Recreational Tests

[kruoli]

There are also some possible "date exponents" that could use a factor...
20230303
20230519
20230621

Edit: Reserving them for P-1.

[Dobri]

Here are some unique (in a recreational sense) 8-digit prime exponents that would need additional P±1 tests to find more factors of their Mersenne numbers:
M11111117, M11111119, M22222223, M33333331, M55555559, M66666667, and M88888883.

[Dobri]

Here is one more (unique, in a recreational way) 8-digit prime exponent: M23456789.

[Dobri]

Some redundant TF tests for software testing and quality assurance (QA): M11, M23 and M29.

[Madpoo]

Originally Posted by Dobri

Some redundant TF tests for software testing and quality assurance (QA): M11, M23 and M29.

Hi,

Could you do the Primenet server admins a favor and NOT submit your test results to the server? Especially, do not hand tweak results and hope they get accepted eventually.

Thanks. I'm going to remove your most recent results like that.

[Dobri]

Originally Posted by Madpoo

Hi,

Could you do the Primenet server admins a favor and NOT submit your test results to the server? Especially, do not hand tweak results and hope they get accepted eventually.

Thanks. I'm going to remove your most recent results like that.

Hello, Madpoo, thank you for noticing this loophole. Of course, please delete the TF for M11, M23 and M29.