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Double Mersennes Prime Search

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26-02-2026

A new page has been added to the project!

Go to the primes page, and look for the primes of the form 2 * k *(Mp) + 1 with Mp = Mersenne Prime.

While looking for (prime) possible factors of Double Mersenne numbers, our possible factors increase their sizes with the Mersenne prime exponent.

We are gathering such primes for the most significant exponents.


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26-12-2025

How can I reserve my range?

Go to the Available ranges page, choose a range and the relative software, and click on the "Reserve the range" button. Each range requires less than a week on an average computer run 24/7.

On the new calculation page, you can modify the ranges and your computer's information just overriding the values and clicking on "Input data". When you are satisfied with the values, add your username and click "Send the mail".


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26-11-2025

How long will my range run?

It depends on the range, on the software used and on the MMp chosen.

The new page Time calculator will calculate the time required to complete a range with a defined software.


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25-11-2025

New pages on Mersenneforum!

The productivity page shows the k/sec ratio for all programs, and will let you compare different actions for your range.

New status page is shrunk and reports the current work done on each MMp.

New reservations, available ranges, work done pages to get a more focused situation of the search.

New factors view permits to list known factors on a table.

Now it is possible to reserve a range of k for each Double Mersenne number up to MM216049 using either dmdsieve or dmfs


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25-11-2025

New program on DoubleMersenne website!

Gary Gostin has released dmfs v0.2, a program that searches for factors of Double Mersenne numbers using multiple cores. The program is CPU-only, and can be found on the Download page.


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01-11-2025

I will be away from the computer from Nov. 3rd 2025. I'll be back next Nov. 18th.

Happy number crunching!


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29-10-2025

Mark Rodenkirch releases dmdsieve v1.8.5 and dmdsievecl v1.8.5, an extremely fast sieving program for Linux, MAC and Windows. The new version squashes some bugs and adds speed and reliability

A standalone version of the tester, called dmd_tester as C source code and Windows binary, is available on the download page.


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25-10-2025

Gary Gostin joined us for double-checking all the results of MM13 to MM28.

While testing his new software, he will push many k limits up. Thanks Gary!


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21-10-2025

To make sure dmdsieve works fine and there are no holes in the previous tests, we (rogue and ET_) are double-checking all ranges.

After that, we will reopen the reservations for both sieving and testing.


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20-10-2025

Mark Rodenkirch releases dmdsieve v1.7 and dmdsievecl v1.6, an extremely fast sieving program for Linux, MAC and Windows. In particular, the program dmdsievecl is based on GPU OpenCL code and is pretty fast.

A standalone version of tyhe tester, called dmd_tester as C source code and Windows binary, is available on the download page.


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14-10-2025

Mark Rodenkirch releases dmdsieve v1.6 and dmdsievecl v1.6, an extremely fast sieving program for Linux, MAC and Windows. In particular, the program dmdsievecl is based on GPU OpenCL code and is pretty fast.


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11-10-2025

Mark Rodenkirch is working on a OpenCL, GPU ready version of his siever dmdsieve v. 1.5.

We will soon have a dedicated page with productivity of each software with double Mersenne numbers.


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10-10-2025
The Deep Sieving subproject updated its ranges:

MM28 has been tested up to k = 10,000,000.

None of the primes found divides MM28


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10-10-2025
The Deep Sieving subproject updated its ranges:

MM24, MM25 and MM26 have been tested up to k = 12,000,000.

None of the primes found divides the relative double Mersenne number


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10-10-2025
The Deep Sieving subproject updated its ranges:

MM18, MM19, MM20, MM21, MM22, MM23 have been tested up to k=200,000,000.

None of the primes found divides the relative Mersenne number


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10-10-2025
The Deep Sieving subproject updated its ranges:

MM14 has been tested up to k=200,000,000,000.

None of the primes found divides the relative Mersenne number


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05-07-2025
The Deep Sieving subproject updated its ranges:

MM32 has been tested up to k = 2,500,000.

None of the primes found divides MM32


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10-05-2025
The Deep Sieving subproject updated its ranges:

MM31 has been tested up to k = 5,000,000.

None of the primes found divides MM31


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06-01-2025
The Deep Sieving subproject updated its ranges:

MM30 has been tested up to k = 7,500,000.

None of the primes found divides MM30


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14-12-2024
We are back online and kicking!
The Deep Sieving subproject updated its ranges:

MM29 has been tested up to k = 10,000,000.

None of the primes found divides MM29


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