Subproject #6: 50k-100k sequences to 110 digits - Page 17

bchaffin · 2010-10-13, 21:10

Done with:
72492: i1003 (size 112) = 2^4 · 17 · 29 · 31 · c107
72708: i1122 (size 115) = 2^2 · 3^3 · 7 · 35930777 · c105
72744: i1901 (size 112) = 2^6 · 11 · 127 · c107
72756: i818 (size 113) = 2^2 · 7 · 19 · c110
72800: i1422 (size 110) = 2 · 3^2 · 367 · 1667 · c103

Reserving 75054, 75360, 75402, 75582, 75744, 75864.

unconnected · 2010-10-14, 13:49

Done with 75810, 76854, 77304, 79560.

bchaffin · 2010-10-15, 21:22

Need to stock up for the weekend:

Reserving 76280, 76410, 76584, 76728, 76968.

RobertS · 2010-10-16, 13:09

Done with:
73560, sz116, 2^4*31
78090, sz110, 2^4*31
78120, sz116, 2*3^2
78810, sz113, 2^4*31
78816, sz116, 2^3*3
78822, sz111, 2^3*3*5

Taking:
77040, 77056, 77142, 77316, 77756, 77952,

RobertS · 2010-10-19, 20:28

Done with:
77040,sz110,2^4*31
77056,sz110,2^2*3
77142,sz113, done, but broken in DB
77312,sz110,2^6*3*5*127
77756,sz114,2*3
77952,sz113,2^2*7
78312,sz115,2^2*3*7^2

Taking 79464, 79584, 79842, 79926

What subproject comes next? 100k-150k up to 110 digits? Or maybe all seqs. <1M to 100 digits (300k-500k) for the database?

Mini-Geek · 2010-10-19, 20:42

Quote:

Originally Posted by RobertS

77312,sz110,2^6*3*5*127

It's 77316, not 77312, and it's only at 108 digits in the DB.

RobertS · 2010-10-20, 12:36

Quote:

Originally Posted by Mini-Geek

It's 77316, not 77312, and it's only at 108 digits in the DB.

77316 now in DB, sz114,2^6*127
77142 now available in DB

Greebley · 2010-10-20, 14:36

Done with 73188, 114 Digits, 2^2*3*7
Done with 73602, 110 Digits, 2*3^2*7
Done with 73662, 113 Digits, 2^2*3*7
Keeping 73836, 111 Digits, 2^3*3^2*5 as the 3 has a square term.
Done with 73962, 110 Digits, 2^2*7

Reserving:
79194, 79344

Mini-Geek · 2010-10-20, 15:33

Quote:

Originally Posted by smh

I'm releasing the 90K-100K range.

All results are in the DB

I found that the following sequences are not at 110 digits in the DB:
94356, 94368, 94626, 94710, 94890, 94968,
96684, 96744,
97356, 97368, 97800,
98180, 98682, 98700, 98754, 98772, 98850, 98904, 98952,
99096, 99150, 99240, 99840
(these are the only ones left in 50k-100k below 110 digits)
Can you please confirm whether you've done these to 110 or not?

bchaffin · 2010-10-20, 15:57

75054: i482 (size 112) = 2 · 3^4 · 211 · 241781 · c102
75360: i1871 (size 117) = 2^6 · 127 · 751 · c110
75582: i996 (size 110) = 2 · 3 · 5 · c109
75744: i1404 (size 117) = 2^2 · 7 · 41 · 53 · c112
75864: i1880 (size 110) = 2^2 · 5 · 7 · 6091 · c104
76280: i651 (size 114) = 2^2 · 3^5 · 7 · 1801 · 3413 · c103
76410: i756 (size 112) = 2^2 · 3 · 7 · 19766911 · c103
76584: i599 (size 111) = 2^4 · 3 · 7 · 13 · 31 · c106
76728: i1984 (size 111) = 2 · 3 · c111
76968: i2002 (size 110) = 2^2 · 7 · 23 · 89 · 853 · c102

75402 is past 110 but not yet in the DB -- it's at 118 digits and has no driver, so I'm running it a little longer.

smh · 2010-10-21, 07:28

Quote:

Originally Posted by Mini-Geek

I found that the following sequences are not at 110 digits in the DB:
94356, 94368, 94626, 94710, 94890, 94968,
96684, 96744,
97356, 97368, 97800,
98180, 98682, 98700, 98754, 98772, 98850, 98904, 98952,
99096, 99150, 99240, 99840
(these are the only ones left in 50k-100k below 110 digits)
Can you please confirm whether you've done these to 110 or not?

I've NOT done these. I had to release the range when I lost access to the PC that was running them.

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2010-10-13, 21:10	#177
bchaffin Sep 2010 Portland, OR 174₁₆ Posts	Done with: 72492: i1003 (size 112) = 2^4 · 17 · 29 · 31 · c107 72708: i1122 (size 115) = 2^2 · 3^3 · 7 · 35930777 · c105 72744: i1901 (size 112) = 2^6 · 11 · 127 · c107 72756: i818 (size 113) = 2^2 · 7 · 19 · c110 72800: i1422 (size 110) = 2 · 3^2 · 367 · 1667 · c103 Reserving 75054, 75360, 75402, 75582, 75744, 75864.

2010-10-14, 13:49	#178
unconnected May 2009 Russia, Moscow 2,593 Posts	Done with 75810, 76854, 77304, 79560.

2010-10-15, 21:22	#179
bchaffin Sep 2010 Portland, OR 2²·3·31 Posts	Need to stock up for the weekend: Reserving 76280, 76410, 76584, 76728, 76968.

2010-10-16, 13:09	#180
RobertS Aug 2009 somewhere 197 Posts	Done with: 73560, sz116, 2^431 78090, sz110, 2^431 78120, sz116, 23^2 78810, sz113, 2^431 78816, sz116, 2^33 78822, sz111, 2^33*5 Taking: 77040, 77056, 77142, 77316, 77756, 77952,

2010-10-19, 20:28	#181
RobertS Aug 2009 somewhere 197 Posts	Done with: 77040,sz110,2^431 77056,sz110,2^23 77142,sz113, done, but broken in DB 77312,sz110,2^635127 77756,sz114,23 77952,sz113,2^27 78312,sz115,2^23*7^2 Taking 79464, 79584, 79842, 79926 What subproject comes next? 100k-150k up to 110 digits? Or maybe all seqs. <1M to 100 digits (300k-500k) for the database?

2010-10-20, 14:36	#184
Greebley May 2009 Dedham Massachusetts USA 3×281 Posts	Done with 73188, 114 Digits, 2^237 Done with 73602, 110 Digits, 23^27 Done with 73662, 113 Digits, 2^237 Keeping 73836, 111 Digits, 2^33^25 as the 3 has a square term. Done with 73962, 110 Digits, 2^2*7 Reserving: 79194, 79344

2010-10-20, 15:57	#186
bchaffin Sep 2010 Portland, OR 372₁₀ Posts	75054: i482 (size 112) = 2 · 3^4 · 211 · 241781 · c102 75360: i1871 (size 117) = 2^6 · 127 · 751 · c110 75582: i996 (size 110) = 2 · 3 · 5 · c109 75744: i1404 (size 117) = 2^2 · 7 · 41 · 53 · c112 75864: i1880 (size 110) = 2^2 · 5 · 7 · 6091 · c104 76280: i651 (size 114) = 2^2 · 3^5 · 7 · 1801 · 3413 · c103 76410: i756 (size 112) = 2^2 · 3 · 7 · 19766911 · c103 76584: i599 (size 111) = 2^4 · 3 · 7 · 13 · 31 · c106 76728: i1984 (size 111) = 2 · 3 · c111 76968: i2002 (size 110) = 2^2 · 7 · 23 · 89 · 853 · c102 75402 is past 110 but not yet in the DB -- it's at 118 digits and has no driver, so I'm running it a little longer.