MDX Deck is a great library for building slides using Markdown and JSX. Creating a custom Providercomponent allows you to change the markup of the entire deck. This lets you put things like logos and social media handles in each slide easily.

In this lesson, you'll learn how to create a basic custom Provider that adds a Twitter handle to the bottom right corner of every slide.

1. Create a Provider.js:

import React from 'react'
import ThemeProvider from 'mdx-deck/dist/Provider' const Provider = ({ children, ...rest }) => (
<ThemeProvider {...rest}>
{children} <div
style={{
position: 'absolute',
bottom: '1em',
right: '1em'
}}
>
<a href="https://twitter.com/Zhentiw">
@Zhentiw
</a>
</div>
</ThemeProvider>
) export default Provider

2. Create a theme.js:

import theme from 'mdx-deck/themes'
import Provider from './Provider' export default {
...theme,
Provider
}

3. Use it:

export { default as theme } from './theme.js'

# Step 1: Create a Custom Theme

---

# Step 2: Create a Custom Provider

---

# Step 3: Export Our Theme in the mdx-deck

[MDX] Build a Custom Provider Component for MDX Deck的更多相关文章

  1. UE4 Tutorial - Custom Mesh Component 用于绘制自定义网格的插件CustomMeshComponent

    UE4 中用于绘制自定义网格的插件CustomMeshComponent. 转载: UE4 Tutorial - Custom Mesh Component   Over the last few w ...

  2. [Recompose] Merge RxJS Button Event Streams to Build a React Counter Component

    Combining input streams then using scan to track the results is a common scenario when coding with s ...

  3. [React] Validate Custom React Component Props with PropTypes

    In this lesson we'll learn about how you can use the prop-types module to validate a custom React co ...

  4. [AngularFire2] Build a Custom Node Backend Using Firebase Queue

    In this lesson we are going to learn how to build a custom Node process for batch processing of Fire ...

  5. [Angular] Implement a custom form component by using control value accessor

    We have a form component: <label> <h3>Type</h3> <workout-type formControlName=& ...

  6. [原]how to view custom provider's events(collected without provider registered) by wpa

    最近想使用etw作为高效的日志机制,也不想暴露机密信息(关键信息在msnifest文件中).也就是不能在客户机器上注册自己的provider,那需要manifest文件.这样采集回来的.etl文件如果 ...

  7. [React Native] Build a Github Repositories component

    Nav to Repos component from Dashboard.js: goToRepos(){ api.getRepos(this.props.userInfo.login) .then ...

  8. [React Native] Build a Separator UI component

    In this lesson we'll create a reusable React Native separator component which manages it's own style ...

  9. [Angular2 Form] Create custom form component using Control Value Accessor

    //switch-control component import { Component } from '@angular/core'; import { ControlValueAccessor, ...

随机推荐

  1. Python Third Day-文件处理

    文件处理 打开文件,得到文件句柄并赋值给一个变量f=open('a.txt','r',encoding='utf-8')#默认打开的方式为r指的是文本文件,全名为‘rt’#w文件方式指的是如果有a.t ...

  2. Day15模块(导入,使用)

    Day15模块 什么是模块: 一系列功能的集合体 一个py文件就是一个模块 aaa.py就是aaa模块 模块四种形式: 内置的模块 py文件 第三方的 包 模块三种来源:内置的,第三方,自定义 为什么 ...

  3. Python9-day11-作业

    # 1.编写装饰器,为多个函数加上认证的功能(用户的账号密码来源于文件),# 要求登录成功一次,后续的函数都无需再输入用户名和密码 FLAG = False def login(func): def ...

  4. 出现Android.os.NetworkOnMainThreadException 错误

    两种方法解决: 1.如果用的gradle打包,在build.gradle中修改配置 修改SDKVersion 为低版本(7),不能版本降低过多,否则会出现很多不适配. 2.将网络访问放在一个新的线程中 ...

  5. C语言内存函数

    http://see.xidian.edu.cn/cpp/u/hs3/ 函数 说明 calloc() 分配内存空间 free() 释放内存空间 getpagesize() 取得内存分页大小 mallo ...

  6. php 上传文件名出现乱码

    想必很多朋友在进行utf8编码的php开发上传功能的时候,都会遇到这样的一个问题,就是上传中文文件名的文件时,文件名会变成乱码,其实我们可以用iconv函数对文件名进行重新编码就解决问题了 可能会有不 ...

  7. 【LeetCode】Intersection of Two Linked Lists(相交链表)

    这道题是LeetCode里的第160道题. 题目讲的: 编写一个程序,找到两个单链表相交的起始节点. 如下面的两个链表: 在节点 c1 开始相交. 示例 1: 输入:intersectVal = 8, ...

  8. IndiaHacks 2nd Elimination 2017 (unofficial, unrated mirror, ICPC rules)

    D. Airplane Arrangements time limit per test 2 seconds memory limit per test 256 megabytes input sta ...

  9. tomcat404

    确认目录下有我的html文件,但仍然是404. 问题一: 指定目录下没有访问的文件,这是最常见的,也是最容易解决的.只需要将访问的文件(如:a.html)放到指定目录下即可. 问题二: 将访问的文件( ...

  10. [luoguP3110] [USACO14DEC]驮运Piggy Back(SPFA || BFS)

    传送门 以 1,2,n 为起点跑3次 bfs 或者 spfa 那么 ans = min(ans, dis[1][i] * B + dis[2][i] * E + dis[3][i] * P) (1 & ...