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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data-toggle="tab" href="#one" role="tab">Χ. 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<tr><th><strong>Αξία</strong></th><td><strong>23.476.502</strong></td></tr> <tr class="mark"><th>Όγκος</th><td>6.266.110</td></tr> <tr><th>Ανοδικές</th><td>41</td></tr> <tr class="mark"><th>Καθοδικές</th><td>43</td></tr> <tr class="mark2"><th>Αμετάβλητες</th><td>17</td></tr> <tr class="mark2"><th><strong>Αγορά</strong></th><td><em>ΑΝΟΙΚΤΗ</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>20/2/2025-11:48</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 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