diff --git a/assets/font/demo_index.html b/assets/font/demo_index.html
index 81e48d0b..0c3d3716 100644
--- a/assets/font/demo_index.html
+++ b/assets/font/demo_index.html
@@ -318,6 +318,12 @@
                 <div class="code-name">&amp;#xe684;</div>
               </li>
           
+            <li class="dib">
+              <span class="icon iconfont">&#xe664;</span>
+                <div class="name">timer</div>
+                <div class="code-name">&amp;#xe664;</div>
+              </li>
+          
             <li class="dib">
               <span class="icon iconfont">&#xe693;</span>
                 <div class="name">researchgate</div>
@@ -872,6 +878,15 @@
             </div>
           </li>
           
+          <li class="dib">
+            <span class="icon iconfont icon-timer"></span>
+            <div class="name">
+              timer
+            </div>
+            <div class="code-name">.icon-timer
+            </div>
+          </li>
+          
           <li class="dib">
             <span class="icon iconfont icon-researchgate"></span>
             <div class="name">
@@ -1393,6 +1408,14 @@
                 <div class="code-name">#icon-sun</div>
             </li>
           
+            <li class="dib">
+                <svg class="icon svg-icon" aria-hidden="true">
+                  <use xlink:href="#icon-timer"></use>
+                </svg>
+                <div class="name">timer</div>
+                <div class="code-name">#icon-timer</div>
+            </li>
+          
             <li class="dib">
                 <svg class="icon svg-icon" aria-hidden="true">
                   <use xlink:href="#icon-researchgate"></use>
diff --git a/assets/font/iconfont.css b/assets/font/iconfont.css
index 33001536..5a0abc6d 100644
--- a/assets/font/iconfont.css
+++ b/assets/font/iconfont.css
@@ -1,10 +1,10 @@
 @font-face {font-family: "iconfont";
-  src: url('iconfont.eot?t=1553419044775'); /* IE9 */
-  src: url('iconfont.eot?t=1553419044775#iefix') format('embedded-opentype'), /* IE6-IE8 */
-  url('data:application/x-font-woff2;charset=utf-8;base64,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') format('woff2'),
-  url('iconfont.woff?t=1553419044775') format('woff'),
-  url('iconfont.ttf?t=1553419044775') format('truetype'), /* chrome, firefox, opera, Safari, Android, iOS 4.2+ */
-  url('iconfont.svg?t=1553419044775#iconfont') format('svg'); /* iOS 4.1- */
+  src: url('iconfont.eot?t=1553450864757'); /* IE9 */
+  src: url('iconfont.eot?t=1553450864757#iefix') format('embedded-opentype'), /* IE6-IE8 */
+  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') format('woff2'),
+  url('iconfont.woff?t=1553450864757') format('woff'),
+  url('iconfont.ttf?t=1553450864757') format('truetype'), /* chrome, firefox, opera, Safari, Android, iOS 4.2+ */
+  url('iconfont.svg?t=1553450864757#iconfont') format('svg'); /* iOS 4.1- */
 }
 
 .iconfont {
@@ -207,6 +207,10 @@
   content: "\e684";
 }
 
+.icon-timer:before {
+  content: "\e664";
+}
+
 .icon-researchgate:before {
   content: "\e693";
 }
diff --git a/assets/font/iconfont.eot b/assets/font/iconfont.eot
index 2cc3e268..67fc843b 100644
Binary files a/assets/font/iconfont.eot and b/assets/font/iconfont.eot differ
diff --git a/assets/font/iconfont.js b/assets/font/iconfont.js
index 01fcafd4..e34671f0 100644
--- a/assets/font/iconfont.js
+++ b/assets/font/iconfont.js
@@ -1 +1 @@
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diff --git a/assets/font/iconfont.svg b/assets/font/iconfont.svg
index 6e0c89cf..473d7199 100644
--- a/assets/font/iconfont.svg
+++ b/assets/font/iconfont.svg
@@ -164,6 +164,9 @@ Created by iconfont
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diff --git a/assets/font/iconfont.ttf b/assets/font/iconfont.ttf
index b60e5d47..6d75545d 100644
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diff --git a/assets/font/iconfont.woff b/assets/font/iconfont.woff
index 2cc38886..c0047808 100644
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diff --git a/assets/font/iconfont.woff2 b/assets/font/iconfont.woff2
index 94452a45..a16a19e4 100644
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diff --git a/layouts/_default/single.html b/layouts/_default/single.html
index 610b7c9c..8a8168eb 100644
--- a/layouts/_default/single.html
+++ b/layouts/_default/single.html
@@ -20,7 +20,8 @@
                         {{ end }}
                 </span>
                 {{- end }}
-                &nbsp;&nbsp;{{.ReadingTime }} min
+                <i class="iconfont icon-timer"></i>
+                {{.ReadingTime }} min
         </div>
     </header>
     <div class="post-content">
@@ -108,4 +109,3 @@
     </div>
 </article>
 {{- end }}
-