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Old 2011-11-04, 12:32   #78
schickel
 
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I pulled an update on everything in the top post and found this little gem:
Code:
183936  2296. sz 129 2 * 13 - Batalov
Looks like Batalov managed to totally lose the 3!!!

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Old 2011-11-05, 08:55   #79
LaurV
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Quote:
Originally Posted by LaurV View Post
Is it true that the powers have to rise first, before disappearing? Like losing a bit now to gain more later? Then it may be a good sign....
I was right with that. 585000 lost the 3 and it seems that is "in" for a deep. I consider the mission accomplished, but I will be still playing with it for a while, to see "how low can it go" (you know the dance...)
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Old 2011-11-07, 01:16   #80
bchaffin
 
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Done with 565800: i1402, size 140, 2^3 * 3. Had a brief downdriver run, but it didn't last long.

Reserving 206694.
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Old 2011-11-07, 13:27   #81
smh
 
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Quote:
Originally Posted by smh View Post
369978 1188. sz 113 2^2 * 3
417186 2929. sz 113 2^2 * 3 * 13 * 941
Unreserving. Both are > 120 digits

Reserving:

798924 1561. sz 113 2^2 * 3
803424 1848. sz 113 2^2 * 3
382626 801. sz 113 2^2 * 3

Last fiddled with by smh on 2011-11-07 at 13:28
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Old 2011-11-08, 00:29   #82
Mini-Geek
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"Tim Sorbera"
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Quote:
Originally Posted by schickel View Post
Code:
652884  2253. sz 111 2^2 * 3 * 7
802344  1527. sz 114 2^2 * 3^4 * 7
That's not 2^2*3, that's 2^2*7. Removing those from the list. (making this post just in case I'm missing something silly and these should really still be here)
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Old 2011-11-08, 05:27   #83
bchaffin
 
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Well that was quick. Releasing 206694, now at i1117, size 116, 2^3*3.

Reserving 768222.
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Old 2011-11-08, 05:52   #84
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Quote:
Originally Posted by bchaffin View Post
Well that was quick. Releasing 206694, now at i1117, size 116, 2^3*3.

Reserving 768222.
I'm just curious. How was that quick? Isn't the subproject "Lose the '3'"? The '3' is still there.
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Old 2011-11-08, 06:18   #85
bchaffin
 
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Quote:
Originally Posted by gd_barnes View Post
I'm just curious. How was that quick? Isn't the subproject "Lose the '3'"? The '3' is still there.
Well, I have to admit you have a point there. But 2^3*3 is a driver, whereas 2^2*3 is a sort of 'weak guide'. It tends to stick around for several terms and cause the sequence to grow, but has a good chance of losing the 3 and becoming just 2^2.

I figure once a sequence has picked up a driver, it's done for this subproject.
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Old 2011-11-08, 18:02   #86
Andi47
 
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Oct 2004
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reserving 530082
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Old 2011-11-09, 20:33   #87
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Reserving 228956 & 738144
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Old 2011-11-11, 01:15   #88
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Lost my 3 on 228956 @ 1768

and picked up a downer @ 1775

Last fiddled with by MyDogBuster on 2011-11-11 at 01:48
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