
Quantum Cryptography Crisis: How Post-Quantum Encryption Protects Against Harvest Now Decrypt Later Attacks
From The Quantum Stack Weekly by Inception Point Ai
April 17, 2026 · 3 min
About this episode
The episode discusses the urgency of quantum cryptography in light of recent research indicating that quantum computers may soon break current public-key cryptography systems.
This is your The Quantum Stack Weekly podcast. Imagine this: just yesterday, on April 16th, Cloudflare's Bas Westerbaan dropped a bombshell in his talk, revealing fresh research showing quantum computers are barreling toward breaking our internet's public-key cryptography faster than we thought. It's like the quantum wolf at the door, howling with newfound urgency. Hello, I'm Leo, your Learning Enhanced Operator, diving deep into The Quantum Stack Weekly. Picture me in the humming cryolab at Inception Point, Geneva—frost biting my fingertips as I calibrate superconducting qubits chilled to near absolute zero, their delicate dances mimicking the universe's hidden rhythms. Those qubits, fragile as soap bubbles in a storm, entangle in superposition, exploring infinite paths at once. That's the magic Feynman dreamed of 40 years ago, per Amazon Science's retrospective: harnessing quantum weirdness to simulate nature itself, outpacing classical machines that chug through one reality at a time. This isn't sci-fi. Westerbaan's update, echoing S&P Global's chat with Dr. Theau Peronnin of Pasqal, spotlights the crisis: current qubits drown in noise, error rates 18 orders worse than…
People in this episode
Host: Leo
Topics covered
- quantum cryptography
- post-quantum encryption
- Harvest Now Decrypt Later attacks
- quantum computing
- public-key cryptography
- lattice-based cryptography
Keywords
- quantum cryptography
- post-quantum cryptography
- Cloudflare
- quantum computers
- public-key cryptography
- lattice-based math
- Harvest Now Decrypt Later
Mentioned in this episode
Organizations: Cloudflare, S&P Global, Pasqal
Products: TLS, RSA, ECC, Kyber
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