1.0ForDerma.grhttps://forderma.gr/en/rich600338<blockquote class="wp-embedded-content"><a href="https://forderma.gr/en/nlu-vs-nlp-2/">nlu vs nlp</a></blockquote> <script> <!--//--><![CDATA[//><!-- /*! This file is auto-generated */ !function(c,d){"use strict";var e=!1,n=!1;if(d.querySelector)if(c.addEventListener)e=!0;if(c.wp=c.wp||{},!c.wp.receiveEmbedMessage)if(c.wp.receiveEmbedMessage=function(e){var t=e.data;if(t)if(t.secret||t.message||t.value)if(!/[^a-zA-Z0-9]/.test(t.secret)){for(var r,a,i,s=d.querySelectorAll('iframe[data-secret="'+t.secret+'"]'),n=d.querySelectorAll('blockquote[data-secret="'+t.secret+'"]'),o=0;o<n.length;o++)n[o].style.display="none";for(o=0;o<s.length;o++)if(r=s[o],e.source===r.contentWindow){if(r.removeAttribute("style"),"height"===t.message){if(1e3<(i=parseInt(t.value,10)))i=1e3;else if(~~i<200)i=200;r.height=i}if("link"===t.message)if(a=d.createElement("a"),i=d.createElement("a"),a.href=r.getAttribute("src"),i.href=t.value,i.host===a.host)if(d.activeElement===r)c.top.location.href=t.value}}},e)c.addEventListener("message",c.wp.receiveEmbedMessage,!1),d.addEventListener("DOMContentLoaded",t,!1),c.addEventListener("load",t,!1);function t(){if(!n){n=!0;for(var e,t,r=-1!==navigator.appVersion.indexOf("MSIE 10"),a=!!navigator.userAgent.match(/Trident.*rv:11\./),i=d.querySelectorAll("iframe.wp-embedded-content"),s=0;s<i.length;s++){if(!(e=i[s]).getAttribute("data-secret"))t=Math.random().toString(36).substr(2,10),e.src+="#?secret="+t,e.setAttribute("data-secret",t);if(r||a)(t=e.cloneNode(!0)).removeAttribute("security"),e.parentNode.replaceChild(t,e)}}}}(window,document); //--><!]]> </script><iframe sandbox="allow-scripts" security="restricted" src="https://forderma.gr/en/nlu-vs-nlp-2/embed/" width="600" height="338" title="“nlu vs nlp” — ForDerma.gr" frameborder="0" marginwidth="0" marginheight="0" scrolling="no" class="wp-embedded-content"></iframe>Διάβασε εδώ όλα τα άρθρα μας για την περιποίηση και θεραπεία του δέρματος, tips και άλλα ενδιαφέροντα άρθρα για τα πολύτιμα συστατικά που χρησιμοποιούμεdata:image/jpeg;base64,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