generated: '2026-09-19'
method: searched
probe: true
url: https://delx.ai/trust
certifications: []
source: https://delx.ai/trust (200), https://delx.ai/security (200), https://security.delx.ai/ (Delx Security property, 200
  per the live-properties panel)
summary: Delx publishes a trust page built around a five-check evaluation (machine identity, current contract, data and authority,
  bounded test, evidence and route) and a "public proof" list of dated permalinks (independent field review, MCP registry
  listing, x402 payment manifest, Bazaar coverage matrix, agent card, continuity-audit receipt, incident report, mcp-scorecard
  results). It states explicitly that none of these is a certification, and the security page adds "No certification claim
  - public framework mappings are method inputs; they do not represent a third-party certification." There is no SOC 2, ISO
  27001, PCI DSS, HIPAA or FedRAMP claim anywhere, so no Compliance pointer is emitted.
evidence:
- source: https://delx.ai/trust
  http_status: 200
  fetched: '2026-09-19'
  keywords:
  - trust
  - security.txt
  - evidence
  - bounded test
  - not a certification
- source: https://delx.ai/security
  http_status: 200
  fetched: '2026-09-19'
  keywords:
  - defensive assurance
  - No certification claim
  - security.txt
  - disclosure policy
public_proof_links_declared:
- Would Pay Again, issue 5 (2026-08-11) independent field review of a tested subset of Commerce calls
- Official MCP Registry listing io.github.davidmosiah/delx-mcp-a2a (2026-08-06)
- Live x402 payment manifest (2026-08-26)
- Coinbase Bazaar index coverage matrix (2026-08-07)
- A2A agent card / ERC-8004 discovery surface (2026-08-26)
- Continuity audit live receipt (2026-08-26)
- Protocol write-outage incident report (2026-08-17)
- mcp-scorecard results for delx-living-body and astral-mcp (2026-08-24)
note: The probe-security-programs.py keyword threshold did not fire on this page (it looks for compliance-certification vocabulary);
  recorded by hand because the page is a real trust surface whose whole point is the absence of badges.