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-   -   Aliquot sequences that start on the integer powers n^i (https://www.mersenneforum.org/showthread.php?t=23612)

Happy5214 2021-08-06 22:26

[QUOTE=garambois;585004]If you look at conjectures 134, 135, 136 and 140 on [URL="http://www.aliquotes.com/conjectures_mersenneforum.html"]this page dedicated to conjectures related to this project[/URL], they all talk about bases that are primorial numbers.
That's why I think we can say that the primorial bases play a special role in our project, so they are "special".
In principle, we can also add a category for bases that are factorials when we will have several of them, why not ?
None of these bases can be taken out of this category in the future, no matter what.[/QUOTE]

My bad, thanks for that reminder (of a page I helped you create). :blush:

[QUOTE=garambois;585009]If you have additional computational resources, you can complete the calculations for some trivial sequences of bases [B][I]210[/I][/B], 14316, 14264, 14536 or other still unreserved bases.
Otherwise, you can also advance the non-trivial sequences of these unreserved bases to for example 105 or 110 digits. With a little luck, you will finish one or other non-trivial sequence this way.
But in any case, please report here any work you undertake : it would be too bad if several of you were to calculate the same sequence !
And don't forget to tell me about the new initialized bases, I will include them in the general scan on Monday, even if these sequences are not yet added to our project page.[/QUOTE]

Um, I know I haven't made much progress on base 210, but I haven't released it yet, nor have I been informed that my reservation has been canceled. You're free to work on the pink sequences, but I want dibs on the trivial orange ones.


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