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* Italics *
** ** bold
*** bold italic ***
***
---
~~ strikeout ~~
<U> underlined </ U>
[^ RUNOOB]: the ADS asdasd
- first
- second
- third term
1. The first:
- the first nested
2. Second term:
- second nested
3. Third term:
- third nested
- the first nested
2. Second term:
- second nested
3. Third term:
- third nested
> This is a reference
>> second layer reference
>>> third layer reference
>>>
>>>> fourth layer reference
>> second layer reference
>>> third layer reference
>>>
>>>> fourth layer reference
> Block using the list
1. First item
2. Second term
- first
- second
1. First item
2. Second term
- first
- second
* The first
> learn not only the technical
> is the dream
* The second item
> learn not only the technical
> is the dream
* The second item
`Printf ()` function
```
#inlcude<stdio.h>
int main(void)
{
printf("Hello, world!");
}
```
#inlcude<stdio.h>
int main(void)
{
printf("Hello, world!");
}
```
This is a link: [Jiang Minghan blog] (https://www.cnblogs.com/jmhwsrr/)
My blog: <https://www.cnblogs.com/jmhwsrr/>
! [Rebels icon] (https://img1.doubanio.com/view/photo/l/public/p2561876698.jpg)
<img src="https://img3.doubanio.com/view/photo/l/public/p2561876551.jpg" width="100%">
Left | center | right justified
: - | - | -:
unit | units | unit
unit | units | unit
: - | - | -:
unit | units | unit
unit | units | unit
This formula $ E = 2 * mc $ Einstein invention.
$$
E * MC = 2
$$
$$
E * MC = 2
$$
```sequence
Alice->Bob: Hello Bob, how are you?
Note left of Alice: Bob thanks
Bob-->Alice: I am good thanks!
```
```flow
jmh=>start: Start
op=>operation: Your Operation
op1=>operation: My Operation
cond=>condition: Yes or No?
cond1=>condition: Y or N?
e=>end
jmh=>start: Start
op=>operation: Your Operation
op1=>operation: My Operation
cond=>condition: Yes or No?
cond1=>condition: Y or N?
e=>end
jmh->op->cond
cond(yes)->op1->cond1
cond(no)->op
cond1(yes)->e
cond1(no)->op1
```
cond(yes)->op1->cond1
cond(no)->op
cond1(yes)->e
cond1(no)->op1
```
```mermaid
graph LR
A[Hard edge] -->B(Round edge)
B --> C{Decision}
C -->|One| D[Result one]
C -->|Two| E[Result two]
```
graph LR
A[Hard edge] -->B(Round edge)
B --> C{Decision}
C -->|One| D[Result one]
C -->|Two| E[Result two]
```