Mersenne ECM top factors

[M]M9323[/M] has a 139.936-bit (43-digit) factor: [url=https://www.mersenne.ca/M9323]1333520398848362959146986064051807672224671[/url] (ECM,B1=3000000,B2=300000000)
[M]M9833[/M] has a 128.523-bit (39-digit) factor: [url=https://www.mersenne.ca/M9833]489061585821401691783649055431739696807[/url] (ECM,B1=3000000,B2=300000000)
[M]M9883[/M] has a 128.406-bit (39-digit) factor: [url=https://www.mersenne.ca/M9883]450826387535591546789201943375206602903[/url] (ECM,B1=3000000,B2=300000000)
[M]M9539[/M] has a 127.392-bit (39-digit) factor: [url=https://www.mersenne.ca/M9539]223212586274489597961708131344467984319[/url] (ECM,B1=3000000,B2=300000000)
[M]M8963[/M] has a 123.187-bit (38-digit) factor: [url=https://www.mersenne.ca/M8963]12102907522238912136363264325152257671[/url] (ECM,B1=3000000,B2=300000000)
[M]M9043[/M] has a 119.869-bit (37-digit) factor: [url=https://www.mersenne.ca/M9043]1214227396319818076542537632130381319[/url] (ECM,B1=3000000,B2=300000000)
[M]M8929[/M] has a 119.747-bit (37-digit) factor: [url=https://www.mersenne.ca/M8929]1115430961341245177793296572392840751[/url] (ECM,B1=3000000,B2=300000000)
[M]M9539[/M] has a 118.700-bit (36-digit) factor: [url=https://www.mersenne.ca/M9539]539739762366037934978545147421430377[/url] (ECM,B1=3000000,B2=300000000)
[M]M9241[/M] has a 115.044-bit (35-digit) factor: [url=https://www.mersenne.ca/M9241]42833623397271509550058451923527601[/url] (ECM,B1=3000000,B2=300000000)
[M]M2632271[/M] has a 73.804-bit (23-digit) factor: [url=https://www.mersenne.ca/M2632271]16489667853716022817913[/url] (ECM,B1=50000,B2=5000000)
[M]M2178083[/M] has a 73.537-bit (23-digit) factor: [url=https://www.mersenne.ca/M2178083]13702282568076860494367[/url] (ECM,B1=50000,B2=5000000)
[M]M2630609[/M] has a 66.820-bit (21-digit) factor: [url=https://www.mersenne.ca/M2630609]130299150367327523903[/url] (ECM,B1=50000,B2=5000000)

#	User	Exponent	Factor	Digits	Bits ↓ *	Date
1	Hexaflexagon	9323	1333520398848362959146986064051807672224671	43	139.936	2018-06-02 13:24:40
2	Hexaflexagon	9833	489061585821401691783649055431739696807	39	128.523	2018-06-20 06:51:11
3	Hexaflexagon	9883	450826387535591546789201943375206602903	39	128.406	2018-06-24 05:14:39
4	Hexaflexagon	9539	223212586274489597961708131344467984319	39	127.392	2018-06-09 17:49:19
5	Hexaflexagon	8963	12102907522238912136363264325152257671	38	123.187	2018-05-14 13:11:10
6	Hexaflexagon	9043	1214227396319818076542537632130381319	37	119.869	2018-05-19 11:37:25
7	Hexaflexagon	8929	1115430961341245177793296572392840751	37	119.747	2018-05-10 23:07:08
8	Hexaflexagon	9539	539739762366037934978545147421430377	36	118.700	2018-06-09 12:37:06
9	Hexaflexagon	9241	42833623397271509550058451923527601	35	115.044	2018-05-27 16:00:54
10	Hexaflexagon	2632271	16489667853716022817913	23	73.804	2018-03-29 01:08:55
11	Hexaflexagon	2178083	13702282568076860494367	23	73.537	2018-01-14 07:28:21
12	Hexaflexagon	2630609	130299150367327523903	21	66.820	2018-03-28 17:31:25

User

Exponent

Factor

Digits

Bits ↓ *

Date

Hexaflexagon

9323

1333520398848362959146986064051807672224671

139.936

2018-06-02 13:24:40

Hexaflexagon

9833

489061585821401691783649055431739696807

128.523

2018-06-20 06:51:11

Hexaflexagon

9883

450826387535591546789201943375206602903

128.406

2018-06-24 05:14:39

Hexaflexagon

9539

223212586274489597961708131344467984319

127.392

2018-06-09 17:49:19

Hexaflexagon

8963

12102907522238912136363264325152257671

123.187

2018-05-14 13:11:10

Hexaflexagon

9043

1214227396319818076542537632130381319

119.869

2018-05-19 11:37:25

Hexaflexagon

8929

1115430961341245177793296572392840751

119.747

2018-05-10 23:07:08

Hexaflexagon

9539

539739762366037934978545147421430377

118.700

2018-06-09 12:37:06

Hexaflexagon

9241

42833623397271509550058451923527601

115.044

2018-05-27 16:00:54

Hexaflexagon

2632271

16489667853716022817913

73.804

2018-03-29 01:08:55

Hexaflexagon

2178083

13702282568076860494367

73.537

2018-01-14 07:28:21

Hexaflexagon

2630609

130299150367327523903

66.820

2018-03-28 17:31:25

0M	<	10¹⁰	All tracked exponents
0M	<	2³²	GPU TF range
0M	<	1000M	PrimeNet range
0M	<	193M	low-PrimeNet, low-res
0M	<	385M	low-PrimeNet, high-res
50M	<	123M	PrimeNet wavefront