RSA and ECDSA fall to a sufficiently powerful quantum computer. H33 replaces them with three independent PQ signature families, FHE-encrypted biometrics, and zero plaintext exposure — in a single API call.
Every RSA key, every ECDSA signature, every TLS handshake protecting your users today relies on one mathematical assumption: that factoring large integers or computing discrete logarithms is hard.
A sufficiently powerful quantum computer solves both in polynomial time. Shor's algorithm does not need to be fast — it just needs to exist. And it will.
Harvest-now, decrypt-later: adversaries are recording encrypted traffic today, waiting for quantum capability to decrypt it. Your authentication tokens, session keys, and signed credentials are already at risk.
NIST finalized post-quantum standards in August 2024. The migration deadline is not theoretical. It is policy.
H33 does not gamble on a single post-quantum scheme. Every authentication is signed under three independent PQ families:
An attacker must simultaneously break MLWE lattices, NTRU lattices, and stateless hash functions. Three independent mathematical bets, one authentication.
| Stage | Component | Latency | % Pipeline |
|---|---|---|---|
| 1. FHE Batch | BFV inner product (32 users/CT) | 943 μs | 70% |
| 2. Batch Attest | SHA3 + Dilithium sign + verify | 391 μs | 29% |
| 3. ZKP Lookup | CacheeEngine cached verification | 0.358 μs | <1% |
Get an API key and make your first PQ-authenticated call in minutes. Free tier includes 1,000 credits per month.