mersenneforum.org Subproject #7: 100k-150k sequences to 110 digits
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 2010-10-25, 10:02 #1 10metreh     Nov 2008 2×33×43 Posts Subproject #7: 100k-150k sequences to 110 digits This is the obvious next range to do, so we'll do it. Instructions for mods: When posting sequences from a new 5k range, only include sequences which are listed in this file and below 110 digits in the DB (unless someone has them reserved, or there is a DB error and someone on the forum has taken the sequence above 110 digits). This subproject is complete! Subproject #9 has begun! Last fiddled with by Mini-Geek on 2011-01-24 at 17:19 Reason: updating
 2010-10-25, 15:58 #2 firejuggler     Apr 2010 Over the rainbow 5×11×43 Posts taking 100260, 100344
 2010-10-25, 17:09 #3 unconnected     May 2009 Russia, Moscow 2·52·72 Posts Reserving 103512, 103656, 103668, 103782, 103956, 101820 102264 102660 102942.
 2010-10-26, 22:00 #4 bchaffin   Sep 2010 Portland, OR 7×53 Posts Reserving 100488, 100656, 100944, 101094, 101142, 101352, 101448, 101844, 101862.
 2010-10-27, 08:12 #5 debrouxl     Sep 2009 977 Posts Reserving 104970.
 2010-10-28, 20:22 #6 firejuggler     Apr 2010 Over the rainbow 93D16 Posts 100260 and 100344 are done (2^2 * 3 * 7 for 100260 and 2*3^2 for 100344) taking 102114, 102432
 2010-10-28, 20:29 #7 bchaffin   Sep 2010 Portland, OR 5638 Posts Done with: 100488: i1298 (size 110) = 2^4 · 31 · 181 · 5779 · c101 100656: i776 (size 110) = 2^2 · 3^3 · 7 · 43 · 225637 · c100 100944: i629 (size 113) = 2^2 · 3^4 · 7 · 2267 · c106 101094: i1300 (size 119) = 2^2 · 3^2 · 7 · c116 101142: i1099 (size 111) = 2 · 3^2 · 5 · 263 · 5573 · c103 101352: i915 (size 111) = 2^2 · 3 · 5 · 7 · 19 · c107 101448: i785 (size 110) = 2^4 · 3 · 5 · 31 · 10337 · c102 101844: i741 (size 112) = 2^2 · 7 · 17^2 · c108 101862: i1785 (size 110) = 2 · 3 · 5 · 967 · c106
 2010-10-29, 03:29 #8 Greebley     May 2009 Dedham Massachusetts USA 3×281 Posts Reserving 104160, 104202, 104250, 104286, 104904
 2010-10-29, 06:56 #9 debrouxl     Sep 2009 977 Posts Done with 104970 from i1215 = C107 to i1260 = C111 = 2 * 3^2 * 7^2 * 15443 * C103. The C103 has received the following ECM curves: 75 @ B1=3e6, 10 @ B1=43e6.
 2010-10-29, 16:09 #10 fivemack (loop (#_fork))     Feb 2006 Cambridge, England 11000110100012 Posts reserving 106040, 106050, 106080, 106218, 106674, 106980
 2010-10-29, 16:23 #11 Andi47     Oct 2004 Austria 2·17·73 Posts reserving 102450

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