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发表于 2017-1-5 09:13:16 | 显示全部楼层 |阅读模式
<!DOCTYPE html><html><head><title>欢迎使用马克飞象</title><meta charset='utf-8'><link href='https://dn-maxiang.qbox.me/res-min/themes/marxico.css' rel='stylesheet'><style></style></head><body><div id='preview-contents' class='note-content'>
                        
                    



<h1 id="欢迎使用马克飞象">欢迎使用马克飞象</h1>

<p></p>

<p><strong>马克飞象</strong>是一款专为印象笔记(Evernote)打造的Markdown编辑器,通过精心的设计与技术实现,配合印象笔记强大的存储和同步功能,带来前所未有的书写体验。特点概述:</p>

<ul><li><strong>功能丰富</strong> :支持高亮代码块、<em>LaTeX</em> 公式、流程图,本地图片以及附件上传,甚至截图粘贴,工作学习好帮手;</li>
<li><strong>得心应手</strong> :简洁高效的编辑器,提供<a href="http://maxiang.info/client_zh" target="_blank">桌面客户端</a>以及<a href="https://chrome.google.com/webstore/detail/kidnkfckhbdkfgbicccmdggmpgogehop" target="_blank">离线Chrome App</a>,支持移动端 Web;</li>
</ul>



<h2 id="深度整合-支持选择笔记本和添加标签支持从印象笔记跳转编辑轻松管理">- <strong>深度整合</strong> :支持选择笔记本和添加标签,支持从印象笔记跳转编辑,轻松管理。</h2>



<p><img longdesc="./1483578975652.png" alt="Alt text" title="" type="image/png" 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" class=""></p>

<div><div class="toc"><div class="toc">
<ul>
<li><a href="#欢迎使用马克飞象">欢迎使用马克飞象</a><ul>
<li><a href="#深度整合-支持选择笔记本和添加标签支持从印象笔记跳转编辑轻松管理">- 深度整合 :支持选择笔记本和添加标签,支持从印象笔记跳转编辑,轻松管理。</a></li>
<li><a href="#markdown简介">Markdown简介</a><ul>
<li><a href="#代码块">代码块</a></li>
<li><a href="#latex-公式">LaTeX 公式</a></li>
<li><a href="#表格">表格</a></li>
<li><a href="#流程图">流程图</a></li>
<li><a href="#复选框">复选框</a></li>
</ul>
</li>
<li><a href="#印象笔记相关">印象笔记相关</a><ul>
<li><a href="#笔记本和标签">笔记本和标签</a></li>
<li><a href="#笔记标题">笔记标题</a></li>
<li><a href="#快捷编辑">快捷编辑</a></li>
<li><a href="#数据同步">数据同步</a></li>
<li><a href="#离线存储">离线存储</a></li>
</ul>
</li>
<li><a href="#编辑器相关">编辑器相关</a><ul>
<li><a href="#设置">设置</a></li>
<li><a href="#快捷键">快捷键</a></li>
</ul>
</li>
<li><a href="#关于收费">关于收费</a></li>
<li><a href="#反馈与建议">反馈与建议</a></li>
</ul>
</li>
</ul>
</div>
</div>
</div>

<h2 id="markdown简介">Markdown简介</h2>

<blockquote>
  <p>Markdown 是一种轻量级标记语言,它允许人们使用易读易写的纯文本格式编写文档,然后转换成格式丰富的HTML页面。    —— <a href="https://zh.wikipedia.org/wiki/Markdown" target="_blank">维基百科</a></p>
</blockquote>

<p>正如您在阅读的这份文档,它使用简单的符号标识不同的标题,将某些文字标记为<strong>粗体</strong>或者<em>斜体</em>,创建一个<a href="http://www.example.com" target="_blank">链接</a>或一个脚注<a href="#fn:demo" id="fnref:demo" title="See footnote" class="footnote">1</a>。下面列举了几个高级功能,更多语法请按<code>Ctrl + /</code>查看帮助。 </p>



<h3 id="代码块">代码块</h3>



<pre class="prettyprint hljs-dark"><code class="language-python hljs"><span class="hljs-decorator">@requires_authorization</span><br><span class="hljs-function"><span class="hljs-keyword">def</span> <span class="hljs-title">somefunc</span><span class="hljs-params">(param1=<span class="hljs-string">''</span>, param2=<span class="hljs-number">0</span>)</span>:</span><br>    <span class="hljs-string">'''A docstring'''</span><br>    <span class="hljs-keyword">if</span> param1 &gt; param2: <span class="hljs-comment"># interesting</span><br>        <span class="hljs-keyword">print</span> <span class="hljs-string">'Greater'</span><br>    <span class="hljs-keyword">return</span> (param2 - param1 + <span class="hljs-number">1</span>) <span class="hljs-keyword">or</span> <span class="hljs-keyword">None</span><br><span class="hljs-class"><span class="hljs-keyword">class</span> <span class="hljs-title">SomeClass</span>:</span><br>    <span class="hljs-keyword">pass</span><br><span class="hljs-prompt">&gt;&gt;&gt; </span>message = <span class="hljs-string">'''interpreter<br><span class="hljs-prompt">... </span>prompt'''</span><br></code></pre>



<h3 id="latex-公式">LaTeX 公式</h3>

<p>可以创建行内公式,例如 <span class="" rel="a5b96bf2d8bd9059bb958841ba3f2beb"><span class="MathJax_SVG" id="MathJax-Element-1-Frame" role="textbox" aria-readonly="true" style="font-size: 100%; display: inline-block;"><span><img type="image/png" width="185" height="17" longdesc="__SVG__undefined" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAXIAAAAiCAYAAABC3VJKAAAUaklEQVR4Xu3dA7A0zZIG4Peubeuu7Vjbtm3b9t61HWvE2rZt27bt3Xi+qIyo23ea0zNn5vwnI/6I/zvTXV2VXfVW5puZ1ffLzcuDJ/mfnbtxvyT/t3Ob19rcKfR7rboY9vtuntyWN3kfH4eJ/LhJHn1HPfxLkt9b2N5LJHmsJF+88Pqll713ki9L8vtLb7il171okidM8gW3dHzHDOsJkrx1km9N8iMTDT1DkpdP8pFJ/nfjA18xyesm+Ywk37exjXPd9phJHrs97NeT/PfGBz9lkodK8o9J/nBjG7fttqcfDOi/kvzGhkE+clvXcBbeBpB/UZIXaj9saPNBbvHytfcXE409dJL3S/IWSd44ybcfsUiGjzF5LDqL5wOSfMkeg7qyNljhxv5WSd60gdVWELqyoc929/EbqL5WkmdO8k5JPnnkLuvjiZN8T5KfacD/17NPeOALnjHJDyV5pCT/kOTlkvzwyjbOefnHJnnX9sAPSfKBGx7+/El+sN33A0leZMf1vaE7F3ELEP/Fhrl9h+j641f28IMbfr5vw7p7QP4ISezCwNeLY6mU/GaSn03yYAcehLqov9t9n6ld8wtJXjbJn4x07hGTfGOSJ0+iIzaSU8inJHmDJO+W5LNP8YALbfPhknx1kudJ8s5JPv9C+3nubvE8Xz/JazcA93xz+B2SfOpMZ8ztD0vCEnqzlVbUuyf56K79D22b7LnHv/R5T5Xkpxsu2MBeOck/Lb25XWfOvVH7/1dL8jUr77+Nl/PsYOOfJ/mbJA/R2JB/bkYnQ2GpvFebj+bWvU0AkPfy5Ules/3BJH+PJHboOUHNsK4/PMnPJ3mFJH904CabxjckefYkb3dCEK9Hf2KSd0xiwEvGMTfOS/8diH9T0+/bJ/nCS+/wGfrHOzEHXjUJV5a8YDfHlwC5y4G5DdKaQVn9wcK+M47ev7vWGrOZXKrwaL8uycu0DrKu13gQPJ7vb4ba7yRx/59d6mDP2K8C8q9qnt1/JHnbJB+V5Meap/a3C/szC+QeYgclgPw9k3zMwsYfslEkj5rkVQ7w0yzxr29uloU15s4ufNyiyyw6C+elmuV1m4HtYZN8S5IXbpa4TexOEvOSkfFtSf44yXN2bv9Si7z0yABhpf5S482XLDweYb+GLh3IjRUd9zlt0Dxbm91SefUkX9ku5ukwKO4kKSD/08ZYsM4xGnTFyIBN5cXM6WsWyE2y12hWx1og93B84yd0u3Hfoc9rfDiLkbu2d6bK2ODv33Y8HPErNbdxTlHX+PvnJnmTRlvZjMv6vMaxnLLPT53kV7s5vtQirz7hJ8UfLEA8+1x2VK2Jup9x1FMtpxzr1rYFyL+3rePfTvJ8MzGveg7vx/p+6faHF2jxga39OOV9j9OCuk/a4oOH6OPh89Ehn57kXzd0rICccfnjSV6yBYJRfowMHh/azjqek1kg/4okdtRKy1pjkXv4s7agEJ4Nv17yhi1zAtfGOv7RuZ7u/HtRLCxWIPfvO7d/080J7Io1eG/iE4Jrd3JYA0+b5JePAPLHa8FjC48FNeflCfSx4ksA+yddwcuR6WTdEh42umVOniKJ4CZwAlbWugDvJcmTJQGEYoLidGvEpv0sjetec59rC8hhIHaCfhlexEYpe8pvjM2fmmn85EBux5Ip8ZmdRSi98LuSiN5/c3NJ1yrh2OufpKWYmWBLFt+xzzvn/agsi8dEObe3c85x7vWsY4FcP1AlKJOfa2D1lxOdk62AiilBzwgmXrqg6FjlBIhb13OCMn2fdtElBnUF/8XL4MAW2QPIrVEsAUNAxl6lBhcFt4QvPzmQH1IO5VV6De4NxbJUHiYJoGJB/93gpidK4nd5qiLBUyLdUeSctco6YpX//dJOXPh1qDCeFMEFr8nQob9HabnCw7Q67jXenZVwm4JVewA5C6q8nndpdOLYNOG6y1PnyhPP/7ULn1O6J4EB6Dx3s6rlgs+lsMp+47HIxHi2mewesQtZQIKreONe6Eq6pnW/Vw56bb71HHMaaArkCjwyQufENWoB/m3uwgO/l0WOkmPoSvqwtiSGyFjhTYtRLuHLzw7kXsbXtii/Tsvb/d0JJQBtebsi3SwZOydAoWxZLkRUXDYNt03aI5pGLiZXbkrkrbMSCCpCCuS1Sx/gNJYhpTUcn4XDO6FfE4t+pZvSneIYohhEQRWek37p3r/XZC5csl73AHIgxyBgVZl/DIQxwwAoqZNwLb5Zxste4HRqPRclufY5aAJxsP/sbjRXURmoCRSs/wf6dIHOFdNxDTqXN4BfR8/K+Kng6dp+1PXwoc9aE8h9wIrMo63P7e/rgRwrAM9sLjYTaw0F1c+VKb787EAOjE10nJBkeHyhHMpDItggQm5RcD16qaAJK/y7k+DievEM6VJTfJyJZVMh+OTi/9a+JM9mTewpf5XEf2tF4A6fJq1TFFwAZaoQi34BydMMHlQbm4UljmDD7YVFyXJYkqWxdgznvn4PIGeZqRyuDK+pFD3GzHckea4Fa+Dcuph73tM1oLF+0UeKfMaCu9Z6zatDIORvANWc7eWDkgggW//WNhDvheX8vCuqxYdjoncbKSOGqF2RJn1uGQI5L6AscHn3xZcbq+Anwxdm/eSBjp4dyLmdH9c6wv1/vZmSX4Bk4qMIqqLMBvBizRI3cAVKUhcBC8ucyF0HYlNcJeuyymF/qwU7hi7d3MtlzeL5gcGesjV2gJOsNEMehhqAqUAu/VqUb9npt3J9H62lh9KR3FYbowlDcMEqEtfqa08d7dXWHkCuL+a1+U1Qh1UNOexnD/reMypsi2u+1/jXtNN7fIAFzfIrBxrgxdmsyutgsA3rSNCbPG7WOGOBoGCeoxUPlpEl6w3dUv92nQ1CxfgWQakK1hIZITaUm5AhkFunvQUOyKt4rzwIBqrjIYYG1NmBvM9Lp9CyYOYUKb3LLk0EA7j2JoqgXuW0ck1YmEQBAqrFLjcmQFgbZc2bdDaJNYLvVBTCPdxTTFrc2FqplE730S8XdS4dzrX9BsA7MXEEtkq/2lAFWVW3rAKW0pa0q7VjOvX1ewE5I8KGR1AJsg3GUj5RA97NmjVwaj0sbZ9RhdMlsm1k3Qyl93bn8qEZBLh3Ys7BBGctiddYAygq76g2DB6m9bYlTiNDRSwDhcjYQ2HMxdOW6mXtdYeAXBt9xkrPl8MZG9AhfZ4VyFl/AOrF24i/tJ1xMaeAPjDpWgsAqKBkyv3w994iEuAz4abE7mfBFQjbEGojmOtT/c5bwGuxXvcUwQ7nw6wRemJhOIyJcPVfZ0EDw1xfkXPeDEvdIivh8pZXtES/Cx59EZfsBeTmT6URAgmGxBitZeF9xAQQXoRiRjrBAGIZWj/4XBbikB7trd65+BNvuoqEeJOSFdAJQMv/k96IQLd45paUYXO7kitw5DJWbkrGgFx/+oyV4st7L2dIVZ0VyIEdS9kAiIlcqUlTyhTsNGFMHMEhlIxTEg2wJhAQY+XYwciSPNc+DdI911CYMaUnmwruuk5Uo486XmHqPsFNJ/AJNrFOBH7oj8Vd1BSwV4VbwN6nSS1dCPoCBPYSlppF2QfQtrR9CiBH1dkMx079rKKgLQckbRnj3vdMAfUSoK/+9MkP/sbTZoAx1vqzRlBVst0IqqUorLXjcj5OYY4NRGXvMYLyYfzVhrOmrSkg7zNWMBDWGxnjy88K5IDzO7vDtLiiS8r9ezdNvq0AJ7cVuJf0YA+McHdzR9Y+Rss0kM9OvFgUw7WKjZJrWoeVLfV4+vxglIn35MwH3krJEOy5f7j0pWJi8sa8t71EEY8zUo4NuO4F5KzK/pgJQbyxI0kFmFmWSwyOvfS1ZztT1MkS6qX60h/IJUhfHm5fzVjnMeHZiXdeJymuHRMjUExiL9kjj5zBJWtl6GGs4cvPDuRVCESRS6PFdrxKNXQwESvMwUO99BNL4AS3NsWPu1eghSVawMcSffO93vANtDP0eExaJeNz0qeUscDxn2ISvfRgT2cyidYE6AC5PFku8V4i99qGcilA/jZJPq0b3BSQs8bEY7bEZfbS3zHt9G4+rtp5NYKZS4Oh9ez+DBdWLXwYxs366tBjD92q2MQxY+/vPSWQe07Pl6OoqnCsPKLiy88K5H3FoU4uiRgrTpF6I2WI4OZQKkNXpgf7pWcmK1ZgFZVFzq1by0vrkzQm1MOeAiTXAKVns1yMx6IiS6iVobWD22UtDsGxB/utri1Pis73EhkO8oqXBHOnnrmXRd5z5PoGpMdqJATdbIg2yDWezV6626OdntsuzrZPT1yy4Que47+JDCjANaSjxMHKQt+aBFDj7QPSMrXM92PEugeuW84xmqJW+j71fLnMMZSijRS7AbsYn9gFtNHoMbbHnrXSd2jIYy8Jxkkz4u4DHMLyxtX2AkjlhRbYLz1mE6hQRuVI4+DWnhBIoXbFrSW+Y5MIbbSkBLq/X94tnZbruMQi760dbfF8eqvS3x6+FUvt4does2hOde9eQN5nTUnP5H2MncHPqDHXgP+lnT2yVM9lLQqK84LRRA7/KnoSUH7WRGM9GLlMsgLQGkp/xstc1exc33vPfSpFdK6dPX5fCuRjfLnvC8A9aaBSjVFaZwFyg+93cbsrN2rKorLb1GSwe8p4GZaO90Uw3FXXTOWP10tgIXL3C8hZR4Kxa0T6oZRKubB7ylbLQ3UayopIV3LO9dSnuXprR4AO/zhM6xIExUnarI51bffU0V5t7QXk/fG0YhUC7/c+uzUiDJs5+m+vMZ6iHQDuzBUeHDCRgAAcxafEqQDN1CceeSxlEbtfCX9/sJ4+szStUW1VjvkxxxmoCleBy4DhAfBejw14btXtUiDXfs+X98eaVH45g8H6HAVyn0UDBnX6oQuroGfLAOrUQ/cuSSPqo+NjLn2fUtTTCRaoYNPY8bgACngRL1W16Fo3tyxyFZB7iuyTKpFf025vcaChbGpTud69tTOWUtinftm0yuLnRivKONfxw2v0sObavYC8/2CEOI4Fd9ulT0kF6uYfWWKI1PG/rgeuaINhBlKfP97TqgwneeVbNkIpolV7soR+PNU7XAPk+jDHlzOIGRMHvxDEqusLU7byyKWMPjVJCbmXN1Yd2J/L6/4xyqQvgqm0OBWjsgjk8g4P16q+sD7LAsfn6cuW3FTUzpKzi9dMCPz4lr7wMiyK2qRYS4e+zFTWjmsrRiCA2WeqVH/rXHP/rlx7QVRUlHvWfrNyjR7Oce2x55HrI0OnCjb8e+5zZuaaOYoKq2KYc4x172f03pq4lawTMpeNU5Wa5g9x7hGOdyj92e08c3SNug/cujl4qKp0boyO+0Cpquwm4mu48y3rbe5ZU7+vBXJt9Xw53cG2SqPW3kEgB0746D7T4FheSXDAzl1tTp38xkJWWUiqLH94/ohMDfyQ/ErCZbIB4K0tlKlzzvtqRoUuw0yYY17STd0LUIBD5Y9zc8cODwPgNlMyRplYmMC99Ctmgd+1qOTdHwL+mxr71uf2HwZm1TAAhnGCubZt5nSBAlDr4GzrMX4ciHtHBXrWglL9a5RhMZkxLDnjB5jyyG0EU5RJ/6lJ6xnFR8+8RwC8NdCtHsI7qNibmBQwtzGMGX57v58tQD7kywWZ/Q2AP0iwU2ksgDQpATdeqUSEFgcLWEVPt+xi0mgqYMm94p4dEicT2qnJmKvq5ENAXhy1Bajf3KepA/4NXoCmSnRxZddyAt3chOo9jakzoHu3uC866NvHzdFT6dd7AOqO7ryGjyFM6coitikZS1mGrne+hXQuQcilrjuD5CcaMMx9Cq3PnPC8a/jU25QeeR8ot5K58buupwABun8D9F58b1apftE19MRQU2JfxUFza2Hqd16DeY/rLwHoPFiU4ZJCM3EOlO8W8N8C5PrZ8+WMYtSm0zet+wfiyAGgg2uGp5LVYClcgMDEFYxcm3ojCwKQO/hqjCeXj8rtZ1GSMVdtWL4vaOIlz30eyQaATjExjvUyjplMp7iX7rjraBV5uXQ3XCQObnLOTGWi9Af09H1ynThJ8eL0a/M9Jk5yijGvbZMHhnYTrOaaDkW9gqCaoiN04lTA2L11JLJAMS5z6mhmQUE0DAChT96TFNtrFWvJkcaK8gR3VbSK8UyJmo2KIUx9x7Ov6NTe1tTXsb6YA+ZCZbytfQd75JEzRNFEa4xic0zGCiwt0RdVq/dSqFmqXsiSs0PkGs9VT44phjvL0jOZRfeHPKF+ANlyfaRzjblRPAgWlEVhtz50zOOwH2UV8SwA3rXzvMPxVWoS/R7aBOmXW+t3FJoTJMc+EmCzrLMwLNi5c97XLoabuJ5VsyRA7QgIoD4lfRrd0mMegJ1sKfPvmkG89FKYwYOZ463NPZXC0n/NPRvmWHaP39EH6FIl+6egoFBc4oCOBfAu12SgHQPkxobexGxswdFDOI3Wu1djQ8nnEjwri57ljW6ZStXas08mkfQwi/naraEpvVQWBXeR5bHlPIg99X5b26ovXi05Nvi26uA2jAvfb3NH6QjGLi3yExPYytWfTG/nBPK+nHdLMc4WJdgFnUECwG0iXLzbKj52gVrBndVh/bd1rDc1Lt/bRA8KwnN3b+pI1Jsa/91zL1QD5wRyKkCd4MstCFkk9eHRU6mnCpIUzvhk1G0X1gXaSrGF4oHbvHGd+11ywQXgWG7ouS3u8bn7fPe8+4gGzg3k1Cp1SwEBztZhTVPZJse8BtF0BUnKfO9LgGazBOY4WWC+5mPXx+j7Nt8LxFGD4kTiB2OnHN5mHdyN7YI1cBNATh2ir6xlaWCi2SKye1UM4rucAcFqEuS8DcGltVNIwFJ2gMCy4JFc3L30u7Yv1369A69QVnKaFayMfWT52sd51/8r1sBNAXmpzBdtnJOCd9xLjAkHL41u6kPEez3vktsRGwDg0t/uZJsGnBGCD19bNLTtaXd33WlggwZuGsh1WUByLBVuw5Dubhlo4E6/d1PiTgO3XAP/D4+F4l+UliGpAAAAAElFTkSuQmCC" style="margin-top:0;margin-bottom:0;"></span></span></span>。或者块级公式:</p>



<p></p><div class="" rel="b6e1e70c16ba5facfebcbc80ff514174"><div class="MathJax_SVG_Display" role="textbox" aria-readonly="true" style="text-align: center;"><span class="MathJax_SVG" id="MathJax-Element-2-Frame" style="font-size: 100%; display: inline-block;"><span><img type="image/png" width="162" height="46" longdesc="__SVG__undefined" src="data:image/png;base64,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" style="margin-top:0;margin-bottom:0;"></span></span></div></div><p></p>



<h3 id="表格">表格</h3>

<table>
<thead>
<tr>
  <th align="left">Item</th>
  <th align="right">Value</th>
  <th align="center">Qty</th>
</tr>
</thead>
<tbody><tr>
  <td align="left">Computer</td>
  <td align="right">1600 USD</td>
  <td align="center">5</td>
</tr>
<tr>
  <td align="left">Phone</td>
  <td align="right">12 USD</td>
  <td align="center">12</td>
</tr>
<tr>
  <td align="left">Pipe</td>
  <td align="right">1 USD</td>
  <td align="center">234</td>
</tr>
</tbody></table>




<h3 id="流程图">流程图</h3>



<div class="flow-chart" rel="3948551bcb3e561fe9d24798793a46ce"><span><img type="image/png" width="185" height="349" longdesc="__SVG__undefined" 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" style="margin-top:0;margin-bottom:0;"></span></div>

<p>以及时序图:</p>



<div class="sequence-diagram" rel="9770c7c1a2318ca92066a6342c1a6b0c"><span><img type="image/png" width="387" height="255" longdesc="__SVG__undefined" src="data:image/png;base64,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" style="margin-top:0;margin-bottom:0;"></span></div>

<blockquote>
  <p><strong>提示:</strong>想了解更多,请查看<strong>流程图</strong><a href="http://adrai.github.io/flowchart.js/" target="_blank">语法</a>以及<strong>时序图</strong><a href="http://bramp.github.io/js-sequence-diagrams/" target="_blank">语法</a>。</p>
</blockquote>



<h3 id="复选框">复选框</h3>

<p>使用 <code>- [ ]</code> 和 <code>- [x]</code> 语法可以创建复选框,实现 todo-list 等功能。例如:</p>

<div class="checklist"><div class="checklist-item"><input type="checkbox" checked="checked"> 已完成事项</div><div class="checklist-item"><input type="checkbox"> 待办事项1</div><div class="checklist-item"><input type="checkbox"> 待办事项2</div></div>

<blockquote>
  <p><strong>注意:</strong>目前支持尚不完全,在印象笔记中勾选复选框是无效、不能同步的,所以必须在<strong>马克飞象</strong>中修改 Markdown 原文才可生效。下个版本将会全面支持。</p>
</blockquote>



<h2 id="印象笔记相关">印象笔记相关</h2>



<h3 id="笔记本和标签">笔记本和标签</h3>

<p><strong>马克飞象</strong>增加了<code>@(笔记本)[标签A|标签B]</code>语法, 以选择笔记本和添加标签。 <strong>绑定账号后</strong>, 输入<code>(</code>自动会出现笔记本列表,请从中选择。</p>



<h3 id="笔记标题">笔记标题</h3>

<p><strong>马克飞象</strong>会自动使用文档内出现的第一个标题作为笔记标题。例如本文,就是第一行的 <code>欢迎使用马克飞象</code>。</p>



<h3 id="快捷编辑">快捷编辑</h3>

<p>保存在印象笔记中的笔记,右上角会有一个红色的编辑按钮,点击后会回到<strong>马克飞象</strong>中打开并编辑该笔记。</p>

<blockquote>
  <p><strong>注意:</strong>目前用户在印象笔记中单方面做的任何修改,马克飞象是无法自动感知和更新的。所以请务必回到马克飞象编辑。</p>
</blockquote>



<h3 id="数据同步">数据同步</h3>

<p><strong>马克飞象</strong>通过<strong>将Markdown原文以隐藏内容保存在笔记中</strong>的精妙设计,实现了对Markdown的存储和再次编辑。既解决了其他产品只是单向导出HTML的单薄,又规避了服务端存储Markdown带来的隐私安全问题。这样,服务端仅作为对印象笔记 API调用和数据转换之用。</p>

<blockquote>
  <p><strong>隐私声明:用户所有的笔记数据,均保存在印象笔记中。马克飞象不存储用户的任何笔记数据。</strong></p>
</blockquote>



<h3 id="离线存储">离线存储</h3>

<p><strong>马克飞象</strong>使用浏览器离线存储将内容实时保存在本地,不必担心网络断掉或浏览器崩溃。为了节省空间和避免冲突,已同步至印象笔记并且不再修改的笔记将删除部分本地缓存,不过依然可以随时通过<code>文档管理</code>打开。</p>

<blockquote>
  <p><strong>注意:</strong>虽然浏览器存储大部分时候都比较可靠,但印象笔记作为专业云存储,更值得信赖。以防万一,<strong>请务必经常及时同步到印象笔记</strong>。</p>
</blockquote>



<h2 id="编辑器相关">编辑器相关</h2>



<h3 id="设置">设置</h3>

<p>右侧系统菜单(快捷键<code>Ctrl + M</code>)的<code>设置</code>中,提供了界面字体、字号、自定义CSS、vim/emacs 键盘模式等高级选项。</p>



<h3 id="快捷键">快捷键</h3>

<p>帮助    <code>Ctrl + /</code> <br>
同步文档    <code>Ctrl + S</code> <br>
创建文档    <code>Ctrl + Alt + N</code> <br>
最大化编辑器    <code>Ctrl + Enter</code> <br>
预览文档 <code>Ctrl + Alt + Enter</code> <br>
文档管理    <code>Ctrl + O</code> <br>
系统菜单    <code>Ctrl + M</code> </p>

<p>加粗    <code>Ctrl + B</code> <br>
插入图片    <code>Ctrl + G</code> <br>
插入链接    <code>Ctrl + L</code> <br>
提升标题    <code>Ctrl + H</code></p>



<h2 id="关于收费">关于收费</h2>

<p><strong>马克飞象</strong>为新用户提供 10 天的试用期,试用期过后需要<a href="http://maxiang.info/vip.html" target="_blank">续费</a>才能继续使用。未购买或者未及时续费,将不能同步新的笔记。之前保存过的笔记依然可以编辑。</p>



<h2 id="反馈与建议">反馈与建议</h2>

<ul><li>微博:<a href="http://weibo.com/u/2788354117" target="_blank">@马克飞象</a>,<a href="http://weibo.com/ggock" title="开发者个人账号" target="_blank">@GGock</a></li>
<li>邮箱:<a href="mailto:hustgock@gmail.com" target="_blank">hustgock@gmail.com</a></li>
</ul>

<hr>

<p>感谢阅读这份帮助文档。请点击右上角,绑定印象笔记账号,开启全新的记录与分享体验吧。</p>

<div class="footnotes"><hr><ol><li id="fn:demo">这是一个示例脚注。请查阅 <a href="https://github.com/fletcher/MultiMarkdown/wiki/MultiMarkdown-Syntax-Guide#footnotes" target="_blank">MultiMarkdown 文档</a> 关于脚注的说明。 <strong>限制:</strong> 印象笔记的笔记内容使用 <a href="https://dev.yinxiang.com/doc/articles/enml.php" target="_blank">ENML</a> 格式,基于 HTML,但是不支持某些标签和属性,例如id,这就导致<code>脚注</code>和<code>TOC</code>无法正常点击。 <a href="#fnref:demo" title="Return to article" class="reversefootnote">↩</a></li></ol></div></div></body></html>
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