markdown语法

Overview

Headers

# This is an H1  
## This is an H2  
### This is an H3
#### This is an H4
##### This is an H5
###### This is an H6

This is an H1

This is an H2

This is an H3

This is an H4

This is an H5

This is an H6

test over…

Lists

Unordered

* 1
* 2
- 1
- 2
+ 1
+ 2

the normal size 1

• 1
  the normal size
• 2

• 1
• 2

• 1
• 2

Ordered

1. 1
   * unordered sub-list
2. 2
   1. ordered sublist
3. 3
   You can have properly indented paragraphs within list items. Notice the blank line above, and the leading spaces (at least one, but we'll use three here to also align the raw Markdown).

   To have a line break without a paragraph, you will need to use two trailing spaces.⋅⋅
   Note that this line is separate, but within the same paragraph.⋅⋅
   (This is contrary to the typical GFM line break behaviour, where trailing spaces are not required.)

the normal size

1. 1
   the normal size
   • unordered sub-list
   • iiiii
2. 2
   1. ordered sublist

3. 3
   You can have properly indented paragraphs within list items. Notice the blank line above, and the leading spaces (at least one, but we’ll use three here to also align the raw Markdown).

   To have a line break without a paragraph, you will need to use two trailing spaces.⋅⋅
   Note that this line is separate, but within the same paragraph.⋅⋅
   (This is contrary to the typical GFM line break behaviour, where trailing spaces are not required.)

Assignment

- [ ] eat
- [x] sleep

• eat
  • test1
  • test2
• sleep

Blockquotes

Contents

> For example

For example

Page Links

[baidu](http://www.baidu.com)

baidu

Picture Links

![title](path)

Code Blocks

Single Line

`code`

code

Block

```java
//test
int a = 5
``\`

//test
int a = 5

Font

Blod

**blod**

blod

Italic

*italic*

italic

Underline

<u>underline</u>

underline

Horizontal Rules

*****
____

---

Line-through

~~line-through~~

line-through

Backslash Escapes

\*bacslash escape\*

*bacslash escape*

Tables

| name1 | name2 | name3 |
| ----- | ----- | ----- |
| 1     | 2     | 3     |
| 1     | 2     | 3     |

name1	name2	name3
1	2	3
1	2	3

Peference

Mathematical Expression

$ lim_{x \to \infty}\exp(-x) = 0$

$ lim_{x \to \infty}\exp(-x) = 0$

Superscript

y^2^ = 4

y^2^ = 4

Subscript

H~2~O

H~2~O

赏

谢谢你请我吃糖果

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