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Quantum security for financial assets

The lock on your money
is about to change.

A 156-qubit processor running at ten millikelvin can break the encryption banks and wallets rely on today — and build the encryption that replaces it.

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01Why it matters

Your keys are only as safe as the maths

Bank transfers, card payments and crypto wallets all depend on problems that are hard for ordinary computers. Shor's algorithm makes them easy for a quantum one — and it only works if the qubits stay cold and coherent. That is what the machine behind this page does.

RSA · ECC AT RISK
02Decrypt

Authorised recovery and audit

The same capability works in your favour. We use quantum search and factoring to test how long your keys would really survive, and to recover access to assets locked behind lost or legacy keys — for clients who can prove they own them.

SHOR · GROVER
03Encrypt

Keys that cannot be copied

Quantum key distribution builds keys from entangled photons, so any eavesdropper is detected before a single byte moves. Layered with NIST post-quantum algorithms, it protects transfers and stored balances against data captured today and decrypted tomorrow.

QKD · ML-KEM
Quantum cryptography

What a quantum computer does to financial security.

It breaks public-key cryptography, weakens symmetric keys, and makes unbreakable key exchange possible. Every payment network, custodian and wallet sits somewhere on that map.

Shor's algorithm
RSA · ECC
the public-key maths a large quantum computer breaks
Grover's algorithm
√N
halves the effective strength of symmetric keys
Key exchange
E91 · QKD
eavesdropping is detectable by physics
Post-quantum standards
ML-KEM · ML-DSA
NIST FIPS 203 and 204
Symmetric layer
AES-256
still sound against known quantum attacks
Gate fidelity
99.7%
two-qubit, median — the hardware behind it
Access

Find out how exposed
your assets are.

Run a quantum scan to locate where your assets are held and how they are protected. Two minutes of network access, no payment required.

How it is secured →