20210624, 09:49  #1178 
"Alexander"
Nov 2008
The Alamo City
1367_{8} Posts 
Base 44 is initialized and ready for inclusion. I have to catch up on GIMPS and run some LLR timing tests over the next couple of days, so I don't know what will be next.

20210624, 16:07  #1179 
"Garambois JeanLuc"
Oct 2011
France
7·97 Posts 
OK perfect !
I will add base 44 in the next update. Thank you very much. 
20210624, 17:22  #1180 
Aug 2020
79*6581e4;3*2539e3
401 Posts 
Is there a special system for placing reservations? I'll start on 79^76.
How are new bases started? 
20210624, 18:47  #1181 
"Garambois JeanLuc"
Oct 2011
France
679_{10} Posts 
To make reservations, simply go to this page :
http://www.aliquotes.com/aliquotes_p..._entieres.html Then, you just have to click on a base, for example base 79. And there you can see that from exponent 64 you can reserve sequences. Of course, the sequences in the green cells are already finished. All sequences of exponents below 64 are either finished or already reserved by the contributor "UNC". To start a new base, you just have to tell me. Then you can initialize it, i.e. finish as many sequences as possible for which the exponent is of the same parity as the base (the trivial sequences) and at least try for the nontrivial sequences to reach the 100 digits. Once this is done, I add the new base to the page. The new bases to be added are those lower than 100 which are not yet on the page, those belonging to cycles, for example the cycle of length 28 (for the moment, we have only the base 14316 which is only one of 28 elements of this cycle). If you have a lot of computing power, it may be very interesting for us if you decide to finish the computations of the trivial sequences of bases that are doubles of squares, for example bases 242, 288, 338. Finally, maybe you have a new idea to test and you choose to do calculations for a brand new base of a brand new kind. And maybe because of your new idea, we will notice something new... 
20210624, 19:15  #1182 
"Ed Hall"
Dec 2009
Adirondack Mtns
7660_{8} Posts 
Not to overshadow garambois, but a mention in this thread, as you did, will reserve it (after checking the table as garambois mentioned). However, the reservation will not show on the table until the next update, so you should also do a quick search a few posts back in this thread to see if anyone else might have already posted about it.A "CTRLF 79^76" should be sufficient to catch such.
Last fiddled with by EdH on 20210624 at 19:16 
20210624, 19:15  #1183  
Aug 2020
79*6581e4;3*2539e3
401 Posts 
Thanks, I read your site, so I decided on 79^76, but how do I reserve it? Just posting here?
Quote:
I don't have a lot of computing power for factorization, just a 10 core. So everything larger than 170 digits is quite an adventure... :D 

20210624, 19:27  #1184  
"Ed Hall"
Dec 2009
Adirondack Mtns
2^{4}×251 Posts 
Quote:


20210624, 21:12  #1185 
"Garambois JeanLuc"
Oct 2011
France
679_{10} Posts 

20210625, 17:35  #1186 
Aug 2020
79*6581e4;3*2539e3
401 Posts 
What kind of work do you prefer at the moment, initializing new bases < 100 or continuing existing ones like the 79^76?

20210626, 07:19  #1187  
"Alexander"
Nov 2008
The Alamo City
3×11×23 Posts 
Quote:
As for my progress (to avoid making two posts), I'm probably going to start base 48 Saturday (it's 2 AM here, but it feels like Friday still). I'm not reserving the cycle sequences at this time. 

20210626, 07:45  #1188 
Aug 2020
79*6581e4;3*2539e3
401 Posts 
Ok, then I'll finish term 26 of 79^76 and then begin with base 53 which seems the smallest prime base not initialized yet. A lot of the smaller exponents for 53^n are already terminated in factordb.
Is there any advice on initializing or should I just use aliqueit? Last fiddled with by bur on 20210626 at 07:45 
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