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Chat_166 - The Great Distraction: Epstein vs. Quantum in Bitcoin with Rob Wallace on Bitcoin News

By Guy Swann

Aired Apr 27, 2026 · 1h 3m · Last boosted Apr 27, 2026

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Show Notes

"The whole point of libertarianism is that we should recognise that we don't know how to plan the world. We don't know what the solution is going to be. You can't have a central planner decide it.If it was really just that libertarians understood how the world worked, then you could have a central planner. You would just need them to be libertarians. That's not how it works at all. It's antithetical to the whole concept. That's why the Block Size War was such a huge success, because it did not hard-fork. It did not d...

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toxicafunkMar 7, 2026
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One of the to five episodes! Thought provoking.
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toxicafunkFeb 23, 2026
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toxicafunkSep 26, 2024
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One of the best episodes!
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Kunt SnifferDec 9, 2025
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You guys need find and interview Bitboy Crypto now
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  • 500 via Fountain
    Replication of Quantum Factorisation Records with an 8-bit Home Computer, an Abacus, and a Dog (https://eprint.iacr.org/2025/1237.pdf) Since all demonstrations of quantum factorisation to date have involved either sleight-of-hand numbers, sleight-of-hand preprocessing on a computer, or both, we propose the following standard evaluation criteria for future claims of quantum factorisation. - The factors are of a nontrivial size, 64 or 128 bits. This makes the problem space large enough that the solution can’t be found through simple search techniques unrelated to factorisation. - The factors are two prime values with a large difference between them and containing a 50:50 mix of 0 and 1 bits, randomly distributed. This prevents the construction of sleight-of-hand numbers that are readily amenable to factorisation via physics experiments. - No preprocessing of the value to be factorised using a computer is permitted. This prevents the problem from being transformed into a different, easily-solved sleight-ofhand problem before the physics experiment even begins. - The factors are unknown to the experimenters. This prevents the current practice of short-circuiting the factorisation process by taking advantage of knowing the answer before the process has even begun. - The factorisation is performed on ten different values with the properties given above. This demonstrates repeatability of the process.