"><span style="font-size:7.5pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;  color:black;">ESRS
  2 – GOV-1</span></p>
  </td>
  
 </tr>
 <tr style="height:5.95pt">
  <td style="width:40.84%;border:none;border-bottom:solid windowtext 1.0pt;&#xD;&#xA;  background:white;padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:5.95pt">
  <p class="MsoNormal" style=""><span style="font-size:7.5pt;  line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;color:black;">Cseh</span></p>
  </td>
  
  <td style="width:10.62%;border:none;border-bottom:solid windowtext 1.0pt;&#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:5.95pt">
  <p class="MsoNormal" style="text-align:center;"><span style="font-size:7.5pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;  color:black;">%</span></p>
  </td>
  
  <td style="vertical-align:top;width:12.44%;border:none;border-bottom:&#xD;&#xA;  solid windowtext 1.0pt;&#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;height:5.95pt">
  <p class="MsoNormal" style="text-align:center;"><span style="font-size:7.5pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;  ">4,5</span></p>
  </td>
  
  <td style="vertical-align:top;width:12.44%;border:none;border-bottom:&#xD;&#xA;  solid windowtext 1.0pt;&#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;height:5.95pt">
  <p class="MsoNormal" style="text-align:center;"><span style="font-size:7.5pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;  ">4,5</span></p>
  </td>
  
  <td style="vertical-align:bottom;width:6.2%;background:white;&#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;height:5.95pt">
  <p class="MsoNormal" style="text-align:justify;"><span style="font-size:7.5pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;  color:black;"></span></p>
  </td>
  
  <td style="vertical-align:bottom;width:17.48%;border:none;&#xD;&#xA;  border-bottom:solid windowtext 1.0pt;&#xD;&#xA;  background:white;padding:0cm 5.4pt 0cm 5.4pt;height:5.95pt">
  <p class="MsoNormal" style="text-align:center;"><span style="font-size:7.5pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;  color:black;">ESRS
  2 – GOV-1</span></p>
  </td>
  
 </tr>
 <tr style="height:5.95pt">
  <td style="width:40.84%;border:none;border-bottom:solid windowtext 1.0pt;&#xD;&#xA;  background:white;padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:5.95pt">
  <p class="MsoNormal" style=""><b><span style="font-size:7.5pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;  color:black">Felügyelőbizottság és
  Igazgatóság korcsoport szerint</span></b><span style="font-size:7.5pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;  color:black"></span></p>
  </td>
  
  <td style="width:10.62%;border:none;border-bottom:solid windowtext 1.0pt;&#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:5.95pt">
  <p class="MsoNormal" style="text-align:center;"><span style="font-size:7.5pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;  color:black"></span></p>
  </td>
  
  <td style="vertical-align:top;width:12.44%;border:none;border-bottom:&#xD;&#xA;  solid windowtext 1.0pt;&#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;height:5.95pt">
  <p class="MsoNormal" style="text-align:center;"><span style="font-size:7.5pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;  "></span></p>
  </td>
  
  <td style="vertical-align:top;width:12.44%;border:none;border-bottom:&#xD;&#xA;  solid windowtext 1.0pt;&#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;height:5.95pt">
  <p class="MsoNormal" style="text-align:center;"><span style="font-size:7.5pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;  "></span></p>
  </td>
  
  <td style="vertical-align:bottom;width:6.2%;background:white;&#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;height:5.95pt">
  <p class="MsoNormal" style="text-align:justify;"><span style="font-size:7.5pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;  color:black"></span></p>
  </td>
  
  <td style="vertical-align:bottom;width:17.48%;border:none;&#xD;&#xA;  border-bottom:solid windowtext 1.0pt;&#xD;&#xA;  background:white;padding:0cm 5.4pt 0cm 5.4pt;height:5.95pt">
  <p class="MsoNormal" style="text-align:center;"><span style="font-size:7.5pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;  color:black;">ESRS
  2 – GOV-1</span></p>
  </td>
  
 </tr>
 <tr style="height:5.95pt">
  <td style="width:40.84%;border:none;border-bottom:solid windowtext 1.0pt;&#xD;&#xA;  background:white;padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:5.95pt">
  <p class="MsoNormal" style=""><span style="font-size:7.5pt;  line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;color:black;">30 év alatti<b></b></span></p>
  </td>
  
  <td style="width:10.62%;border:none;border-bottom:solid windowtext 1.0pt;&#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:5.95pt">
  <p class="MsoNormal" style="text-align:center;"><span style="font-size:7.5pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;  color:black;">%</span></p>
  </td>
  
  <td style="vertical-align:top;width:12.44%;border:none;border-bottom:&#xD;&#xA;  solid windowtext 1.0pt;&#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;height:5.95pt">
  <p class="MsoNormal" style="text-align:center;"><span style="font-size:7.5pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;  ">0,0</span></p>
  </td>
  
  <td style="vertical-align:top;width:12.44%;border:none;border-bottom:&#xD;&#xA;  solid windowtext 1.0pt;&#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;height:5.95pt">
  <p class="MsoNormal" style="text-align:center;"><span style="font-size:7.5pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;  ">0,0</span></p>
  </td>
  
  <td style="vertical-align:bottom;width:6.2%;background:white;&#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;height:5.95pt">
  <p class="MsoNormal" style="text-align:justify;"><span style="font-size:7.5pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;  color:black;"></span></p>
  </td>
  
  <td style="vertical-align:bottom;width:17.48%;border:none;&#xD;&#xA;  border-bottom:solid windowtext 1.0pt;&#xD;&#xA;  background:white;padding:0cm 5.4pt 0cm 5.4pt;height:5.95pt">
  <p class="MsoNormal" style="text-align:center;"><span style="font-size:7.5pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;  color:black;">ESRS
  2 – GOV-1</span></p>
  </td>
  
 </tr>
 <tr style="height:5.95pt">
  <td style="width:40.84%;border:none;border-bottom:solid windowtext 1.0pt;&#xD;&#xA;  background:white;padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:5.95pt">
  <p class="MsoNormal" style=""><span style="font-size:7.5pt;  line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;color:black;">30-50 év közötti</span></p>
  </td>
  
  <td style="width:10.62%;border:none;border-bottom:solid windowtext 1.0pt;&#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:5.95pt">
  <p class="MsoNormal" style="text-align:center;"><span style="font-size:7.5pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;  color:black;">%</span></p>
  </td>
  
  <td style="vertical-align:top;width:12.44%;border:none;border-bottom:&#xD;&#xA;  solid windowtext 1.0pt;&#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;height:5.95pt">
  <p class="MsoNormal" style="text-align:center;"><span style="font-size:7.5pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;  ">18,2</span></p>
  </td>
  
  <td style="vertical-align:top;width:12.44%;border:none;border-bottom:&#xD;&#xA;  solid windowtext 1.0pt;&#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;height:5.95pt">
  <p class="MsoNormal" style="text-align:center;"><span style="font-size:7.5pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;  ">18,2</span></p>
  </td>
  
  <td style="vertical-align:bottom;width:6.2%;background:white;&#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;height:5.95pt">
  <p class="MsoNormal" style="text-align:justify;"><span style="font-size:7.5pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;  color:black;"></span></p>
  </td>
  
  <td style="vertical-align:bottom;width:17.48%;border:none;&#xD;&#xA;  border-bottom:solid windowtext 1.0pt;&#xD;&#xA;  background:white;padding:0cm 5.4pt 0cm 5.4pt;height:5.95pt">
  <p class="MsoNormal" style="text-align:center;"><span style="font-size:7.5pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;  color:black;">ESRS
  2 – GOV-1</span></p>
  </td>
  
 </tr>
 <tr style="height:5.95pt">
  <td style="width:40.84%;border:none;border-bottom:solid windowtext 1.0pt;&#xD;&#xA;  background:white;padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:5.95pt">
  <p class="MsoNormal" style=""><span style="font-size:7.5pt;  line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;color:black;">50 év feletti</span></p>
  </td>
  
  <td style="width:10.62%;border:none;border-bottom:solid windowtext 1.0pt;&#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:5.95pt">
  <p class="MsoNormal" style="text-align:center;"><span style="font-size:7.5pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;  color:black;">%</span></p>
  </td>
  
  <td style="vertical-align:top;width:12.44%;border:none;border-bottom:&#xD;&#xA;  solid windowtext 1.0pt;&#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;height:5.95pt">
  <p class="MsoNormal" style="text-align:center;"><span style="font-size:7.5pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;  ">81,8</span></p>
  </td>
  
  <td style="vertical-align:top;width:12.44%;border:none;border-bottom:&#xD;&#xA;  solid windowtext 1.0pt;&#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;height:5.95pt">
  <p class="MsoNormal" style="text-align:center;"><span style="font-size:7.5pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;  ">81,8</span></p>
  </td>
  
  <td style="vertical-align:bottom;width:6.2%;background:white;&#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;height:5.95pt">
  <p class="MsoNormal" style="text-align:justify;"><span style="font-size:7.5pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;  color:black;"></span></p>
  </td>
  
  <td style="vertical-align:bottom;width:17.48%;border:none;&#xD;&#xA;  border-bottom:solid windowtext 1.0pt;&#xD;&#xA;  background:white;padding:0cm 5.4pt 0cm 5.4pt;height:5.95pt">
  <p class="MsoNormal" style="text-align:center;"><span style="font-size:7.5pt;line-height:1.408643;;font-family:&quot;Calibri&quot;,sans-serif;  color:black;">ESRS
  2 – GOV-1</span></p>
  </td>
  
 </tr>
</tbody></table>

<p class="MsoNormal" style="margin-bottom:8.0pt"><a id="_Toc192108113"><b><span style="font-size:10.0pt;line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;"><span> </span></span></b></a><span style="font-size:9.0pt;line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;"></span></p>

<p class="MsoNormal" style="margin-top:2.0pt;&#xD;&#xA;page-break-after:avoid;"><b><span style="font-size:10.0pt;line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;">AZ ÉRDEKELT FELEK
ÉRDEKEI ÉS ÁLLÁSPONTJA</span></b><b><span style="font-size:10.0pt;line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;"></span></b></p>

<p class="MsoNormal" style="margin-bottom:8.0pt"><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;color:#7F7F7F">/SBM-2, SBM-3/</span></p>

<p class="MsoNormal" style="margin-bottom:8.0pt;text-align:justify"><span style="font-size:9.0pt;line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;">A
MOL-csoport rendszeresen együttműködik az érdekelt felek csoportjaival, többek
között a részvényesekkel, a munkavállalókkal, az üzletfelekkel, a
beszállítókkal, a szakmai szövetségekkel, a helyi közösségekkel és a
hatóságokkal (részletekről weboldalunk ’Érintettek iránti elköteleződés’
részében tájékozódhat). A MOL-csoporton belül a szakosodott funkcionális
területek és üzleti területek vezetői által végzett rendszeres kapcsolattartási
tevékenységeken túlmenően az ESG koordinációs osztály 2023 őszén széles körű
belső és külső érintettektől gyűjtött információt a lényegességi elemzés elkészítési
céljából:</span></p>

<p class="MsoNormal" style="margin-bottom:0;margin-top:0;margin-left:36.0pt;text-align:&#xD;&#xA;justify;text-indent:-18.0pt;"><span style="font-size:9.0pt;line-height:1.310651;;font-family:Symbol;"><span style="display:inline-block; text-indent:0pt; min-width:18.0pt;">·<span style="font:7.0pt &quot;Times New Roman&quot;">      
</span></span></span><span style="font-size:9.0pt;line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;">Az elemzésbe
bevont belső érdekeltek kiválasztása során mind a MOL-csoport vállalati
struktúrájának (Downstream, Upstream, Fogyasztói Szolgáltatások és belső
funkcionális területek), mind a földrajzi struktúrájának (csoportszintű
divíziók, MOL Magyarország, Slovnaft és INA) lefedését figyelembe vettük. A
külső érdekeltekre gyakorolt hatás értékeléséhez befektetők és pénzügyi
elemzők, hitelezők és bankok, érintett közösségek, szabályozó hatóságok és
civil szervezetek véleményét kértük ki.</span></p>

<p class="MsoNormal" style="margin-bottom:0;margin-top:0;margin-left:36.0pt;text-align:&#xD;&#xA;justify;text-indent:-18.0pt;"><span style="font-size:9.0pt;line-height:1.310651;;font-family:Symbol;"><span style="display:inline-block; text-indent:0pt; min-width:18.0pt;">·<span style="font:7.0pt &quot;Times New Roman&quot;">      
</span></span></span><span style="font-size:9.0pt;line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;">Az érdekelt
feleket személyre szabott kérdőívekkel kerestük meg. Emellett mélyinterjúk is
készültek, hogy a kiemelt fontosságú érdekeltek szempontjait jobban
megismerhessük. Összességében több mint 75 válaszadás érkezett az
értékelésünkhöz. </span></p>

<p class="MsoNormal" style="margin-bottom:0;margin-top:0;margin-left:36.0pt;text-align:&#xD;&#xA;justify;text-indent:-18.0pt;"><span style="font-size:9.0pt;line-height:1.310651;;font-family:Symbol;"><span style="display:inline-block; text-indent:0pt; min-width:18.0pt;">·<span style="font:7.0pt &quot;Times New Roman&quot;">      
</span></span></span><span style="font-size:9.0pt;line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;">Az eredményeket
összegzésekor egyes érdekelt csoportok válaszait egyenlő mértékben kerültek
súlyozásra a reprezentatív eredmények biztosítása érdekében. A gyakorlat
eredményei adták a kettős lényegesség elemzés alapján, illetve biztosítják a
korábbi, GRI-alapú lényegességi elemzésünkkel való folytonosságot.</span></p>

<p class="MsoNormal" style="text-align:justify"><span style="font-size:9.0pt;line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;"><span> </span></span></p>

<p class="MsoNormal" style="margin-bottom:8.0pt;text-align:justify"><span style="font-size:9.0pt;line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;">A
legfontosabb érdekelt felek véleménye és elvárásai a MOL-csoport Shape Tomorrow
stratégiájába is megjelennek, amely fenntarthatósággal kapcsolatos célokat is
meghatároz. Ezen célokat a jelentésben a megfelelő tematikus fejezetekben
ismertetjük.</span></p>

<p class="MsoNormal" style="margin-bottom:8.0pt"><b><span style="font-size:10.0pt;line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;text-transform:uppercase;">A lényeges hatások, kockázatok és
lehetőségek azonosítására és értékelésére szolgáló eljárások leírása <br></br>
</span></b><span style="line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;color:#7F7F7F">/ESRS 2 IRO-1/</span><b><span style="font-size:10.0pt;line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;text-transform:uppercase;"></span></b></p>

<table class="TableGrid4" title="711ea5b5-74bb-4012-a178-358360e80a83" style="border-collapse:collapse;border-spacing:0;;border:none;"><tbody>
 <tr>
  <td style="vertical-align:top;width:210.8pt;border:solid windowtext 1.0pt;&#xD;&#xA;  background:gray;padding:0cm 5.4pt 0cm 5.4pt">
  <p class="MsoNormal" style="line-height:normal"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:white;&#xD;&#xA;  ">ESRS</span></b></p>
  </td>
  
  <td style="vertical-align:top;width:288.95pt;border:solid windowtext 1.0pt;&#xD;&#xA;  border-left:none;padding:0cm 5.4pt 0cm 5.4pt">
  <p class="MsoNormal" style="line-height:normal"><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;">Közzétételi
  kötelezettség IRO-1</span></p>
  <p class="MsoNormal" style="line-height:normal"><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;">Közzétételi
  kötelezettség </span></p>
  <p class="MsoNormal" style="line-height:normal"><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;">SBM-2</span></p>
  </td>
  
 </tr>
 <tr>
  <td style="vertical-align:top;width:210.8pt;border:solid windowtext 1.0pt;&#xD;&#xA;  border-top:none;&#xD;&#xA;  background:gray;padding:0cm 5.4pt 0cm 5.4pt">
  <p class="MsoNormal" style="line-height:normal"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:white;&#xD;&#xA;  ">GRI</span></b></p>
  </td>
  
  <td style="vertical-align:top;width:288.95pt;border-top:none;border-left:&#xD;&#xA;  none;border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt">
  <p class="MsoNormal" style="line-height:normal"><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;">GRI 2-14</span></p>
  <p class="MsoNormal" style="line-height:normal"><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;">GRI 2-29</span></p>
  <p class="MsoNormal" style="line-height:normal"><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;">GRI 3-1</span></p>
  </td>
  
 </tr>
 <tr>
  <td style="vertical-align:top;width:210.8pt;border:solid windowtext 1.0pt;&#xD;&#xA;  border-top:none;&#xD;&#xA;  background:gray;padding:0cm 5.4pt 0cm 5.4pt">
  <p class="MsoNormal" style="line-height:normal"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:white;&#xD;&#xA;  ">IFRS</span></b></p>
  </td>
  
  <td style="vertical-align:top;width:288.95pt;border-top:none;border-left:&#xD;&#xA;  none;border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt">
  <p class="MsoNormal" style="line-height:normal"><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;">IFRS
  S2.25(a)(v)(v) </span></p>
  <p class="MsoNormal" style="line-height:normal"><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;">IFRS S2.25(b) </span></p>
  <p class="MsoNormal" style="line-height:normal"><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;">IFRS
  S2.25(a)(iii)(IFRS) </span></p>
  <p class="MsoNormal" style="line-height:normal"><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;">IFRS
  S2.25(a)(iv)(iv) </span></p>
  <p class="MsoNormal" style="line-height:normal"><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;">IFRS S2.25(c) </span></p>
  <p class="MsoNormal" style="line-height:normal"><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;">IFRS
  S2.25(a)(i)(i) </span></p>
  <p class="MsoNormal" style="line-height:normal"><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;">IFRS
  S2.25(a)(vi)(vi)</span></p>
  </td>
  
 </tr>
</tbody></table>

</div><div class="Footer Footer52"><div>

<p class="MsoNormal" style="text-align:right;line-height:normal;&#xD;&#xA;"><span></span></p>

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  <p class="MsoNormal" style="line-height:normal"><span style="font-size:9.0pt;font-family:&quot;Calibri&quot;,sans-serif;&#xD;&#xA;  "></span><img src="data:image/png;base64,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" alt="footer image" style="position:relative; width:62.5pt;height:11.5pt;&#xD;&#xA;"></img></p>
  </td>
  <td style="width:13.0cm;background:#F2F2F2;padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:21.6pt">
  <p class="MsoNormal" style="line-height:normal"><span style="color:black;">Fenntarthatósági
  jelentés</span><span style="font-size:11.0pt;&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;"></span></p>
  </td>
  <td style="width:4.0cm;background:#E30018;padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:21.6pt">
  <p class="MsoNormal" style="text-align:center;line-height:normal"><span style="font-size:11.0pt;font-family:&quot;Calibri&quot;,sans-serif;color:white;">7</span><span style="font-size:10.0pt;font-family:&quot;Calibri&quot;,sans-serif;color:white;"></span></p>
  </td>
 </tr>
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<p class="MsoHeader"><span> </span></p>

</div></div><div class="WordSection54">

<p class="MsoNormal" style="margin-bottom:8.0pt"><a id="_Toc173176197"><b><span style="font-size:9.0pt;line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;">Kettős lényegességi elemzés</span></b></a></p>

<p class="MsoNormal" style="margin-bottom:8.0pt;text-align:justify"><span style="font-size:9.0pt;line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;">2024-ben
a MOL-csoport új, kettős lényegességi elemzés módszertant (a továbbiakban: DMA)
vezetett be a CSRD-követelményeknek való megfelelés érdekében, követve az EFRAG
által közzétett <span style="text-decoration: underline;"><span style="color:#0066CC">lényegességértékelési
végrehajtási útmutatót</span></span>. Míg a gyakorlat elsődleges továbbra is a
MOL-csoport fenntarthatósági jelentése releváns tartalmának meghatározása
maradt, a keretet az egyes fenntarthatósági témák fontosságának értékeléséről
az emberekre és a környezetre gyakorolt lényeges hatások, valamint a
fenntarthatósági ügyekkel kapcsolatos pénzügyi kockázatok és lehetőségek (a
továbbiakban: IRO-k) azonosítása határozta meg.</span></p>

<p class="MsoNormal" style="margin-bottom:8.0pt"><b><span style="font-size:9.0pt;line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;">A
hatások azonosítása</span></b><b><span style="font-size:9.0pt;line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;"></span></b></p>

<p class="MsoNormal" style="margin-bottom:8.0pt;text-align:justify"><span style="font-size:9.0pt;line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;">Mivel az ESG
kockázatok és lehetőségek általában a vállalat emberekre és környezetre
gyakorolt hatásaiból és függőségeiből erednek, a DMA első lépése ezen hatások
azonosítása volt. Ezek a</span><span style="font-size:9.0pt;line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;"> korábbi,
fentebb leírt érdekelt felek bevonásával végzett felmérés eredményeire, az
átvilágítási folyamatokra, a iparági jó-gyakorlatok és elemzések, valamint a
fenntarthatósági ügyekkel kapcsolatos valamennyi releváns belső szakértővel és
vezetővel tartott workshopok eredményeire alapozva kerültek meghatározásra,
illetve értékelése az ESRS szempontrendszerének megfelelően: hatások mértéke (a
negatív hatások mértéke, terjedelme és helyrehozhatatlan jellege, valamint a
pozitív hatások mértéke és hatóköre alapján), valószínűsége és időhorizontja
szerint.</span></p>

<p class="MsoNormal" style="margin-bottom:8.0pt;text-align:justify"><a id="_Toc173176198"><b><span style="font-size:9.0pt;line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;">Táblázat:
</span></b></a><b><span style="font-size:9.0pt;line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;">Mérték</span></b></p>

<table class="TableGrid4" title="a24d62b4-846f-469e-96bb-b355918c5109" style="border-collapse:collapse;border-spacing:0;;border:none;"><tbody>
 <tr>
  <td style="vertical-align:top;width:60.55pt;border:solid windowtext 1.0pt;&#xD;&#xA;  background:gray;padding:0cm 5.4pt 0cm 5.4pt">
  <p class="MsoNormal" style="line-height:normal"><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;color:white;"></span></p>
  </td>
  
  <td style="vertical-align:top;width:216.55pt;border:solid windowtext 1.0pt;&#xD;&#xA;  border-left:none;background:gray;padding:0cm 5.4pt 0cm 5.4pt">
  <p class="MsoNormal" style="line-height:normal"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:white;&#xD;&#xA;  ">Pozitív hatások</span></b></p>
  </td>
  
  <td style="vertical-align:top;width:222.65pt;border:solid windowtext 1.0pt;&#xD;&#xA;  border-left:none;background:gray;padding:0cm 5.4pt 0cm 5.4pt">
  <p class="MsoNormal" style="line-height:normal"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:white;&#xD;&#xA;  ">Negatív hatások</span></b></p>
  </td>
  
 </tr>
 <tr>
  <td style="vertical-align:top;width:60.55pt;border:solid windowtext 1.0pt;&#xD;&#xA;  border-top:none;&#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt">
  <p class="MsoNormal" style="text-align:justify;line-height:normal"><span style="font-family:&quot;Calibri&quot;,sans-serif;">Elhanyagolható</span></p>
  </td>
  
  <td style="vertical-align:top;width:216.55pt;border-top:none;border-left:&#xD;&#xA;  none;border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt">
  <p class="MsoNormal" style="text-align:justify;line-height:normal"><span style="font-family:&quot;Calibri&quot;,sans-serif;">A
  hatás mértéke nem olyan jelentős, ami indokolná a csoportszintű fenntarthatósági
  jelentésben való szerepeltetést.</span></p>
  </td>
  
  <td style="vertical-align:top;width:222.65pt;border-top:none;border-left:&#xD;&#xA;  none;border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt">
  <p class="MsoNormal" style="text-align:justify;line-height:normal"><span style="font-family:&quot;Calibri&quot;,sans-serif;">A
  hatás mértéke nem jelentős, és/vagy könnyen orvosolható.</span></p>
  </td>
  
 </tr>
 <tr>
  <td style="vertical-align:top;width:60.55pt;border:solid windowtext 1.0pt;&#xD;&#xA;  border-top:none;&#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt">
  <p class="MsoNormal" style="text-align:justify;line-height:normal"><span style="font-family:&quot;Calibri&quot;,sans-serif;">Mérsékelt</span></p>
  </td>
  
  <td style="vertical-align:top;width:216.55pt;border-top:none;border-left:&#xD;&#xA;  none;border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt">
  <p class="MsoNormal" style="text-align:justify;line-height:normal"><span style="font-family:&quot;Calibri&quot;,sans-serif;">A
  vállalat tevékenységei érzékelhető pozitív hatásokat váltanak ki az
  egyénekre, a közösségekre vagy a környezetre, például jobb munka- vagy
  életkörülményeket, vagy az ökológiai egyensúly javulását. Bár ezek az előnyök
  kézzelfoghatóak, nem jelentenek alapvető változást a társadalmi vagy
  környezeti jólétben.</span></p>
  </td>
  
  <td style="vertical-align:top;width:222.65pt;border-top:none;border-left:&#xD;&#xA;  none;border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt">
  <p class="MsoNormal" style="text-align:justify;line-height:normal"><span style="font-family:&quot;Calibri&quot;,sans-serif;">Az
  emberekre és a környezetre gyakorolt hatás mértéke érzékelhető, de megfelelő
  enyhítési és/vagy helyreállítási intézkedésekkel nem valószínű, hogy panaszok
  érkeznek.</span></p>
  </td>
  
 </tr>
 <tr>
  <td style="vertical-align:top;width:60.55pt;border:solid windowtext 1.0pt;&#xD;&#xA;  border-top:none;&#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt">
  <p class="MsoNormal" style="text-align:justify;line-height:normal"><span style="font-family:&quot;Calibri&quot;,sans-serif;">Jelentős</span></p>
  </td>
  
  <td style="vertical-align:top;width:216.55pt;border-top:none;border-left:&#xD;&#xA;  none;border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt">
  <p class="MsoNormal" style="text-align:justify;line-height:normal"><span style="font-family:&quot;Calibri&quot;,sans-serif;">A
  vállalat tevékenységei jelentős pozitív hatást gyakorolnak az egyénekre vagy
  csoportokra, ami hozzájárul a jobb életszínvonalhoz vagy a jobb
  körülményekhez, vagy pozitív hatással van a környezet állapotára vagy a
  természeti erőforrások elérhetőségére.</span></p>
  </td>
  
  <td style="vertical-align:top;width:222.65pt;border-top:none;border-left:&#xD;&#xA;  none;border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt">
  <p class="MsoNormal" style="text-align:justify;line-height:normal"><span style="font-family:&quot;Calibri&quot;,sans-serif;">A
  vállalat tevékenységei olyan mértékű negatív hatást gyakorolnak egyénekre,
  embercsoportokra vagy a környezetre, hogy a sérelmek elkerülése vagy kezelése
  érdekében elengedhetetlenek a megelőző intézkedések; vagy fennáll a
  helyrehozhatatlanság lehetősége.</span></p>
  </td>
  
 </tr>
</tbody></table>

<p class="MsoNormal" style="margin-bottom:8.0pt;text-align:justify"><a id="_Toc173176199"><b><span style="font-size:9.0pt;line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;"><span> </span></span></b></a></p>

<p class="MsoNormal" style="margin-bottom:8.0pt;text-align:justify"><b><span style="font-size:9.0pt;line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;">Táblázat: Valószínűség</span></b><b><span style="font-size:9.0pt;line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;"></span></b></p>

<table class="TableGrid4" title="7dda2351-219d-4c99-af13-fd3790fc278d" style="border-collapse:collapse;border-spacing:0;;border:none;"><tbody>
 <tr>
  <td style="vertical-align:top;width:59.75pt;border:solid windowtext 1.0pt;&#xD;&#xA;  background:gray;padding:0cm 5.4pt 0cm 5.4pt">
  <p class="MsoNormal" style="line-height:normal"><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;color:white;"></span></p>
  </td>
  
  <td style="vertical-align:top;width:215.3pt;border:solid windowtext 1.0pt;&#xD;&#xA;  border-left:none;background:gray;padding:0cm 5.4pt 0cm 5.4pt">
  <p class="MsoNormal" style="line-height:normal"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:white;&#xD;&#xA;  ">Pozitív hatások</span></b></p>
  </td>
  
  <td style="vertical-align:top;width:224.7pt;border:solid windowtext 1.0pt;&#xD;&#xA;  border-left:none;background:gray;padding:0cm 5.4pt 0cm 5.4pt">
  <p class="MsoNormal" style="line-height:normal"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:white;&#xD;&#xA;  ">Negatív hatások</span></b></p>
  </td>
  
 </tr>
 <tr>
  <td style="vertical-align:top;width:59.75pt;border:solid windowtext 1.0pt;&#xD;&#xA;  border-top:none;&#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt">
  <p class="MsoNormal" style="line-height:normal"><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;">Nagyon
  alacsony</span></p>
  </td>
  
  <td style="vertical-align:top;width:215.3pt;border-top:none;border-left:&#xD;&#xA;  none;border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt">
  <p class="MsoNormal" style="&#xD;&#xA;  line-height:normal"><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;">A pozitív
  hatás nem számottevő, érzékelhető szintű.</span></p>
  </td>
  
  <td style="vertical-align:top;width:224.7pt;border-top:none;border-left:&#xD;&#xA;  none;border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt">
  <p class="MsoNormal" style="line-height:normal"><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;">Nem valószínű,
  hogy a hatásnak jelentős következményei lesznek, de elővigyázatosságra van
  szükség.</span></p>
  </td>
  
 </tr>
 <tr>
  <td style="vertical-align:top;width:59.75pt;border:solid windowtext 1.0pt;&#xD;&#xA;  border-top:none;&#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt">
  <p class="MsoNormal" style="line-height:normal"><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;">Alacsony</span></p>
  </td>
  
  <td style="vertical-align:top;width:215.3pt;border-top:none;border-left:&#xD;&#xA;  none;border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt">
  <p class="MsoNormal" style="line-height:normal"><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;">Nincs / nagyon
  kevés olyan eset van, amikor a pozitív hatás jelentős mértékű-</span></p>
  </td>
  
  <td style="vertical-align:top;width:224.7pt;border-top:none;border-left:&#xD;&#xA;  none;border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt">
  <p class="MsoNormal" style="line-height:normal"><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;">A múltban nem
  / nagyon ritkán fordult elő hatás, de folyamatos ellenőrzésre van szükség.</span></p>
  </td>
  
 </tr>
 <tr>
  <td style="vertical-align:top;width:59.75pt;border:solid windowtext 1.0pt;&#xD;&#xA;  border-top:none;&#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt">
  <p class="MsoNormal" style="line-height:normal"><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;">Közepes</span></p>
  </td>
  
  <td style="vertical-align:top;width:215.3pt;border-top:none;border-left:&#xD;&#xA;  none;border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt">
  <p class="MsoNormal" style="line-height:normal"><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;">Pozitív hatás
  jelentkezhet, de nem a vállalat rendszeres tevékenységének következményeként.</span></p>
  </td>
  
  <td style="vertical-align:top;width:224.7pt;border-top:none;border-left:&#xD;&#xA;  none;border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt">
  <p class="MsoNormal" style="line-height:normal"><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;">Voltak olyan
  események a múltban, ahol ilyen hatás történt, de a negatív hatások
  kezelésére hozott intézkedések/folyamatok jellemzően megfelelően mitigálják a
  problémákat.</span></p>
  </td>
  
 </tr>
 <tr>
  <td style="vertical-align:top;width:59.75pt;border:solid windowtext 1.0pt;&#xD;&#xA;  border-top:none;&#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt">
  <p class="MsoNormal" style="line-height:normal"><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;">Magas</span></p>
  </td>
  
  <td style="vertical-align:top;width:215.3pt;border-top:none;border-left:&#xD;&#xA;  none;border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt">
  <p class="MsoNormal" style="line-height:normal"><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;">A pozitív
  hatás gyakran fennáll, de nem kapcsolódik szorosan a vállalat napi üzleti
  tevékenységéhez.</span></p>
  </td>
  
  <td style="vertical-align:top;width:224.7pt;border-top:none;border-left:&#xD;&#xA;  none;border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt">
  <p class="MsoNormal" style="line-height:normal"><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;">A hatás nagy
  valószínűséggel bekövetkezik (pl. a makrokörnyezetben), de nem része a
  rendszes üzletmenetnek.</span></p>
  </td>
  
 </tr>
 <tr>
  <td style="vertical-align:top;width:59.75pt;border:solid windowtext 1.0pt;&#xD;&#xA;  border-top:none;&#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt">
  <p class="MsoNormal" style="line-height:normal"><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;">Tényleges</span></p>
  </td>
  
  <td style="vertical-align:top;width:215.3pt;border-top:none;border-left:&#xD;&#xA;  none;border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt">
  <p class="MsoNormal" style="line-height:normal"><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;">A pozitív
  hatás a rendszeres vállalati tevékenység közvetlen következményeként
  jelentkezik.</span></p>
  </td>
  
  <td style="vertical-align:top;width:224.7pt;border-top:none;border-left:&#xD;&#xA;  none;border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt">
  <p class="MsoNormal" style="line-height:normal"><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;">Negatív hatás
  a napi működés következtében áll fent, szokásos üzletmenet mellett is.</span></p>
  </td>
  
 </tr>
</tbody></table>

<p class="MsoNormal" style="margin-bottom:8.0pt;text-align:justify"><b><span style="font-size:9.0pt;line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;"><span> </span></span></b></p>

<p class="MsoNormal" style="margin-bottom:8.0pt;text-align:justify"><b><span style="font-size:9.0pt;line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;">Táblázat:
Hatókör</span></b></p>

<table class="TableGrid4" title="814fe220-2670-4438-ac88-39407d5d7e5d" style="border-collapse:collapse;border-spacing:0;border:none;"><tbody>
 <tr style="height:12.4pt">
  <td style="vertical-align:top;width:56.45pt;border:solid windowtext 1.0pt;&#xD;&#xA;  background:gray;padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:12.4pt">
  <p class="MsoNormal" style="line-height:normal"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:white;&#xD;&#xA;  ">Helyi</span></b></p>
  </td>
  
  <td style="vertical-align:top;width:439.45pt;border:solid windowtext 1.0pt;&#xD;&#xA;  border-left:none;padding:0cm 5.4pt 0cm 5.4pt;height:12.4pt">
  <p class="MsoNormal" style="line-height:normal"><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;">A hatás csak
  korlátozott területen, a telephely közelében érzékelhető.</span></p>
  </td>
  
 </tr>
 <tr style="height:11.95pt">
  <td style="vertical-align:top;width:56.45pt;border:solid windowtext 1.0pt;&#xD;&#xA;  border-top:none;&#xD;&#xA;  background:gray;padding:0cm 5.4pt 0cm 5.4pt;height:11.95pt">
  <p class="MsoNormal" style="line-height:normal"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:white;&#xD;&#xA;  ">Regionális</span></b></p>
  </td>
  
  <td style="vertical-align:top;width:439.45pt;border-top:none;border-left:&#xD;&#xA;  none;border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;height:11.95pt">
  <p class="MsoNormal" style="line-height:normal"><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;">A hatás nem
  csak annak a helyszínnek a közvetlen közelében van hatással, ahonnan a hatás
  származik, hanem potenciálisan a régió lakosságát és környezetét is érinti.</span></p>
  </td>
  
 </tr>
 <tr style="height:12.4pt">
  <td style="vertical-align:top;width:56.45pt;border:solid windowtext 1.0pt;&#xD;&#xA;  border-top:none;&#xD;&#xA;  background:gray;padding:0cm 5.4pt 0cm 5.4pt;height:12.4pt">
  <p class="MsoNormal" style="line-height:normal"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:white;&#xD;&#xA;  ">Országos </span></b></p>
  </td>
  
  <td style="vertical-align:top;width:439.45pt;border-top:none;border-left:&#xD;&#xA;  none;border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;height:12.4pt">
  <p class="MsoNormal" style="line-height:normal"><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;">A hatás egy
  adott országban figyelemre méltó vagy jelentős, de nincs jelentős határokon
  átnyúló hatása.</span></p>
  </td>
  
 </tr>
 <tr style="height:12.4pt">
  <td style="vertical-align:top;width:56.45pt;border:solid windowtext 1.0pt;&#xD;&#xA;  border-top:none;&#xD;&#xA;  background:gray;padding:0cm 5.4pt 0cm 5.4pt;height:12.4pt">
  <p class="MsoNormal" style="line-height:normal"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:white;&#xD;&#xA;  ">KKE</span></b></p>
  </td>
  
  <td style="vertical-align:top;width:439.45pt;border-top:none;border-left:&#xD;&#xA;  none;border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;height:12.4pt">
  <p class="MsoNormal" style="line-height:normal"><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;">A hatás
  Közép-Kelet-Európa több országában is érzékelhető, ahol a vállalatcsoport
  működik.</span></p>
  </td>
  
 </tr>
 <tr style="height:12.4pt">
  <td style="vertical-align:top;width:56.45pt;border:solid windowtext 1.0pt;&#xD;&#xA;  border-top:none;&#xD;&#xA;  background:gray;padding:0cm 5.4pt 0cm 5.4pt;height:12.4pt">
  <p class="MsoNormal" style="line-height:normal"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:white;&#xD;&#xA;  ">Globális</span></b></p>
  </td>
  
  <td style="vertical-align:top;width:439.45pt;border-top:none;border-left:&#xD;&#xA;  none;border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;height:12.4pt">
  <p class="MsoNormal" style="line-height:normal"><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;">A hatás nem
  korlátozódik vagy nem kötődik egy adott földrajzi területhez. </span></p>
  </td>
  
 </tr>
</tbody></table>

<p class="MsoNormal" style="margin-bottom:8.0pt;text-align:justify"><a id="_Toc173176201"><b><span style="font-size:9.0pt;line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;"></span></b></a></p>

<p class="MsoNormal" style="margin-bottom:8.0pt;text-align:justify"><b><span style="font-size:9.0pt;line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;">Táblázat: Időhorizont</span></b><b><span style="font-size:9.0pt;line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;"></span></b></p>

<table class="TableGrid4" title="7e697dc4-6453-470e-835c-ab411d13c0bd" style="border-collapse:collapse;border-spacing:0;;border:none;"><tbody>
 <tr style="height:16.9pt">
  <td style="vertical-align:top;width:56.45pt;border:solid windowtext 1.0pt;&#xD;&#xA;  background:gray;padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:16.9pt">
  <p class="MsoNormal" style="line-height:normal"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:white;&#xD;&#xA;  ">Rövid távú</span></b></p>
  </td>
  
  <td style="vertical-align:top;width:443.3pt;border:solid windowtext 1.0pt;&#xD;&#xA;  border-left:none;padding:0cm 5.4pt 0cm 5.4pt;height:16.9pt">
  <p class="MsoNormal" style="&#xD;&#xA;  line-height:normal"><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;">A következő
  jelentéstételi időszak végéig (a jelenlegi jelentés esetében 2025-ig).</span></p>
  </td>
  
 </tr>
 <tr style="height:18.7pt">
  <td style="vertical-align:top;width:56.45pt;border:solid windowtext 1.0pt;&#xD;&#xA;  border-top:none;&#xD;&#xA;  background:gray;padding:0cm 5.4pt 0cm 5.4pt;height:18.7pt">
  <p class="MsoNormal" style="line-height:normal"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:white;&#xD;&#xA;  ">Középtávú</span></b></p>
  </td>
  
  <td style="vertical-align:top;width:443.3pt;border-top:none;border-left:&#xD;&#xA;  none;border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;height:18.7pt">
  <p class="MsoNormal" style=""><span style="  line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;">1-5
  év között (2026-2029 a jelenlegi jelentés esetében)</span></p>
  </td>
  
 </tr>
 <tr style="height:8.45pt">
  <td style="vertical-align:top;width:56.45pt;border:solid windowtext 1.0pt;&#xD;&#xA;  border-top:none;&#xD;&#xA;  background:gray;padding:0cm 5.4pt 0cm 5.4pt;height:8.45pt">
  <p class="MsoNormal" style="line-height:normal"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:white;&#xD;&#xA;  ">Hosszú távú</span></b></p>
  </td>
  
  <td style="vertical-align:top;width:443.3pt;border-top:none;border-left:&#xD;&#xA;  none;border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt;height:8.45pt">
  <p class="MsoNormal" style="line-height:normal"><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;">Több mint év
  (2030 és később a jelenlegi jelentés esetében)</span></p>
  </td>
  
 </tr>
</tbody></table>

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  <p class="MsoNormal" style="line-height:normal"><span style="color:black;">Fenntarthatósági
  jelentés</span><span style="font-size:11.0pt;&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;"></span></p>
  </td>
  <td style="width:4.0cm;background:#E30018;padding:0cm 5.4pt 0cm 5.4pt;&#xD;&#xA;  height:21.6pt">
  <p class="MsoNormal" style="text-align:center;line-height:normal"><span style="font-size:11.0pt;font-family:&quot;Calibri&quot;,sans-serif;color:white;">8</span><span style="font-size:10.0pt;font-family:&quot;Calibri&quot;,sans-serif;color:white;"></span></p>
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<p class="MsoHeader"><span> </span></p>

</div></div><div class="WordSection55">

<p class="MsoNormal" style="margin-bottom:8.0pt"><b><span style="font-size:9.0pt;line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;"></span></b></p>

<p class="MsoNormal" style="margin-bottom:8.0pt"><b><span style="font-size:9.0pt;line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;">A
kockázatok azonosítása</span></b></p>

<p class="MsoNormal" style="margin-bottom:8.0pt;text-align:justify"><span style="font-size:9.0pt;line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;">A fenntarthatósági ügyekkel kapcsolatos
kockázatok értékeléséhez és azonosításához a kiindulópont a MOL-csoport
rendszeres vállalati kockázatkezelési (a továbbiakban: ERM) folyamata volt,
amely a Csoportszintű Kockázatkezelési Politikában meghatározott lépéseket
követi. Ez a folyamat alulról felfelé építkező megközelítést alkalmaz, amelyben
a kockázat felelősök és a kockázati szponzorok felsorolják a területükhöz
tartozó üzleti vagy funkcionális egységekhez kapcsolódó összes releváns
kockázatot. Az ESG-témákkal kapcsolatos tudatosságuk növelése érdekében a
csoportszintű kockázatkezelés és a csoportszintű ESG-koordinációs osztály
workshopokat szervezett és segédanyagokat osztott meg az érintett kockázat
felelősökkel és kockázati szponzorokkal annak biztosítása érdekében, hogy
megfelelő figyelmet fordítsanak a függőségekből eredő környezeti, társadalmi és
irányítási kockázatokra, valamint az emberekre és a környezetre gyakorolt
azonosított hatásokra. Az így összeállt kockázati nyilvántartásból
kiválasztásra kerültek a fenntarthatósági kérdésekkel kapcsolatosak, amelyek
alapján meghatározták a csoportszintű ESG-kockázatokat. Minden egyes
ESG-kockázat esetében a különböző üzleti szegmensek és a szakosodott szakértők
által megadott egyedi kockázatok aggregálása alapján határozták meg a
valószínűséget és a pénzügyi hatást.<span>  </span>A
pénzügyi hatás értékelésénél a kapcsolódó kockázatok mérséklésére elkülönített
erőforrások, és adott esetben az EBIDTA várható csökkenése került figyelembe
vételre.</span></p>

<p class="MsoNormal" style="margin-bottom:8.0pt"><a id="_Toc173176205"><b><span style="font-size:9.0pt;line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;">Táblázat: <span>A kockázatok pénzügyi hatása</span></span></b></a><b><span style="font-size:9.0pt;line-height:1.310651;;font-family:&quot;Calibri&quot;,sans-serif;"></span></b></p>

<table class="TableGrid4" title="aebe8def-8b0c-45d6-a940-5de38b32eb05" style="border-collapse:collapse;border-spacing:0;;border:none;"><tbody>
 <tr>
  <td style="vertical-align:top;width:70.05pt;border:solid windowtext 1.0pt;&#xD;&#xA;  background:gray;padding:0cm 5.4pt 0cm 5.4pt">
  <p class="MsoNormal" style="line-height:normal"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:white;&#xD;&#xA;  ">A pénzügyi hatás nagyságrendje</span></b></p>
  </td>
  
  <td style="vertical-align:top;width:203.3pt;border:solid windowtext 1.0pt;&#xD;&#xA;  border-left:none;background:gray;padding:0cm 5.4pt 0cm 5.4pt">
  <p class="MsoNormal" style="line-height:normal"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:white;&#xD;&#xA;  ">Környezeti kockázatok</span></b></p>
  <p class="MsoNormal" style="line-height:normal"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:white;&#xD;&#xA;  ">(mennyiségi értékelés)</span></b></p>
  </td>
  
  <td style="vertical-align:top;width:226.4pt;border:solid windowtext 1.0pt;&#xD;&#xA;  border-left:none;background:gray;padding:0cm 5.4pt 0cm 5.4pt">
  <p class="MsoNormal" style="line-height:normal"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:white;&#xD;&#xA;  ">Társadalmi és irányítási kockázatok</span></b></p>
  <p class="MsoNormal" style="line-height:normal"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:white;&#xD;&#xA;  ">(Minőségi értékelés)</span></b></p>
  </td>
  
 </tr>
 <tr>
  <td style="vertical-align:top;width:70.05pt;border:solid windowtext 1.0pt;&#xD;&#xA;  border-top:none;&#xD;&#xA;  background:#F2F2F2;padding:0cm 5.4pt 0cm 5.4pt">
  <p class="MsoNormal" style="line-height:normal"><b><span style="font-family:&quot;Calibri&quot;,sans-serif;color:black;&#xD;&#xA;  ">Alacsony</span></b><b><span style="&#xD;&#xA;  font-family:&quot;Calibri&quot;,sans-serif;"></span></b></p>
  </td>
  
  <td style="vertical-align:top;width:203.3pt;border-top:none;border-left:&#xD;&#xA;  none;border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;&#xD;&#xA;  &#xD;&#xA;  padding:0cm 5.4pt 0cm 5.4pt">
  <p class="MsoNormal" style="text-align:justify;line-height:normal"><span style="font-family:&quot;Calibri&quot;,sans-serif;">A
  megelőző intézkedések és/vagy a kapcsolódó EBIDTA-veszteség költségei valószínűleg
  nem h