v1.0.0 | Released: TBD — faihoplo.com launch date Last updated: March 29, 2026

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Researching quantum computing, QPU (Quantum Processing Unit) semiconductor chips, Quantum-AI, and PQC for cybersecurity.

🎤 "Practical MOSFET Quantum Computer with Millions of Qubits" — APS Global Physics Summit 2026, Denver

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Post-Quantum Cryptography

Hytak Random Number

Hytak quantum-safe random number generator — free for everyone

Since this is not a pseudo-random number, it may be used for Post-Quantum Cryptography key generation.

post-quantum cryptography PQC random number generator quantum RNG true random PQCRNG quantum computing QPU Quantum-AI quantum-safe encryption cybersecurity Faihoplo Hytak random number Hytak Random Number

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Configure

Digits 256

Output format

Result

Press generate to get your random number

API usage

GET https://faihoplo.com/pqcrng/api/generate?digits=256&format=decimal Response: { "random": "...", "digits": 256, "format": "decimal" }

Rate Limit

Requests used: 0 / 100 ✅ Available

Limit resets every hour. Maximum 100 requests per hour per user.

By using PQCRNG, you agree to the following terms:

✅ This service is provided free of charge for personal and research use.

✅ Users may integrate this API into their own applications with proper credit to Faihoplo.

❌ Commercial resale of this service or its output as a standalone product is not permitted without written permission from Faihoplo.

❌ Reverse engineering, copying, or reproducing the underlying method is strictly prohibited and protected by patent.

❌ Use of this service for illegal, harmful, or malicious purposes is strictly forbidden.

Faihoplo reserves the right to suspend access for users who violate these terms.

Legal Disclaimer

Hytak Random Number is provided by Faihoplo on an "as is" basis for informational and research purposes.

Faihoplo makes no warranties, express or implied, regarding the suitability of this service for any specific purpose, including but not limited to cryptographic key generation, security applications, or financial systems.

Users are solely responsible for evaluating the appropriateness of this service for their intended use.

Faihoplo shall not be liable for any damages, losses, or security breaches arising from the use or misuse of this service.

The PQCRNG method is protected under a provisional patent filed by Faihoplo. Unauthorized use of the method is subject to legal action.

Distribution Analysis

Statistical analysis of 512 PQCRNG samples showing uniform distribution consistent with entropy principles referenced in NIST SP 800-90B.

512samples

—mean

—min

—max

Distribution of 512 samples

X-axis: value (0 ~ 9,999) Y-axis: frequency (count of samples)

Digit frequency (0 ~ 9)

X-axis: digit (0 ~ 9) Y-axis: frequency (count of digit appearances)

PQCRNG samples ideal uniform

Analyzing...