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Quantum Computing

Qubits, error correction, and the cryptography they threaten — a fundamentally different way to compute.

4 finds · 6 entities · updated June 2026

State of the world · updated June 2026

Right now: the headline race is error correction — turning fragile physical qubits into stable logical ones — while sharper estimates of how few qubits it would take to break RSA keep pulling the post-quantum-cryptography deadline forward.

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Quantum computing is a bet that some problems yield only to a different kind of machine. The mechanism is that a qubit holds a superposition rather than a settled bit, so the right algorithm explores many paths at once — but qubits are fragile, and the field's real progress is in error correction: stitching many noisy physical qubits into one stable logical one. Everything here turns on that ratio. The nearest-term consequence is adversarial — a large enough machine breaks the public-key cryptography that secures the internet, which is why error-correction results and qubit counts get read like a countdown to "Q-Day." The question is how many logical qubits arrive, and when.

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