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function hello() {
  console.log("Hello, world!");
}
```

| Header 1 | Header 2 | Header 3 |
|----------|:--------:|---------:|
| Left     | Center   | Right    |
| aligned  | aligned  | aligned  |

The equation $E = mc^2$ is famous.

$$
\frac{-b \pm \sqrt{b^2 - 4ac}}{2a}
$$

```mermaid
graph TD
    A[Start] --> B{Decision}
    B -->|Yes| C[Do Something]
    B -->|No| D[Do Something Else]
    C --> E[End]
    D --> E
```

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---
title: My Note Title
date: 2024-01-15
tags:
  - tag1
  - tag2
author: John Doe
---

---
tags:
  - project
  - work
  - important
aliases:
  - My Alias
  - Another Name
cssclasses:
  - wide-page
  - cards
---

This note is about #productivity and #tools.

#project/work
#status/in-progress
#priority/high

---
tags:
  - project
  - project/work
  - status/active
---

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---
title: Project Alpha Overview
date: 2024-01-15
tags:
  - project
  - documentation
status: active
---

# Project Alpha Overview

## Summary

This document outlines the key aspects of **Project Alpha**. For related materials, see [[Project Alpha/Resources]] and [[Team Members]].

> [!info] Quick Facts
> - Start Date: January 2024
> - Team Size: 5 members
> - Status: Active

## Key Features

1. [[Feature A]] - Core functionality
2. [[Feature B]] - User interface
3. [[Feature C]] - API integration

### Feature A Details

The main equation governing our approach is $f(x) = ax^2 + bx + c$.

![[feature-a-diagram.png|500]]

> [!tip] Implementation Note
> See [[Technical Specs#^impl-note]] for implementation details.

## Tasks

- [x] Initial planning ^planning-task
- [ ] Development phase
- [ ] Testing phase
- [ ] Deployment

## Code Example

```python
def process_data(input):
    return transform(input)

graph LR
    A[Input] --> B[Process]
    B --> C[Output]

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- [Obsidian Formatting Syntax](https://help.obsidian.md/Editing+and+formatting/Basic+formatting+syntax)
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