Loading... ## 标题 ``` # 一级标题 ## 二级标题 ### 三级标题 #### 四级标题 ##### 五级标题 ``` > # 一级标题 > > ## 二级标题 > > ### 三级标题 > > #### 四级标题 > > ##### 五级标题 --- ## 分割线 ``` --- *** ___ ``` --- ## 引用 ``` > >> >>> 可多级引用 ``` > n > > > n > > > > > n --- ## 高亮 ``` `需要高亮的文本` ``` > `特殊文本` --- ## 字体 | 语法 | 字体示例 | | :-------------------------: | :------------------------------: | | `*斜体1* ` | *斜体1* | | `_斜体2_` | _斜体2_ | | `**粗体1**` | **粗体1** | | `__粗体2__` | __粗体2__ | | `***斜粗体1***` | ***斜粗体1*** | | `___斜粗体2___` | ___斜粗体2___ | | `~~删除线~~` | ~~删除线~~ | | `***~~斜粗体删除线1~~***` | ***~~斜粗体删除线1~~*** | | `~~***斜粗体删除线2***~~` | ~~***斜粗体删除线2***~~ | --- ## 表格 ``` | 左对齐 | 右对齐 | 居中对齐 | | :-----| ----: | :----: | | 单元格 | 单元格 | 单元格 | | 单元格 | 单元格 | 单元格 | ``` > | 左对齐 | 右对齐 | 居中齐 | | :----- | -----: | :----: | | 单元格 | 单元格 | 单元格 | | 单元格 | 单元格 | 单元格 | > > --- ## 链接 ``` [我的博客](https://blog.ixiaocai.net "不要看我") [本文章](https://blog.ixiaocai.net/2020/10/02/markdown.html) ``` > [我的博客](https://blog.ixiaocai.net "不要看我") > > [本文章](https://blog.ixiaocai.net/2020/10/02/markdown.html) --- ## 图片 ``` ![谷歌][https://google.com] ``` ## 锚点 ```markdown [回到标题](#标题) ``` > [回到标题](#标题) --- ## 列表 ### 无序列表 ``` * 项目 1 + 项目 2 - 项目 3 ``` * 项目 1 + 项目 2 - 项目 3 ### 有序列表 ``` 1. 项目 1 2. 项目 2 3. 项目 3 ``` 1. 项目 1 2. 项目 2 3. 项目 3 ### 多级无序列表 ``` 列表嵌套只需在子列表中的选项添加四个空格即可： 1. 项目 1 * 项目 2 ``` 1. 项目 1 * 项目 2 * 项目3 --- ## 代码高亮 > \```c > int main(int argc, char *argv[]) //C > \``` > \```java > public static void main(String[]args){} //Java > \``` > \```js > document.getElementById("myH1").innerHTML="Welcome to my Homepage"; //javascipt > \``` ```c int main(int argc, char *argv[]) //C ``` ```java public static void main(String[]args){} //Java ``` ```js document.getElementById("myH1").innerHTML="Welcome to my Homepage"; //javascipt ``` ## Hide ``` <details> <summary>点我试试？</summary> 这里什么都没有的呢 </details> ``` <details> <summary>点我试试？</summary> 这里什么都没有的呢 </details> ## 待办事项 ``` * [x] 咕咕咕 * [ ] 写完这篇文章 * [ ] 不咕咕咕 ``` * [x] 咕咕咕 * [ ] 写完这篇文章 * [ ] 不咕咕咕 ## 图表 ``` ```echarts { "title": { "text": "最近 30 天" }, "tooltip": { "trigger": "axis", "axisPointer": { "lineStyle": { "width": 0 } } }, "legend": { "data": ["帖子", "用户", "回帖"] }, "xAxis": [{ "type": "category", "boundaryGap": false, "data": ["2019-05-08","2019-05-09","2019-05-10","2019-05-11","2019-05-12","2019-05-13","2019-05-14","2019-05-15","2019-05-16","2019-05-17","2019-05-18","2019-05-19","2019-05-20","2019-05-21","2019-05-22","2019-05-23","2019-05-24","2019-05-25","2019-05-26","2019-05-27","2019-05-28","2019-05-29","2019-05-30","2019-05-31","2019-06-01","2019-06-02","2019-06-03","2019-06-04","2019-06-05","2019-06-06","2019-06-07"], "axisTick": { "show": false }, "axisLine": { "show": false } }], "yAxis": [{ "type": "value", "axisTick": { "show": false }, "axisLine": { "show": false }, "splitLine": { "lineStyle": { "color": "rgba(0, 0, 0, .38)", "type": "dashed" } } }], "series": [ { "name": "帖子", "type": "line", "smooth": true, "itemStyle": { "color": "#d23f31" }, "areaStyle": { "normal": {} }, "z": 3, "data": ["18","14","22","9","7","18","10","12","13","16","6","9","15","15","12","15","8","14","9","10","29","22","14","22","9","10","15","9","9","15","0"] }, { "name": "用户", "type": "line", "smooth": true, "itemStyle": { "color": "#f1e05a" }, "areaStyle": { "normal": {} }, "z": 2, "data": ["31","33","30","23","16","29","23","37","41","29","16","13","39","23","38","136","89","35","22","50","57","47","36","59","14","23","46","44","51","43","0"] }, { "name": "回帖", "type": "line", "smooth": true, "itemStyle": { "color": "#4285f4" }, "areaStyle": { "normal": {} }, "z": 1, "data": ["35","42","73","15","43","58","55","35","46","87","36","15","44","76","130","73","50","20","21","54","48","73","60","89","26","27","70","63","55","37","0"] } ] } ``` ```echarts { "title": { "text": "最近 30 天" }, "tooltip": { "trigger": "axis", "axisPointer": { "lineStyle": { "width": 0 } } }, "legend": { "data": ["帖子", "用户", "回帖"] }, "xAxis": [{ "type": "category", "boundaryGap": false, "data": ["2019-05-08","2019-05-09","2019-05-10","2019-05-11","2019-05-12","2019-05-13","2019-05-14","2019-05-15","2019-05-16","2019-05-17","2019-05-18","2019-05-19","2019-05-20","2019-05-21","2019-05-22","2019-05-23","2019-05-24","2019-05-25","2019-05-26","2019-05-27","2019-05-28","2019-05-29","2019-05-30","2019-05-31","2019-06-01","2019-06-02","2019-06-03","2019-06-04","2019-06-05","2019-06-06","2019-06-07"], "axisTick": { "show": false }, "axisLine": { "show": false } }], "yAxis": [{ "type": "value", "axisTick": { "show": false }, "axisLine": { "show": false }, "splitLine": { "lineStyle": { "color": "rgba(0, 0, 0, .38)", "type": "dashed" } } }], "series": [ { "name": "帖子", "type": "line", "smooth": true, "itemStyle": { "color": "#d23f31" }, "areaStyle": { "normal": {} }, "z": 3, "data": ["18","14","22","9","7","18","10","12","13","16","6","9","15","15","12","15","8","14","9","10","29","22","14","22","9","10","15","9","9","15","0"] }, { "name": "用户", "type": "line", "smooth": true, "itemStyle": { "color": "#f1e05a" }, "areaStyle": { "normal": {} }, "z": 2, "data": ["31","33","30","23","16","29","23","37","41","29","16","13","39","23","38","136","89","35","22","50","57","47","36","59","14","23","46","44","51","43","0"] }, { "name": "回帖", "type": "line", "smooth": true, "itemStyle": { "color": "#4285f4" }, "areaStyle": { "normal": {} }, "z": 1, "data": ["35","42","73","15","43","58","55","35","46","87","36","15","44","76","130","73","50","20","21","54","48","73","60","89","26","27","70","63","55","37","0"] } ] } ``` ## 脑图 ``` ```mindmap - 教程 - 语法指导 - 普通内容 - 提及用户 - 表情符号 Emoji - 一些表情例子 - 大标题 - Heading 3 - Heading 4 - Heading 5 - Heading 6 - 图片 - 代码块 - 普通 - 语法高亮支持 - 演示 Go 代码高亮 - 演示 Java 高亮 - 有序、无序、任务列表 - 无序列表 - 有序列表 - 任务列表 - 表格 - 隐藏细节 - 段落 - 链接引用 - 数学公式 - 脑图 - 流程图 - 时序图 - 甘特图 - 图表 - 五线谱 - Graphviz - 多媒体 - 脚注 - 快捷键 ``` ```mindmap - 教程 - 语法指导 - 普通内容 - 提及用户 - 表情符号 Emoji - 一些表情例子 - 大标题 - Heading 3 - Heading 4 - Heading 5 - Heading 6 - 图片 - 代码块 - 普通 - 语法高亮支持 - 演示 Go 代码高亮 - 演示 Java 高亮 - 有序、无序、任务列表 - 无序列表 - 有序列表 - 任务列表 - 表格 - 隐藏细节 - 段落 - 链接引用 - 数学公式 - 脑图 - 流程图 - 时序图 - 甘特图 - 图表 - 五线谱 - Graphviz - 多媒体 - 脚注 - 快捷键 ``` ## 流程图 ``` ```mermaid graph TB c1-->a2 subgraph one a1-->a2 end subgraph two b1-->b2 end subgraph three c1-->c2 end ``` ```mermaid graph TB c1-->a2 subgraph one a1-->a2 end subgraph two b1-->b2 end subgraph three c1-->c2 end ``` ## 甘特图 ``` ```mermaid gantt title load time dateFormat YYYY-MM-DD section 我 学习 markdown :a1, 2020-03-08, 150d 学会了，咕咕咕 :after a1 , 30d section 其他人 学习 markdown :2020-05-12 , 90d ``` ```mermaid gantt title load time dateFormat YYYY-MM-DD section 我 学习 markdown :a1, 2020-03-08, 150d 学会了，咕咕咕 :after a1 , 30d section 其他人 学习 markdown :2020-05-12 , 90d ``` ## 五线谱 ``` ```abc X: 24 T: Clouds Thicken C: Paul Rosen S: Copyright 2005, Paul Rosen M: 6/8 L: 1/8 Q: 3/8=116 R: Creepy Jig K: Em |:"Em"EEE E2G|"C7"_B2A G2F|"Em"EEE E2G|\ "C7"_B2A "B7"=B3|"Em"EEE E2G| "C7"_B2A G2F|"Em"GFE "D (Bm7)"F2D|\ 1"Em"E3-E3:|2"Em"E3-E2B|:"Em"e2e gfe| "G"g2ab3|"Em"gfeg2e|"D"fedB2A|"Em"e2e gfe|\ "G"g2ab3|"Em"gfe"D"f2d|"Em"e3-e3:| ``` ```abc X: 24 T: Clouds Thicken C: Paul Rosen S: Copyright 2005, Paul Rosen M: 6/8 L: 1/8 Q: 3/8=116 R: Creepy Jig K: Em |:"Em"EEE E2G|"C7"_B2A G2F|"Em"EEE E2G|\ "C7"_B2A "B7"=B3|"Em"EEE E2G| "C7"_B2A G2F|"Em"GFE "D (Bm7)"F2D|\ 1"Em"E3-E3:|2"Em"E3-E2B|:"Em"e2e gfe| "G"g2ab3|"Em"gfeg2e|"D"fedB2A|"Em"e2e gfe|\ "G"g2ab3|"Em"gfe"D"f2d|"Em"e3-e3:| ``` ## Graphviz ``` ```graphviz digraph finite_state_machine { rankdir=LR; size="8,5" node [shape = doublecircle]; S; node [shape = point ]; qi node [shape = circle]; qi -> S; S -> q1 [ label = "a" ]; S -> S [ label = "a" ]; q1 -> S [ label = "a" ]; q1 -> q2 [ label = "ddb" ]; q2 -> q1 [ label = "b" ]; q2 -> q2 [ label = "b" ]; } ``` ```graphviz digraph finite_state_machine { rankdir=LR; size="8,5" node [shape = doublecircle]; S; node [shape = point ]; qi node [shape = circle]; qi -> S; S -> q1 [ label = "a" ]; S -> S [ label = "a" ]; q1 -> S [ label = "a" ]; q1 -> q2 [ label = "ddb" ]; q2 -> q1 [ label = "b" ]; q2 -> q2 [ label = "b" ]; } ``` ## 数学公式 ``` **公式块:** $$ \frac{1}{ \Bigl(\sqrt{\phi \sqrt{5}}-\phi\Bigr) e^{ \frac25 \pi}} = 1+\frac{e^{-2\pi}} {1+\frac{e^{-4\pi}} { 1+\frac{e^{-6\pi}} {1+\frac{e^{-8\pi}}{1+\cdots}} } } $$ **单行公式:** $a^2 + b^2 = \color{red}c^2$ ``` **公式块:** $$ \frac{1}{ \Bigl(\sqrt{\phi \sqrt{5}}-\phi\Bigr) e^{ \frac25 \pi}} = 1+\frac{e^{-2\pi}} {1+\frac{e^{-4\pi}} { 1+\frac{e^{-6\pi}} {1+\frac{e^{-8\pi}}{1+\cdots}} } } $$ **单行公式:** $a^2 + b^2 = \color{red}c^2$ 最后修改：2022 年 03 月 05 日 © 允许规范转载 赞 给点.jpg
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嘻嘻棒棒啾咪！
沙雕舍友啾咪~~