Factors of Mersenne Numbers

The links below give updates from the active Project-M systems. The files format is the same as the Mersenne files on the Mersenne tab: Mersenne number or Mersenne composite
Mq = 2^q - 1, each p divides, in the form

p | Mq    or   p | Rn,

where "p" is the (base 10) prime factor [1 or 7 (mod 8)], and "Mq" gives the prime power of the Mersenne number, or "Rn" gives the composite power of the Mersenne number. The vertical bar is used in the normal mathematical sense to mean "divides".

System Updates: p (p|Mq or p|Rn)
alg	node	range	progress	value	updated
M	archivum	9971a7	2	99712966567	12-22 04:14
M	archivum	9972a7	3	99723170927	12-22 06:07
3	cogitare	9901a7	1	99011419993	12-22 15:50
3	cogitare	9962a7	2	99622066319	12-22 15:28
3	cogitare	9963a7	2	99632059559	12-22 15:51
3	cogitare	9970a7	2	99702804473	12-22 15:30
M	distantGPU	481a08	8	48188603399	12-22 15:31
3	distant	9900a7	6	99006859519	12-22 06:24
3	distant	9967a7	2	99672424561	12-22 12:21
3	distant	9968a7	2	99682421737	12-22 11:55
3	distant	9969a7	2	99692428103	12-22 08:01
3	distant	9973a7	3	99733324807	12-22 09:56
3	distant	9974a7	3	99743292937	12-22 07:43
3	distant	9975a7	3	99753314519	12-22 10:01
3	distant	9976a7	3	99763318273	12-22 07:04
3	distant	9978a7	3	99783874423	12-22 09:04
99781991663 |		M390527		3427
3	distant	9979a7	3	99793915337	12-22 08:04
3	distant	9984a7	5	99845920513	12-22 16:01
3	distant	9985a7	5	99855922129	12-22 12:59
3	distant	9986a7	5	99865960847	12-22 02:49
3	distant	9990a7	6	99906555743	12-22 11:21
3	distant	9991a7	6	99916799159	12-22 11:09
M	motusGPU	832a08	5	83258807057	12-22 15:18
3v	motus	3509a7	9	35099641399	12-22 08:39
3v	motus	3517a7	7	35177786921	12-22 08:33
3v	motus	3518a7	7	35187631727	12-22 08:36
3v	motus	9902a7	0	99020128447	12-21 22:40
3v	motus	9903a7	0	99030105857	12-21 22:37
3v	motus	9904a7	0	99040047103	12-21 22:41
3v	motus	9905a7	0	99050044447	12-21 22:39
3v	motus	9906a7	0	99060023057	12-11 10:36
3v	motus	9907a7	0	99070000193	12-11 10:36
3v	motus	9960a7	0	99600668551	12-21 22:42
3v	motus	9961a7	0	99610694063	12-21 22:41
3v	motus	9963a7	0	99630696257	12-21 22:43
3v	motus	9964a7	1	99641129143	12-21 22:39
3v	motus	9965a7	1	99651127601	12-21 22:43
3v	motus	9966a7	1	99661126673	12-21 22:38
3v	motus	9977a7	1	99771607753	12-21 22:40
3	otiosus	9980a7	2	99802315927	12-21 16:50
3	otiosus	9992a7	3	99923245481	12-21 16:50
3	otiosus	9993a7	3	99933315751	12-21 16:49
3	otiosus	9994a7	4	99944130463	12-21 16:20
3	rationalis	9981a7	2	99812632769	12-22 15:51
3	rationalis	9982a7	2	99822616889	12-22 16:15
3	rationalis	9983a7	2	99832611223	12-21 14:27
3	rationalis	9987a7	3	99873501439	12-21 14:57
3	rationalis	9988a7	3	99883675273	12-21 15:06
3	rationalis	9989a7	3	99893691503	12-21 14:04

▼  Factors of Mersenne Numbers and Composites by Spans of 100 Million

00a09 M	01a09 M	02a09 M	03a09 M	04a09 M	05a09 M	06a09 M	07a09 M	08a09 M	09a09 M
10a09 M	11a09 M	12a09 M	13a09 M	14a09 M	15a09 M	16a09 M	17a09 M	18a09 M	19a09 M
20a09 M	21a09 M	22a09 M	23a09 M	24a09 M	25a09 M	26a09 M	27a09 M	28a09 M	29a09 M
30a09 M	31a09 M	32a09 M	33a09 M	34a09 M	35a09	36a09 M	37a09 M	38a09 M	39a09 M
40a09 M	41a09 M	42a09 M	43a09 M	44a09 M	45a09 M	46a09 M	47a09 M	48a09	49a09
50a09	51a09	52a09	53a09	54a09	55a09	56a09	57a09	58a09	59a09
60a09	61a09	62a09	63a09	64a09	65a09	66a09	67a09	68a09	69a09
70a09	71a09	72a09	73a09	74a09	75a09	76a09	77a09	78a09	79a09
80a09 M	81a09 M	82a09 M	83a09	84a09	85a09	86a09	87a09	88a09	89a09
90a09	91a09	92a09	93a09	94a09	95a09	96a09	97a09	98a09	99a09

352a08	353a08	354a08	355a08	356a08	357a08	358a08	359a08
480a08
830a08	831a08

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