Random Number Mcp
@zazencodes
Random Number Mcp について
Production-ready MCP server that provides LLMs with essential random generation abilities, built entirely on Python's standard library.
基本情報
設定
以下の設定を使って、このサーバーを MCP 対応クライアントに追加してください。
{
"mcpServers": {
"random-number": {
"command": "uvx",
"args": [
"random-number-mcp"
]
}
}
}ツール
7Generate a random integer between low and high (inclusive). Args: low: Lower bound (inclusive) high: Upper bound (inclusive) Returns: Random integer between low and high
Generate a random float between low and high. Args: low: Lower bound (default 0.0) high: Upper bound (default 1.0) Returns: Random float between low and high
Choose k items from population with replacement, optionally weighted. Args: population: List of items to choose from k: Number of items to choose (default 1) weights: Optional weights for each item (default None for equal weights) Returns: List of k chosen items
Return a new list with items in random order. Args: items: List of items to shuffle Returns: New list with items in random order
Choose k unique items from population without replacement. Args: population: List of items to choose from k: Number of items to choose Returns: List of k unique chosen items
Generate a secure random hex token. Args: nbytes: Number of random bytes to generate (default 32) Returns: Hex string containing 2*nbytes characters
Generate a secure random integer below upper_bound. Args: upper_bound: Upper bound (exclusive) Returns: Random integer in range [0, upper_bound)
概要
What is Random Number Mcp?
Random Number Mcp is a Model Context Protocol server that provides tools for generating random numbers and tokens. It wraps Python’s random and secrets modules for both standard and cryptographically secure outputs.
How to use Random Number Mcp?
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Key features of Random Number Mcp
- Generate random integers with
random_int - Generate random floats with
random_float - Choose items from a list (optional weights)
- Return a new shuffled list
- Generate cryptographically secure hex tokens
- Generate cryptographically secure integers
Use cases of Random Number Mcp
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FAQ from Random Number Mcp
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