# Venture Anti-Dilution Protection Analysis AI Agent Connect

> Analyze the impact of anti-dilution protection mechanisms during down-rounds.

## Overview
- **Category:** finance
- **Price:** Free
- **Endpoint:** https://edge.vinkius.com/vk_preview_w32WM0uDnJ3JvVSnEca0VeZFjByRgMBLZMTCcSfm/ai-agent-connect
- **Tags:** anti-dilution, down-round, equity, cap-table, venture-capital

## Description

This MCP server provides specialized tools to model the impact of anti-dilution provisions on investor ownership. It allows for precise calculations of how different protection mechanisms affect share counts and ownership percentages when a company undergoes a down-round. Use `calculate_full_ratchet_impact` for aggressive protection modeling, `calculate_weighted_average_impact` for standard market scenarios, `analyze_shareholder_dilution` to evaluate the impact on non-protected holders, or `compare_protection_mechanisms` to see the difference between methods.

## Tools

### analyze_shareholder_dilution
Evaluates how the anti-dilution adjustment affects the ownership percentages of non-protected shareholders

### calculate_weighted_average_impact
Calculates the impact of a broad-based weighted average anti-dilution adjustment

### compare_protection_mechanisms
Directly compares the severity of Full Ratchet versus Weighted Average for a specific scenario

### calculate_full_ratchet_impact
Calculates the specific impact of a full ratchet anti-dilution adjustment

## Prompt Examples

**Prompt:** 
```
Calculate the impact of a full ratchet adjustment if an investor put in $1,000,000 at $10 per share, and the new down-round price is $5 per share with 1,000,000 shares outstanding.
```

**Response:** 
```
Under a full ratchet adjustment, the investor would receive 200,000 additional shares, resulting in a new adjusted conversion price of $5.00.
```

**Prompt:** 
```
Compare full ratchet vs weighted average for a $500,000 investment at $20/share, with a down-round at $15/share, $2,000,000 new capital raised, and 5,000,000 shares outstanding.
```

**Response:** 
```
The full ratchet method would issue 16,666 additional shares, while the weighted average method would issue 11,111 additional shares, a difference of 5,555 shares.
```

**Prompt:** 
```
If non-protected shareholders own 80% of the company (0.80) and 50,000 new shares are issued to a protected investor, what is the impact on the non-protected ownership if there were 500,000 total shares before?
```

**Response:** 
```
The non-protected ownership will be diluted from 80% to 76.19% due to the issuance of the 50,000 new shares.
```

## Frequently Asked Questions

**What is the difference between Full Ratchet and Weighted Average?**
Full Ratchet is the most aggressive protection, adjusting the conversion price to the new lower price regardless of the amount raised. Broad-Based Weighted Average is more moderate, adjusting the price based on both the new price and the amount of capital raised relative to existing shares.

**How can I compare the two main protection methods?**
You can use the `compare_protection_mechanisms` tool to see a side-by-side comparison of the additional shares issued under both Full Ratchet and Weighted Average for your specific scenario.

**Does this tool account for dilution of other shareholders?**
Yes, the `analyze_shareholder_dilution` tool specifically calculates how the issuance of new shares to protected investors impacts the ownership percentages of all non-protected shareholders.