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Primes — the raw material
cryptography
Crypto runs on primes and on Fermat/Euler (a^(p-1) = 1 mod p, sealed) - the reason e and d are inverse modulo phi(n). The supply and distribution of primes is the zeta function's domain. Rests on Riemann.
source
Narrow Highway — cryptography
card id
card_crypto_primes
address
WIT.codex.FCT/primes-the-raw-material/REF.WITNESSED@narrow-highway
adjoining cards
- part of → Cryptography — public keys and hard problems — a pillar of cryptography (Primes)
- connects at → The Riemann chain - from Euler's product and Legendre's count to the critical line — cryptography runs on the primes, whose distribution the Riemann zeta governs
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