ΧΡΗΜ. ΑΝΑΚΟΙΝΩΣΕΙΣ

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1]).addSize([0, 0], []).build(); var mappingSkinHformat = googletag.sizeMapping().addSize([1024, 300], [1, 1]).addSize([0, 0], []).build(); var mappingPresticial = googletag.sizeMapping().addSize([1024, 500], [1, 1]).addSize([900, 400], [1, 1]).addSize([0, 0], [1, 1]).build(); var mappingWebOver = googletag.sizeMapping().addSize([1024, 500], [1, 1]).addSize([900, 400], [1, 1]).addSize([0, 0], [1, 1]).build(); var mapping300x250top = googletag.sizeMapping().addSize([1024, 500], [[300, 600], [300, 250]]).addSize([900, 400], [[300, 600], [300, 250]]).addSize([0, 0], [[300, 600], [300, 250]]).build(); var mapping300x250topArticle = googletag.sizeMapping().addSize([0, 0], []).addSize([975, 300], [[300, 600], [300, 250]]).build(); var mapping300x250topArticleMobile = googletag.sizeMapping().addSize([992, 300], []).addSize([0, 0], [[300, 600], [300, 250]]).build(); var mapping300x250mid = googletag.sizeMapping().addSize([1024, 500], [[300, 600], [300, 250]]).addSize([900, 400], [[300, 600], 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googletag.sizeMapping().addSize([1570, 500], [[300, 250], [300, 600]]).addSize([0, 0], []).build(); var mappingMobile = googletag.sizeMapping().addSize([992, 300], []).addSize([0, 0], [1, 1]).build(); //var mapping1200x50 = googletag.sizeMapping().addSize([1280, 300], [[1200, 50], [1260, 50]]).addSize([0, 0], []).build(); googletag.defineSlot('/1052767/Euro-skin-res', [1, 1], 'responsive-skin').defineSizeMapping(mappingSkin).setCollapseEmptyDiv(true).addService(googletag.pubads()); googletag.defineSlot('/1052767/Euro-skin-H-format', [1, 1], 'skinHformat').defineSizeMapping(mappingSkinHformat).setCollapseEmptyDiv(true).addService(googletag.pubads()); googletag.defineSlot('/1052767/Euro-Presticial', [1, 1], 'prestitial').defineSizeMapping(mappingPresticial).setCollapseEmptyDiv(true).addService(googletag.pubads()); //googletag.defineSlot('/1052767/Euro-WebOver', [1, 1], 'web-over').addService(googletag.pubads()); googletag.defineSlot('/1052767/Euro-ScrollReveal', [1, 1], 'scrollreveal').addService(googletag.pubads()); googletag.defineSlot('/1052767/Euro-Billboard', [[970, 250], [728, 90]], 'euro-billboard').addService(googletag.pubads()); adSlot1 = googletag.defineSlot('/1052767/Euro-Billboard2', [[970, 250], [728, 90]], 'euro-billboard2').addService(googletag.pubads()); adSlot2 = googletag.defineSlot('/1052767/Euro-300x250_CST', [[300, 600], [300, 250]], 'euro-300x250-mid').defineSizeMapping(mapping300x250mid).setCollapseEmptyDiv(true).addService(googletag.pubads()); //ROS googletag.defineSlot('/1052767/Euro-300x250_RB', [[300, 250], [300, 600]], 'euro-300x250-top').defineSizeMapping(mapping300x250top).setCollapseEmptyDiv(true).addService(googletag.pubads()); googletag.defineSlot('/1052767/Euro-930x50', [930, 50], 'euro-930x50-home').addService(googletag.pubads()); googletag.defineSlot('/1052767/Euro-300x250-5', [[300, 250], [300, 600]], 'euro-300x250-5').setCollapseEmptyDiv(true).addService(googletag.pubads()); googletag.defineSlot('/1052767/Euro-300x250_HCB', [[300, 600], [300, 250]], 'euro-300x250-bottom').defineSizeMapping(mapping300x250bottom).setCollapseEmptyDiv(true).addService(googletag.pubads()); googletag.defineSlot('/1052767/Euro300x100a', [300, 100], 'euro300a').defineSizeMapping(mapping300x100a).setCollapseEmptyDiv(true).addService(googletag.pubads()); //googletag.defineSlot('/1052767/Euro300x100b', [300, 100], 'euro300b').defineSizeMapping(mapping300x100b).setCollapseEmptyDiv(true).setTargeting('test', 'lazyload').addService(googletag.pubads()); //googletag.defineSlot('/1052767/Euro300x100c', [300, 100], 'euro300c').defineSizeMapping(mapping300x100c).setCollapseEmptyDiv(true).setTargeting('test', 'lazyload').addService(googletag.pubads()); googletag.defineSlot('/1052767/Euro-List_Ros', [[300, 600], [300, 250]], 'div-gpt-ad-1365513658405-12').setCollapseEmptyDiv(true).addService(googletag.pubads()); //googletag.defineSlot('/1052767/Euro-690x35', [930, 50], 'div-gpt-ad-1368538884168-3').setTargeting('test', 'lazyload').addService(googletag.pubads()); //googletag.defineSlot('/1052767/Euro-300x110_R', [300, 110], 'div-gpt-ad-1365513658405-4').setTargeting('test', 'lazyload').addService(googletag.pubads()); //googletag.defineSlot('/1052767/Euro-150x27', [150, 27], 'nbg').setTargeting('test', 'lazyload').addService(googletag.pubads()); googletag.defineSlot('/1052767/Euro-Anchor', [[320, 50], [300, 100]], 'euro-Anchor').defineSizeMapping(mappingAnchor).setCollapseEmptyDiv(true).addService(googletag.pubads()); adSlot3 = googletag.defineSlot('/1052767/euro-300x250-floating', [[300, 250], [300, 600]], 'euro-300x250-floating').defineSizeMapping(mapping300x250floating).setCollapseEmptyDiv(true).addService(googletag.pubads()); googletag.defineSlot('/1052767/Phaistos/PhaistosE2D_MobileScroller', [1, 1], 'PhaistosE2D_MobileScroller').defineSizeMapping(mappingMobile).setCollapseEmptyDiv(true).addService(googletag.pubads()); googletag.defineSlot('/1052767/Phaistos/PhaistosE2D_MobileWeboverPrestitial', [1, 1], 'PhaistosE2D_MobileWeboverPrestitial').defineSizeMapping(mappingMobile).setCollapseEmptyDiv(true).addService(googletag.pubads()); googletag.defineSlot('/1052767/Phaistos/PhaistosE2D_MobileWidget', [1, 1], 'PhaistosE2D_MobileWidget').defineSizeMapping(mappingMobile).setCollapseEmptyDiv(true).addService(googletag.pubads()); googletag.defineSlot('/1052767/Euro-1200x50', [[1200, 50], [1260, 50]], 'euro-1200x50').setCollapseEmptyDiv(true).addService(googletag.pubads()); googletag.defineSlot('/1052767/Euro-300x100-6', [300, 100], 'euro-300x100-6').setCollapseEmptyDiv(true).addService(googletag.pubads()); googletag.pubads().setTargeting('euro2day', 'sofokleous');googletag.pubads().setTargeting('urle2d', '/AseMarketAnnouncements.aspx'); googletag.pubads().setTargeting('selected', ['true']); googletag.pubads().collapseEmptyDivs(); googletag.pubads().enableLazyLoad({ // Fetch slots within 5 viewports. 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ΑΘΗΝΩΝ</a></li> <li role="presentation"><a aria-controls="two" data-toggle="tab" href="#two" role="tab">ΔΙΕΘΝΕΙΣ</a></li> </ul> <div class="tab-content"> <div class="tab-pane active" id="one" role="tabpanel"> <div class="row"> <div class="col-xs-7"> <table class="table-data"> <tbody> <tr class=""><th><a href="/IndicesDetail.aspx?i=48">Γ. Δείκτης</a></th><td>1.615,02</td><td class="up">+0,67% <i class="fa fa-arrow-up"></i></td></tr> <tr class="mark"><th><a href="/IndicesDetail.aspx?i=2">Large Cap</a></th><td>3.948,30</td><td class="up">+0,61% <i class="fa fa-arrow-up"></i></td></tr> <tr class=""><th><a href="/IndicesDetail.aspx?i=43">Banks</a></th><td>1.462,48</td><td class="up">+0,73% <i class="fa fa-arrow-up"></i></td></tr> <tr class="mark"><th><a href="/IndicesDetail.aspx?i=47">Mid Cap</a></th><td>2.558,08</td><td class="up">+0,20% <i class="fa fa-arrow-up"></i></td></tr> <tr class=""><th><a href="/IndicesDetail.aspx?i=62">FTSE DIV</a></th><td>4.322,26</td><td class="up">+0,18% <i class="fa fa-arrow-up"></i></td></tr> <tr class="mark"><th><a href="/IndicesDetail.aspx?i=252">ATHEX ESG</a></th><td>1.859,05</td><td class="up">+0,66% <i class="fa fa-arrow-up"></i></td></tr> </tbody> </table> </div> <div class="col-xs-5"> <table class="table-data"> <tbody> <tr><th><strong>Αξία</strong></th><td><strong>97.468.027</strong></td></tr> <tr class="mark"><th>Όγκος</th><td>23.530.960</td></tr> <tr><th>Ανοδικές</th><td>63</td></tr> <tr class="mark"><th>Καθοδικές</th><td>46</td></tr> <tr class="mark2"><th>Αμετάβλητες</th><td>14</td></tr> <tr class="mark2"><th><strong>Αγορά</strong></th><td><em>ΚΛΕΙΣΤΗ</em></td></tr> </tbody> </table> </div> </div> <div class="bottom-info"> <a href="http://www.inbroker.gr" target="_blank" class="pull-right"> <img src="https://static.euro2day.gr/images/txt-powered-by.gif"></a> <span>Realtime Data <em>17/2/2025-17:25</em></span> </div> </div> <div class="tab-pane" id="two" role="tabpanel"> <div class="row"> <div class="col-xs-6 p-right"> <table class="table-data"> <tbody> <tr class=""><th>DJI</th><td>44.748</td><td class="down">-0,28% <i class="fa fa-arrow-down"></i></td></tr> <tr class="mark"><th>S&P-500</th><td>6.084</td><td class="up">+0,36% <i class="fa fa-arrow-up"></i></td></tr> <tr class=""><th>NASDAQ</th><td>19.792</td><td class="up">+0,51% <i class="fa fa-arrow-up"></i></td></tr> <tr class="mark"><th>FTSE-100</th><td>8.727</td><td class="up">+1,21% <i class="fa fa-arrow-up"></i></td></tr> <tr class=""><th>CAC-40</th><td>8.008</td><td class="up">+1,47% <i class="fa fa-arrow-up"></i></td></tr> <tr class="mark"><th>NIKKEI</th><td>39.067</td><td class="up">+0,61% <i class="fa fa-arrow-up"></i></td></tr> </tbody> </table> </div> <div class="col-xs-6 p-left"> <table class="table-data"> <tbody> <tr class=""><th>EUR/USD</th><td>1,04</td><td class="down">-0,17% <i class="fa fa-arrow-down"></i></td></tr> <tr class="mark"><th>EUR/GBP</th><td>0,83</td><td class="up">+0,38% <i class="fa fa-arrow-up"></i></td></tr> <tr class=""><th>EUR/CHF</th><td>0,94</td><td class="up">+0,17% <i class="fa fa-arrow-up"></i></td></tr> <tr class="mark"><th>USD/JPY</th><td>151,46</td><td class="down">-0,74% <i class="fa fa-arrow-down"></i></td></tr> <tr class=""><th>GOLD</th><td>2.856,20</td><td class="down">-0,44% <i class="fa fa-arrow-down"></i></td></tr> <tr class="mark"><th>BRENT</th><td>74,24</td><td class="down">-0,50% <i class="fa fa-arrow-down"></i></td></tr> </tbody> </table> </div> </div> <div class="bottom-info"> <a href="http://www.inbroker.gr" target="_blank" class="pull-right"> <img src="https://static.euro2day.gr/images/txt-powered-by.gif"></a> <span>Delayed Data</span> </div> </div> </div> </div> <div class="col-md-12 col-sm-6 col-btm-20"> <div class="bnrinner"> <div id="euro-300x250-top"> <script type="text/javascript"> googletag.cmd.push(function() { googletag.display("euro-300x250-top"); }); </script> </div> </div> </div> </div> <div class="row"> <div class="col-md-12 col-sm-6 popular"> <ul class="nav nav-tabs"> <li class="active"><a data-toggle="tab" href="#popOne">ΔΗΜΟΦΙΛΗ</a></li> <li><a data-toggle="tab" href="#popTwo">ΣΧΟΛΙΑΣΜΕΝΑ</a></li> </ul> <div class="tab-content mb20"> <div class="tab-pane active" 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button.class = "1" } else { tbxPassword.type = "password"; button.class = "2" } } </script> </div> </div> </div>  <div class="modal fade" id="GdprModal" tabindex="-1" role="dialog" aria-labelledby="GdprLabel"> <div class="modal-dialog modal-lg" role="document"> <div class="modal-content"> <div class="modal-header"> <h4 class="modal-title" id="LearnLabel">Επικαιροποίηση επικοινωνίας</h4> </div> <div class="modal-body"> <div class="formgrid"> <div class="row"> <div class="col-sm-12 text-center"> <p>Αγαπητοί φίλοι,</p> <p>Στο Euro2day.gr θέλουμε η επικοινωνία μας να είναι αυτή που έχετε επιλέξει.</p> <p>Σεβόμενοι τις αλλαγές στην Ευρωπαϊκή Νομοθεσία* αλλά και με γνώμονα τη συνεχή προσπάθεια για παροχή των βέλτιστων δυνατών υπηρεσιών, έχετε τον απόλυτο έλεγχο των ενημερώσεων που λαμβάνετε και μπορείτε να τις αλλάξετε ανά πάσα στιγμή.</p> <p><a href="/members/reconsent.aspx" class="btn btn-lg btn-danger"><strong>Μείνετε μαζί μας</strong><br /><span>Ορίστε εδώ τον τρόπο που θέλετε να επικοινωνούμε</span></a></p> <hr /> <p>Μην ξεχνάτε ότι η εγγραφή σας σας δίνει τρία βασικά πλεονεκτήματα:</p> <div class="row"> <div class="col-sm-4 text-center"> <i class="fa fa-bell fa-xl" aria-hidden="true"></i><br>Alerts </div> <div class="col-sm-4 text-center"> <i class="fa fa-area-chart fa-xl" aria-hidden="true"></i><br>My Stocks </div> <div class="col-sm-4 text-center"> <i class="fa fa-envelope fa-xl" aria-hidden="true"></i><br>Newsletters </div> </div> <hr /> <p>Ευχαριστούμε για την προτίμησή σας.</p> <p class="small">*Το GDPR είναι ο νέος Ευρωπαϊκός Κανονισμός περί Προστασίας Δεδομένων Προσωπικού Χαρακτήρα (EE 2016/679) που τίθενται σε ισχύ από τις 25 Μαΐου 2018 για όσες εταιρείες τηρούν βάσεις δεδομένων. Τηρώντας λοιπόν, τους κανόνες εμπιστευτικότητας και απορρήτου, σύμφωνα με τη γενική Δήλωση Απορρήτου και Προστασίας Δεδομένων Προσωπικού Χαρακτήρα πρέπει να έχουμε την ρητή συγκατάθεσή σας ώστε να τηρούμε τα στοιχεία με σκοπό την επικοινωνία μαζί σας.</p> <p><a href="/members/delete.aspx?type=3" class="btn btn-lg btn-default">Θέλετε να διαγράψετε το λογαριασμό σας; Κάντε κλικ εδώ.</a></p> </div> </div> </div> </div> </div> </div> </div>  <div class="modal fade" id="LearnTicker" tabindex="-1" role="dialog" aria-labelledby="LearnLabel"> <div class="modal-dialog" role="document"> <div class="modal-content"> </div> </div> </div> <script src="https://static.euro2day.gr/js/jquery.min.js"></script> <script src="https://static.euro2day.gr/js/bootstrap.min.js"></script> <script src="https://static.euro2day.gr/js/jquery.stickit.min.js"></script> <script type="text/javascript" src="https://static.euro2day.gr/js/moment.min.js"></script> <script type="text/javascript" src="https://static.euro2day.gr/js/daterangepicker.min.js"></script> <script src="https://static.euro2day.gr/js/global.min.js?v=3"></script>  <script type="text/javascript" src="https://ws.sharethis.com/button/buttons.js"></script> <script type="text/javascript"> stLight.options({ publisher: "9dd9d9c9-fc1a-44cf-b960-86e2d99b2e08", doNotHash: true, doNotCopy: false, hashAddressBar: false, shorten: false });</script> <link href="https://static.euro2day.gr/css/st-buttons.css" rel="stylesheet"> <script type="text/javascript" src="https://static.euro2day.gr/js/jquery-cookie.min.js"></script> <script src="https://static.euro2day.gr/js/select2.full.min.js"></script> <script src="https://static.euro2day.gr/js/onload.js?v=1.86"></script> <script async src="https://platform.twitter.com/widgets.js" charset="utf-8"></script> <script async src="https://www.instagram.com/embed.js"></script> <script src="https://www.tiktok.com/embed.js" defer="defer"></script> <div id="AnchorContainer"><a href="javascript:;" onclick="document.getElementById('AnchorContainer').style.display='none';">v</a><div id="euro-Anchor"><script>googletag.cmd.push(function () { googletag.display('euro-Anchor'); });</script></div></div> <script type="text/javascript"> var adBlockEnabled = false; var testAd = document.createElement('div'); testAd.innerHTML = ' '; testAd.className = 'dfp-ad'; document.body.appendChild(testAd); window.setTimeout(function () { if (testAd.offsetHeight === 0) { adBlockEnabled = true; } testAd.remove(); gtag('event', 'adblock_' + adBlockEnabled + ''); }, 10); </script> </form> <script type="text/javascript"> $.fn.select2.amd.require(['select2/compat/matcher'], function (oldMatcher) { $("#cpContent_ddlCode").select2({ matcher: oldMatcher(matchStart) }) }); </script> <div id="floating300"><div id="euro-300x250-floating"><script type='text/javascript'>googletag.cmd.push(function () { googletag.display('euro-300x250-floating'); });</script></div></div> <script> var targetSlot = 'euro-300x250-floating'; googletag.pubads().addEventListener('slotRenderEnded', function (event) { var slot = event.slot; //console.group('Slot', slot.getSlotElementId(), 'finished rendering.'); //console.log('Is empty?:', event.isEmpty); 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