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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
13724531274490638 ~1987
13725143274502878 ~1987
137251693294040579 ~1989
13725197823511838 ~1988
13725359274507198 ~1987
137261691098093539 ~1988
137263011098104099 ~1988
13726571274531438 ~1987
13727123274542478 ~1987
137274591098196739 ~1988
137275872196413939 ~1989
137278213020120639 ~1989
13727963274559278 ~1987
137279711372797119 ~1988
137280373294728899 ~1989
13728461823707678 ~1988
13728479274569598 ~1987
13728899274577998 ~1987
13728959274579198 ~1987
13728971274579438 ~1987
13729141823748478 ~1988
13729739274594798 ~1987
13730413823824798 ~1988
13730819274616398 ~1987
13731059274621198 ~1987
Exponent Prime Factor Digits Year
13731071274621438 ~1987
137310712471592799
13731637823898238 ~1988
13732331274646638 ~1987
137326193295828579 ~1989
13732871274657438 ~1987
13732933823975998 ~1988
13733183274663678 ~1987
13733411274668238 ~1987
13733663274673278 ~1987
13733717824023038 ~1988
13734683274693678 ~1987
13734797824087838 ~1988
13734863274697278 ~1987
13735523274710478 ~1987
13735921824155278 ~1988
137359611098876899 ~1988
137363694395638099 ~1990
13736423274728478 ~1987
13736453824187198 ~1988
137364911373649119 ~1988
137366873296804899 ~1989
13736843274736878 ~1987
13736903274738078 ~1987
13737533824251998 ~1988
Exponent Prime Factor Digits Year
13737599274751998 ~1987
13737937824276238 ~1988
13738019274760398 ~1987
13738079274761598 ~1987
13738163274763278 ~1987
13738883274777678 ~1987
13739279274785598 ~1987
13739399274787998 ~1987
13739963274799278 ~1987
13740323274806478 ~1987
137404491923662879 ~1989
13740473824428398 ~1988
13740563274811278 ~1987
13740791274815838 ~1987
13741391274827838 ~1987
13741523274830478 ~1987
13741583274831678 ~1987
137425913573073679 ~1989
13742639274852798 ~1987
13743503274870078 ~1987
137435231374352319 ~1988
137435576596907379 ~1990
13743731274874638 ~1987
13743791274875838 ~1987
137442591099540739 ~1988
Exponent Prime Factor Digits Year
137445311374453119 ~1988
13744583274891678 ~1987
13744673824680398 ~1988
13744691274893838 ~1987
137452792474150239 ~1989
13745353824721198 ~1988
137454612199273779 ~1989
137456571099652579 ~1988
13746311274926238 ~1987
137463113574040879
13746497824789838 ~1988
13746503274930078 ~1987
137465831374658319 ~1988
137466191374661919 ~1988
13746731274934638 ~1987
13746923274938478 ~1987
137469594399026899 ~1990
137470032199520499 ~1989
13747439274948798 ~1987
13747451274949038 ~1987
137480471374804719 ~1988
13748051274961038 ~1987
13748459274969198 ~1987
13748771274975438 ~1987
13748831274976638 ~1987
1186
GIMPS The Prime Pages FactorDb.com
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25-05-04