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Small Mersenne Prime Factors
Prime numbers of the form Mp= 2p − 1 are called Mersenne primes. For Mp to be prime, p must also be prime.
Any factor q of a Mersenne number 2p − 1 must be of the form 2kp + 1, where integer k ≥ 0. Furthermore, q must be 1 or 7 mod 8.
Exponent Prime Factor Digits Year
3739556397479112799 ~1998
3739559517479119039 ~1998
373957421224374452710 ~1999
3739643037479286079 ~1998
373996933224398159910 ~1999
3740034117480068239 ~1998
374018399897644157710 ~2001
3740223717480447439 ~1998
3740251917480503839 ~1998
374059349523683088710 ~2000
3740625717481251439 ~1998
374071939374071939110 ~2000
374083111374083111110 ~2000
374087653224452591910 ~1999
3740877837481755679 ~1998
3741042597482085199 ~1998
374117173224470303910 ~1999
3741212397482424799 ~1998
3741213117482426239 ~1998
3741216597482433199 ~1998
3741237237482474479 ~1998
374141477224484886310 ~1999
3741473037482946079 ~1998
3741480117482960239 ~1998
374153369299322695310 ~1999
Exponent Prime Factor Digits Year
3741585117483170239 ~1998
3741786597483573199 ~1998
3741947637483895279 ~1998
3742038117484076239 ~1998
3742044237484088479 ~1998
3742070637484141279 ~1998
3742210797484421599 ~1998
3742263837484527679 ~1998
3742283637484567279 ~1998
3742360917484721839 ~1998
3742379397484758799 ~1998
3742530837485061679 ~1998
3742592997485185999 ~1998
3742632837485265679 ~1998
3742645917485291839 ~1998
374272957224563774310 ~1999
37427332911377909201712 ~2003
3742767837485535679 ~1998
374302987598884779310 ~2000
3743559597487119199 ~1998
3743597891497439156111 ~2001
3743660997487321999 ~1998
3743669397487338799 ~1998
374367053224620231910 ~1999
3743680317487360639 ~1998
Exponent Prime Factor Digits Year
374374361299499488910 ~1999
3743773797487547599 ~1998
3743854917487709839 ~1998
3743936997487873999 ~1998
3743986317487972639 ~1998
374402711673924879910 ~2000
3744123717488247439 ~1998
374430677299544541710 ~1999
374434057224660434310 ~1999
3744652917489305839 ~1998
374468069524255296710 ~2000
3744810597489621199 ~1998
3744824037489648079 ~1998
3744852717489705439 ~1998
3744904437489808879 ~1998
374502043599203268910 ~2000
3745048437490096879 ~1998
3745149237490298479 ~1998
374530837224718502310 ~1999
3745374913295929920911 ~2002
3745409517490819039 ~1998
3745454397490908799 ~1998
3745476237490952479 ~1998
374552161224731296710 ~1999
374553373224732023910 ~1999
Exponent Prime Factor Digits Year
374554787299643829710 ~1999
3745563237491126479 ~1998
3745593237491186479 ~1998
374567047374567047110 ~2000
3745671837491343679 ~1998
374574041224744424710 ~1999
3745806597491613199 ~1998
3745847517491695039 ~1998
3745980717491961439 ~1998
3746132091123839627111 ~2001
3746164917492329839 ~1998
3746175117492350239 ~1998
374620229299696183310 ~1999
3746213397492426799 ~1998
3746250014195800011311 ~2002
3746293197492586399 ~1998
374630441299704352910 ~1999
3746332197492664399 ~1998
3746356437492712879 ~1998
3746733117493466239 ~1998
3746812437493624879 ~1998
3746826117493652239 ~1998
3746860797493721599 ~1998
374692337299753869710 ~1999
3746970837493941679 ~1998
3043
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25-04-13