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logicalworld
@logicalworld
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September 3, 2018
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logicalworld
cryptography
2018-09-18 14:36
RE: Conjecture on RSA factorization O(k)
FALSE
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logicalworld
cryptography
2018-09-18 08:05
RE: Conjecture on RSA factorization in (2*i+1)*log_ (2 * i + 1) [N]
Esempio con spiegazione N=9499 (9499-3)/4=2374 9499/3 != intero [2374-(4n+1)]/3=Z -> 3Z+4n-2373=0 -> euclide -> n=3t -> controsenso altrimenti 9499/3 sarebbe intero [2374-2(4n+1)]/3=Z ->
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logicalworld
cryptography
2018-09-18 07:00
RE: Conjecture on RSA factorization in (2*i+1)*log_ (2 * i + 1) [N]
Example
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logicalworld
cryptography
2018-09-15 15:10
RE: Conjecture on RSA factorization in (2*i+1)*log_ (2 * i + 1) [N]
imagination
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logicalworld
cryptography
2018-09-11 23:45
RE: RSA GAME OVER
RSA GAME OVER Pensate alla funzione F(x)=sqrt[2*x2+(x-1)2+(x+1)^2-2]=y con x numero naturale ed y pari #primes #factoritazion #RSA #Cryptography #hacker #cybersecurity #pioneers #mathchat #infosecurity
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