diff --git a/README.md b/README.md index 5c18c51..5c1d90b 100644 --- a/README.md +++ b/README.md @@ -1 +1,88 @@ -112312112312112312112312112312112312112312112312112312112312112312112312112312112312112312112312112312112312112312112312112312112312112312112312112312112312112312112312112312112312112312112312112312112312112312112312112312112312112312112312112312112312112312112312112312112312112312112312112312112312112312112312112312112312112312112312112312112312112312112312112312112312112312112312112312112312112312112312112312112312112312112312 \ No newline at end of file +# Markdown Showcase - The Developer's Guide +*Created for W2Wizard on 2025-04-16* + +## 📋 Table of Contents +- [Headers](#headers) +- [Text Styling](#text-styling) +- [Lists](#lists) +- [Code](#code) + +## Headers +# Main Heading (H1) +## Second Level (H2) +### Third Level (H3) +#### Fourth Level (H4) +##### Fifth Level (H5) +###### Sixth Level (H6) + +## Lists +### Ordered List +1. First item +2. Second item + 1. Nested item + 2. Another nested item +3. Third item + +### Unordered List +- Item one +- Item two + * Nested with asterisk + + Nested with plus +- Item three + +### Task List +- [x] Completed task +- [ ] Pending task +- [ ] @W2Wizard assigned task + +## Code +```ts +// C# code block with syntax highlighting +services.AddAuthorizationBuilder() + .AddPolicy("IsCreator", policy => + policy.RequireClaim(ClaimTypes.Role, "creator")); +``` + +## Links & Images +[GitHub](https://github.com) +![Alt text for image](https://via.placeholder.com/150) + +## Tables +| Feature | Supported | Notes | +|---------|:---------:|-------| +| Tables | ✅ | Left, center, right alignment with `:` | +| Images | ✅ | No native resizing | +| Emojis | ✅ | 🚀 🔥 💻 | + +## Quotes & Notes +> This is a blockquote +> +> It can span multiple lines + +> Nested quotes +>> Work like this + +## Advanced Features + +
+Click to expand details section + +Hidden content appears here! Great for FAQs or long explanations. +
+ +--- + +### Definition Lists +Term +: Definition goes here + +### Math Equations (with MathJax/KaTeX support) +When $a \ne 0$, there are two solutions to $ax^2 + bx + c = 0$ given by: +$$x = {-b \pm \sqrt{b^2-4ac} \over 2a}$$ + +### Diagrams (with Mermaid support) +```mermaid +graph TD; + A[Start] -->|Process| B[End]; + A -->|Alternative| C[Result]; +``` \ No newline at end of file