Aliquot sequences that start on the integer powers n^i

[Happy5214]

Originally Posted by garambois

If you look at conjectures 134, 135, 136 and 140 on this page dedicated to conjectures related to this project, 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.

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

Originally Posted by garambois

If you have additional computational resources, you can complete the calculations for some trivial sequences of bases 210, 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.

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.