下面这个是155位乘积,只要两个数相差不大就可以解
=== Starting work on batchfile expression ===
factor(141200934203348100398237203092056603810497665953866503938436185453188653157534841542476799951117838232625775007972565407157639296613520419503480411605348989930269251550612802713562083757413530752693656921524166574490706642637366533580294193220594792686644979858892684504400190942099051519236019210134694833519)
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fac: factoring 141200934203348100398237203092056603810497665953866503938436185453188653157534841542476799951117838232625775007972565407157639296613520419503480411605348989930269251550612802713562083757413530752693656921524166574490706642637366533580294193220594792686644979858892684504400190942099051519236019210134694833519
fac: using pretesting plan: normal
fac: no tune info: using qs/gnfs crossover of 95 digits
div: primes less than 10000
fmt: 1000000 iterations
Total factoring time = 1.1689 seconds