|
2015-09-07, 09:06
|
#1 |
Aug 2002
3×83 Posts |
Open sequences with odd start
Are there any at all, that anyone has cared about for any length of time?
It is certainly possible for an odd number to become even (if it is not square free). Even 9 does so. It's less clear to me whether it's possible for it to become even on an increase, so without merging. EDIT: Of course, right after posting, I found this old thread. Last fiddled with by pakaran on 2015-09-07 at 09:50 |
|
|
 |
| Thread Tools | |
Similar Threads
|
||||
| Thread | Thread Starter | Forum | Replies | Last Post |
| Sequences >10^6 open for reservations | Stargate38 | Aliquot Sequences | 6 | 2018-08-28 13:28 |
| Any interest in all sequences/open sequences? | Greebley | Aliquot Sequences | 6 | 2012-04-07 10:06 |
| All the open-ended Aliquot sequences. | Greebley | Aliquot Sequences | 14 | 2011-03-15 00:13 |
| Large and long open sequences | schickel | Aliquot Sequences | 9 | 2010-12-09 09:48 |
| Open-ended odd sequences | gd_barnes | Aliquot Sequences | 26 | 2009-10-09 18:45 |
