ilmscore | Prediction Details
"Some people say that we actually need as little as 22,000 logical cubits to break sha to 56"
By Andrei Jikh | December 13, 2024 | Pending
From video
Google’s Willow vs Bitcoin: Are Your Coins Safe? 00:10:30 - 00:10:36
Interpreted Prediction
A minority view suggests that as few as 22,000 logical qubits might be sufficient to break SHA 256.

Prediction Details

Topic
Quantum Computing

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