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Eye of GNOME 2.26.1 was what it opened in for me
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3321930173 taken to 74 bits, no factors, unreserving.
3321933253 taken to 74 bits, no factors, unreserving. Filling in some of the lower dips in the graph, I'll take the following 9 candidates from 72 to 73 bits. 3321930211 3321931163 3321931243 3321931363 3321931429 3321931513 3321931531 3321931531 3321931619 Did 3321931267 ever get (re?)run from 70 - 73 by the way? |
[QUOTE=lavalamp;175482]
3321930211 3321931163 3321931243 3321931363 3321931429 3321931513 3321931531 <-------------- 3321931531 <-------------- 3321931619 Did 3321931267 ever get (re?)run from 70 - 73 by the way?[/QUOTE] Two exponents are the same. 3321931267 has been rerun, no factors. Luigi |
[QUOTE=ET_;175485]Two exponents are the same.[/QUOTE]Very well, make that 8 candidates then. :redface:
Can you open that SVG file now? Any up to date browser should do as it's an XML based graphics language. |
[QUOTE=lavalamp;175490]Very well, make that 8 candidates then. :redface:
Can you open that SVG file now? Any up to date browser should do as it's an XML based graphics language.[/QUOTE] Yes I can :smile: Luigi |
I'll take 3321928373 from 74 to 75 on ye olde Willamette, so that should take a while.
I'd also like to take the following 24 candidates to 74 bits (currently there 20 are on 72, and 4 on 73 which I've marked in red): 3321931919 3321931931 3321931967 3321932093 3321932111 3321932123 3321932143 3321932161 3321932359 3321932443 3321932491 3321932567 3321932767 3321932869 3321932899 3321932909 [color=red]3321932969[/color] 3321933007 3321933047 3321933089 3321933113 [color=red]3321933179 3321933193 3321933233[/color] ETA on these is 6 days and I make the odds of finding a factor to be 45.25%. The previous block I reserved are very nearly all done to 73, and I think that byroz has nearly finished that block to 75 so there should be a lot of results in soon. |
[quote=lavalamp;176235]I'll take 3321928373 from 74 to 75 on ye olde Willamette, so that should take a while.[/quote]
Willamettes (I have one) are not "ye olde": I didn't think computers existed in Medieval times. |
Well come on, April 2001. It was quick back then, but it really ain't no more.
I did give it a nice RAM upgrade a year or two back, so it's got 1.25 GiB of PC800 RAMBUS memory in it, which is basically never used. |
Actually, I think I'll take those 24 candidates slightly deeper to 75 bits, and tack these 5 onto the list too:
3321931829 3321931993 3321933253 3321933289 3321933313 A revised eta is 17 days, and 62.9% chance of a factor. |
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OK, this is going to be a long post, so I'll divide it into sections. First up, my returned candidates, all the following have been taken to 73 bits:
3321930211 3321931163 3321931243 3321931363 3321931429 3321931513 3321931531 3321931619 I have also completed the following to 75 bits now: 3321931829 3321931919 3321931931 3321931967 3321931993 Now the byroz returned candidates, all these are at 75 bits: 3321930371 3321930397 3321930401 3321930439 3321930461 3321930517 3321930613 3321930977 3321931043 And now byroz reservations, taking twenty two 73 and one 74 bits candidates to 75 (74 bit one is highlighted). Some of these will be the same as the ones I just returned: 3321929197 <-- this one is actually already done now 3321929209 3321929621 3321929701 3321929987 [color=red]3321930173[/color] 3321930211 3321930229 3321930323 3321931057 3321931061 3321931099 3321931163 3321931243 3321931289 3321931363 3321931381 3321931429 3321931433 3321931513 3321931531 3321931619 3321931777 So yeah, that's that, and no !%*&ing factors to report! I also got round to redoing the graph as a bar chart, I'm thinking of automagifying it now with some PHP, and I'd appreciate any input on any changes that could be made (like putting axis labels on for one thing). Anyway, the graph is attached, in bar and line forms for comparison, and the bars have got much better hovery goodness than the tiny circles the line graph has. |
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Check out these, I have these set up for 100mdpp. I could do the same for OBD. I can filtch the data from Luigi's website and BAM! pretty pictures.
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