9,412, 343,607, 359,262, 946,971, 172,136, 294,514, 357,528, 981,378, 983,082, 541,347, 532,211, 942,640, 121,301, 590,698, 634,089, 611,468, 911,681/Historical Note

== Historical Note on $9 \, 412 \, 343 \, 607 \, 359 \, 262 \, 946 \, 971 \, 172 \, 136 \, 294 \, 514 \, 357 \, 528 \, 981 \, 378 \, 983 \, 082 \, 541 \, 347 \, 532 \, 211 \, 942 \, 640 \, 121 \, 301 \, 590 \, 698 \, 634 \, 089 \, 611 \, 468 \, 911 \, 681$ == This was the first $100$-digit number which was factorised using a general-purpose factorisation algorithm, which was not designed to exploit any special properties of the number under investigation, nor did it use probabilitistic measures.

According to in his $1997$ work, this was achieved on $12$th October $1988$ by  and.

However, this has not yet been fully corroborated, and needs to be confirmed.