Ah, thanks for finding that code. Here's the original public modulus as an integer: http://factordb.com/index.php?query=207401193272587237602760235090630171384

Ah, thanks for finding that code. Here's the original public modulus as an integer: http://factordb.com/index.php?query=20740119327258723760276023509063017138455993606274883526731955113241109007354362374128996096291046353572306742110305456946824862203867115042369878729703475765112280167498189046437794602966168812419423365196979669431929588951126804648743029387833666031765734337165949634731375592471670294246180877815104812674626967450097045005117546657068700545263064105024888769118032059917845867653040419404003684559882509195398630922824050405379620513589699993980205694266973236095772153476388267418476533663512746243310317853861946430053072890502949319703765023792161144942611323629444409600173894963797156859916567288947565058003 http://factordb.com/index.php?query=207401193272587237602760... (which can't be factored, at least not any time soon) And here's the patched version: http://factordb.com/index.php?query=17371852435364932234198289696093135719112415166564334627199356168762835335592424536862497360014159738630046885057635916854759097620974245668452590354310167264683476531173163058898476418183674505913561130980902214026382023954011273122886903301549955103489770026619711887767398427379601400787983076212603189569524432427260515921063513404354797519457735139609222411461524050349340285765258649294004182458325847322598311747736621083339542109085138257913063024645042563940841231676725819951388256701826786497550629695215511595269950707608531548300114399973695889243598772097105699530419181744793002739781116244276221499347 http://factordb.com/index.php?query=173718524353649322341982... And exactly as you say, it's divisible by 3, leaving behind a single large prime (so I was wrong about there being more factors)