Affine-Padding Rabin-Oracle Factoring in $L_n\!\left(\frac{1}{3},\sqrt[3]{\frac{32}{9}}\right)$ eprint.iacr.org
Hash padding survives; affine-padded Rabin oracles still fall to an NFS-style factorization in L_n(1/3, ∛32/9).
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01 02 Can Claude actually help break RSA-896, or just babysit CADO-NFS GPU ports and publicize the factorization?03 RSA-896 was factored with Claude-assisted CADO-NFS porting, because 896-bit RSA was already on life support.04 RSA-896 finally falls, with p and q published, so the benchmark modulus is no longer just a benchmark.05 How big a deal is RSA-260 getting factored, and what does that imply for RSA key sizes before QC shows up?