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484,048 tools. Updated 2026-08-28 12:11

"Connecting to SEC EDGAR MCP using Bedrock Models" matching MCP tools:

Matching MCP Servers

  • A
    license
    Not graded
    quality
    A
    maintenance
    Hosted MCP server granting AI agents access to 20M+ SEC EDGAR filings, 100M+ exhibits, and comprehensive entity data through 49 tools, with support for raw documents, extracted sections, and structured JSON.
    10
    1
    MIT

Matching MCP Connectors

  • Search SEC filings, read 10-K/8-K, query XBRL facts, track Form 4 insider trades.

  • Normalized SEC EDGAR fundamentals. 3 of 6 tools free; the rest $0.04-$0.10 per call in USDC.

  • List all models from GammaInfra with pricing and capability flags, covering OpenAI, Anthropic, Google, Mistral, Groq, DeepSeek, xAI, and Amazon Bedrock. No input required.
    MIT
  • Access and analyze SEC EDGAR filings to retrieve company financial data, search filings, and examine XBRL metrics for regulatory compliance and financial research.
    MIT
  • Convert text prompts into images with Stable Image Ultra on AWS Bedrock. Adjust aspect ratio, exclude elements via negative prompts, and set a seed for reproducibility.
    MIT
  • Convert a stock ticker symbol to its SEC CIK number to access company filings, financial statements, and insider trading data on SEC EDGAR.
    AGPL 3.0
  • Use a ticker or CIK to retrieve a company's recent SEC EDGAR filings, including form type, dates, and primary document URLs. Filter by form and date range to get the filing history you need.
    MIT
  • Retrieve cross-company SEC XBRL data: every filer's reported value for one concept in one reporting period (EDGAR frame). Credential-free public data.
    MIT
  • Search SEC EDGAR filings by full text, filter by form type and filing date, and paginate results. Access public filing data without credentials or paid tiers.
    MIT
  • Perform full-text search across SEC EDGAR filings from 2001 to present. Filter by form type, date range, CIK (exact entity match), or entity name (fuzzy) to narrow results.
    MIT
  • Create non-cuboid mesh primitives like crystals, pyramids, and cones to overcome the limitations of axis-aligned boxes in 3D models.
    MIT