QUANTUM RANDOMNESS · TRANSIT ENCRYPTEDSecurity architecture

ENTROPY AS A SERVICE

Randomness.
Private by design.

Request conditioned entropy or a validation noise proof from the Hybrid-Chain quantum service. Every returned envelope is protected for the account’s registered Transit RSA key and remains opaque to this interface.

Open the lab Register Transit RSA key ↗
1024ENCRYPTED BYTES
SOURCEHEALTHCONDITIONTRANSIT RSA

PROTECTED ENTROPY LAB

Pull the evidence.
Keep the plaintext.

The site forwards the request with the existing secure session. Bearer credentials and private RSA material never enter browser code.

CHECKING SESSION
LIVE REQUESTREADY
SIZE1 KiBPROTECTIONTRANSIT RSACACHENO-STORE
ENCRYPTED RESPONSE ENVELOPE
ENCRYPTED PAYLOADStart a new entropy request.No material is retained between requests.

Register a Transit RSA public key first. The corresponding private key stays with you and is required after download.

VALIDATION PROFILES

Test the right layer.

Decrypt noise captures offline before analysis. Passing statistical suites is supporting evidence, not proof of cryptographic security or quantum origin.

OFFLINE ANALYSIS
01

SP 800-90B

Entropy-source modeling, restart tests, health tests and min-entropy estimation.

02

NIST STS

Statistical characteristics of sufficiently large output sequences.

03

DIEHARDER

Supplemental empirical battery; useful, but not a NIST standard.

04

PROVENANCE

Signed capture metadata, source configuration, digest and test-tool versions.

01QUANTUM / PHYSICAL SOURCE

Non-deterministic observations originate outside the application layer.

02HEALTH & CONDITIONING

Source tests and conditioning prepare cryptographic material.

03TRANSIT RSA ENVELOPE

The registered public key protects delivery to its private-key holder.

04LOCAL CEREMONY

Decryption and key generation occur in the user-controlled environment.

Quantum-origin entropy strengthens randomness, but does not by itself make classical RSA or elliptic-curve algorithms post-quantum secure. Production key ceremonies should use reviewed random-bit-generator constructions and standardized post-quantum algorithms where required.