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Old 2014-09-25, 17:45   #419
LaurV
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Congrats! Nice, now we have a round number of them left...
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Old 2014-11-22, 19:06   #420
unconnected
 
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945360 terminates
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Old 2014-11-22, 19:22   #421
Batalov
 
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Phi(4,2^7658614+1)/2

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Old 2014-11-22, 20:01   #422
EdH
 
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Quote:
Originally Posted by unconnected View Post
945360 terminates
Congrats!

Interesting (to me, at least) that it barely grazed 120 digits at its apex,
as though it was a barrier,
or,
perhaps a goal,
which,
when once achieved,
left nothing more to prove...
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Old 2014-11-30, 23:28   #423
unconnected
 
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407856 terminates. Max height=128.
.ps: Please update 1st post.
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Old 2014-12-01, 00:05   #424
henryzz
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Congrats on another one.

It is much easier for me to update the first post when I have the information posted. Usually I end up showing the whole sequence on the factordb to get the max height/merges. While I am waiting for that to load I sometimes get distracted I am sort of assuming that the finisher of a sequence will know that info. If not I can look it up.

Last fiddled with by henryzz on 2014-12-01 at 00:06
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Old 2014-12-02, 16:22   #425
wolfcrey
 
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Quote:
Originally Posted by unconnected View Post
407856 terminates. Max height=128.
.ps: Please update 1st post.
Congratulations.
A new maximum height for terminated sequences.
Best regards
Wolfgang
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Old 2014-12-30, 18:38   #426
Batalov
 
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"Serge"
Mar 2008
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Cool one more for this year

653448 terminates with p=601 (max height = 125)

P.S. Well, it merges with 7596 6160 (or maybe an even lower sequence), first. The graph is quite pretty.

Last fiddled with by Batalov on 2014-12-30 at 22:57 Reason: (the merge noted; it is actually 6160)
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Old 2014-12-30, 21:01   #427
RobertS
 
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Smile and one more for this year

675204 ends in a cycle (max height = 122)
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Old 2014-12-31, 15:05   #428
wolfcrey
 
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Quote:
Originally Posted by RobertS View Post
675204 ends in a cycle (max height = 122)
Congratulations to Robert and Serge!
Phantastic results at the end of the year.
Al the best for 2015
Wolfgang
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Old 2015-01-17, 19:20   #429
rodac
 
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Quote:
Originally Posted by Mini-Geek View Post
I'll note that this merged with 7596 a while before it terminated, but 7596 didn't quite make it to 100 digits, so I'll just count this as a prime termination.
1000336 i:1 = 959856, the first term is smaller than 1000336.
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