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#1992 | ||
"Gary"
May 2007
Overland Park, KS
13×907 Posts |
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Quote:
Last fiddled with by gd_barnes on 2022-10-12 at 17:36 |
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#1993 |
"Gary"
May 2007
Overland Park, KS
13·907 Posts |
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Bases 70 to 79 have now had their large opposite-parity exponents initialized.
Also included in this initialization were new bases 353, 359, 367, 373, 373, 379, 383, 888, and 1264460. Out of all of these new bases, I think that only base 1264460 still needs to be updated. |
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#1994 |
"Garambois Jean-Luc"
Oct 2011
France
43516 Posts |
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I'm sorry, but I really don't have time to do a full update right now.
I shouldn't have even made this update today ! But as I had said above, I will do that in 10 days, it will be better for me. Because I will have to do a clean job and check several things. ;-) |
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#1995 |
"Ed Hall"
Dec 2009
Adirondack Mtns
521010 Posts |
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Thanks for all your work, Jean-Luc! You cleared most of the other thread's current terminations and now I can remove some bases from my scripts. That should allow them to update a little faster.
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#1996 | |
"Gary"
May 2007
Overland Park, KS
13·907 Posts |
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#1997 |
Sep 2008
Kansas
ED416 Posts |
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Bases 389 and 397 can be added at the next update.
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#1998 |
"Gary"
May 2007
Overland Park, KS
13·907 Posts |
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397^46 terminated by me.
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#1999 |
"Garambois Jean-Luc"
Oct 2011
France
3×359 Posts |
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Page updated.
Many thanks to all for your work ! Added bases : 389, 397. Some bases updated according to what was requested in the project thread from post #1992. But I haven't checked anything due to time constraints, I hope everything is OK ! Of course, as I had announced, within a week, I will make a very complete update of the page. |
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#2000 |
"Gary"
May 2007
Overland Park, KS
270178 Posts |
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Bases 50 to 69 have now had their large opposite-parity exponents initialized.
Also included in this initialization were new bases 389, 397, and 996. |
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#2001 |
"Gary"
May 2007
Overland Park, KS
2E0F16 Posts |
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Reserving new base 40320. I'd like to extend the factorial bases and I see that base 5040 is being worked on.
Jean-Luc, can I assume that exponent 35 will be the highest exponent shown for this base on your page? 40320^35 is 162 digits. I'm asking because it falls between bases 31704 and 131071, which have exponents up to 40 and 35 respectively shown on your page. |
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#2002 | |
"Garambois Jean-Luc"
Oct 2011
France
3×359 Posts |
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35 is fine if you decide to do so. I might have placed the exponent change from 40 to 35 from base 50,000 myself, but 40320^38 has the 3 in its factors, which makes it a terrible sequence ! As for 40320^40, with cofactors over 180 digits long, that scares the hell out of me. |
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Thread Tools | |
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