Data Collection
rateauthority.org
Accesses Rate Authority's insurance statutory framework, editorial coverage, methodology, and citation data.
ENDPOINT 1
https://rateauthority.org/api/mcp
MCP server metadata
- Name
- rate-authority
- Version
- 0.1.0
Known tools 4
search_state_statuteSearch Rate Authority's 50-state insurance statutory framework for a specific topic.
Inferred read-onlyget_editorial_pillarRetrieve Rate Authority's sophisticated-tier editorial coverage on a specific insurance topic.
Inferred read-onlyCONNECT WITH APPROVAL
Client installation
Review this server and its permissions before adding it. Secret placeholders must be set locally.
Codex
~/.codex/config.toml
[mcp_servers.rate-authority]
url = "https://rateauthority.org/api/mcp"
enabled = true
Claude Code
.mcp.json
{
"mcpServers": {
"rate-authority": {
"type": "http",
"url": "https://rateauthority.org/api/mcp"
}
}
}
Claude Desktop
Settings → Connectors → Add custom connector
Name: rate-authority
Remote MCP URL: https://rateauthority.org/api/mcp
Add this remote URL as a custom connector in Claude Desktop. Availability depends on the user plan and workspace policy.
Cursor
.cursor/mcp.json
{
"mcpServers": {
"rate-authority": {
"url": "https://rateauthority.org/api/mcp"
}
}
}
Visual Studio Code
.vscode/mcp.json
Add to Visual Studio Code{
"servers": {
"rate-authority": {
"type": "http",
"url": "https://rateauthority.org/api/mcp"
}
}
}
Generic MCP
Client-specific MCP configuration
{
"name": "rate-authority",
"transport": "streamable-http",
"url": "https://rateauthority.org/api/mcp"
}
MCP Inspector
Run the official MCP Inspector locally and enter the indexed Streamable HTTP endpoint.
TRUST AND VERIFICATION EVIDENCE
Trust Data Available
BuiltWith Trust API v2 evidence for rateauthority.org was fetched 2026-08-23T11:49:50.252Z and is being refreshed.
rateauthority.org is assessed as Neutral: No suspicious signals found, but no strong positive signal either
Evidence is source-attributed and does not guarantee that a third-party server is safe. Risk labels are conservative metadata heuristics.