# Quantum Threat Assessment for Bitcoin Cryptography

Researchers estimate a quantum computer could crack secp256k1 keys in 62 minutes.

- **Source:** [INCRYPTED](https://brifing.si/source/7cd4625d-3f08-4cc1-983d-4c7d991839ba)
- **Published:** 2026-10-30
- **Topic:** [Software & Engineering](https://brifing.si/c/engineering)
- **Original article:** <https://incrypted.com/uchenye-otsenyly-vzlom-kryptohrafyy-bytkoyna-kvantovym-kompyuterom-v-62-mynuty/>
- **On Brifing:** https://brifing.si/s/fc44851a-3ba9-4f08-bc70-3904b5a9fd01

## Theoretical Quantum Attack Vector

Researchers from the startup Alice Bob analyzed the vulnerability of the secp256k1 elliptic curve used in Bitcoin. They concluded that Shor's algorithm could theoretically derive private keys from public ones. This assessment focuses on cat qubit architecture, specifically evaluating the computational resources required to break current digital signature standards.

## Resource Requirements for Decryption

The study estimates that approximately 29,600 physical cat qubits are necessary to execute the attack. Under these specific parameters, the decryption process would take roughly 62 minutes. The model assumes a one-microsecond error correction cycle and a ten-microsecond reaction time, highlighting the extreme technical precision required for such operations.

## Scope of Potential Exposure

Approximately 6.26 million BTC are currently at risk because their public keys have already been exposed on the blockchain. While this figure represents a significant portion of the total supply, the threat remains purely academic. No existing quantum hardware possesses the stability or qubit count to perform these complex calculations.

## Comparative Cryptographic Vulnerabilities

The researchers also evaluated RSA-2048, estimating it would require 22,593 qubits and 3.14 days to crack. Alternatively, reducing the RSA-2048 attack time to 1.25 hours would necessitate 611,000 qubits. These comparisons illustrate the varying computational costs associated with different cryptographic standards when faced with advanced quantum processing capabilities.

## Error Correction and Stability

The model relies on the absence of bit errors, implying a qubit state retention time of nearly 100 years. If this requirement is relaxed to one hour, an additional layer of error correction is needed. This adjustment increases the physical qubit requirement for RSA-2048 to approximately 45,000, demonstrating the sensitivity of quantum calculations.

## Industry Response and Debate

The findings arrive amid broader discussions regarding the necessity of transitioning to post-quantum cryptography. Google Quantum AI has previously warned that future systems may compromise modern encryption faster than anticipated. Consequently, entities like Coinbase have issued technical recommendations to update network security, though consensus on implementation remains elusive among developers.

## Institutional Investment Concerns

Charles Hoskinson has criticized specific proposals like BIP-361, arguing they fail to mitigate risks for all coins. Meanwhile, Muneeb Ali noted that ongoing uncertainty regarding quantum security might deter institutional investors. Despite successful quantum-resistant transaction tests by StarkWare, the industry continues to grapple with the long-term viability of current protocols.

## Implications for Future Security

This research underscores the gap between current hardware and the theoretical limits of quantum computing. While the 62-minute window for a Bitcoin breach is a milestone in cryptanalysis, it serves as a warning rather than an immediate threat. Future security will depend on proactive upgrades to cryptographic standards before quantum capabilities mature.

## Sources covering this story

- https://incrypted.com/uchenye-otsenyly-vzlom-kryptohrafyy-bytkoyna-kvantovym-kompyuterom-v-62-mynuty/ — 

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_Summary written by Brifing from the original reporting. Copyright in the original article belongs to its publisher; read the full piece at the link above._
