Markdown syntax support test

# Markdown  Syntax support test 

---

With Typora

---

# [ First level title Abc](#1)

##  Secondary title Abc

###  Three level title Abc

####  The fourth level title Abc

#####  Five level titles Abc

######  Six level title Abc

 First level title   Second line syntax Abc
===

 Secondary title   Second line syntax Abc
---

 -  Unordered list Abc
 -  Unordered list Abc
   -  Secondary unordered list Abc
     -  Three level unordered list Abc

1.  Ordered list Abc
2.  Ordered list Abc
   1.  The second level has a sequence table Abc
      1.  The third level has a sequence table Abc
         1.  Level 4 has a sequence table Abc
3.  Ordered list Abc

* Italics Abc* ** In bold Abc** *** Italics bold Abc***

~~ Delete line Abc~~ ` The background is highlighted Abc` <u> Underline Abc</u>

<font color=pink size=30> Color size Abc</font>

<center> In the middle Abc</center>

<p aligh=left> be at the left side Abc</p>

<p aligh=right> be at the right Abc</p>

&emsp; Full angle indent Abc

&ensp; Half width indent Abc

---

/```
 Single quotation marks 
 Code block 
/```

     tabs 
     Code block 

` Short code block `

<span id="1"> Anchor tail  ( First level title )</span>

[ link Abc](www.google.com " This is a 404 Small plant ")


 Footnote grammar Abc[^1]

[^1]:  I'm the footnotes Abc

<!--  I am a comment  -->

[ Conversion symbol ](www.google.com)

 - [ ] Todo list

 - [x] Todo list

###  Reference form 

 Google is also known as [Google][1]

 Kuan, also known as [CoolAPK][2]


[1]:www.google.com "Google"
[2]:www.coolapk.com "CoolAPK"

###  Automatic link 

<[email protected]>

>  First level citation 

> >  Two level citation 

> > >  Three level quotation 

|  form  |  Format  |  grammar  |
| ---: | :--: | :--- |
|  be at the right  |  In the middle  |  be at the left side  |
|  123 | 123  | 123  |
|    A |  b   | c    |

###  The formula 

$$
\mathbf{V}_1 \times \mathbf{V}_2 =  \begin{vmatrix} 
\mathbf{i} & \mathbf{j} & \mathbf{k} \\
\frac{\partial X}{\partial u} &  \frac{\partial Y}{\partial u} & 0 \\
\frac{\partial X}{\partial v} &  \frac{\partial Y}{\partial v} & 0 \\
\end{vmatrix}
${$tep1}{\style{visibility:hidden}{(x+1)(x+1)}}
$$

###  Catalog Overview 

@[toc]
###  Standard picture 

![ picture Abc](https://img-blog.csdnimg.cn/img_convert/10318b5909d96850921f6ebfe92b3811.png)

###  Reference picture 

![ picture Abc][3]

[3]:https://m.baidu.com/static/index/plus/plus_logo_web.png

### Base64 picture 

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