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Old 2018-04-03, 17:17   #45
rogue
 
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Here are the current gaps:

Code:
type 2: n 900-909       150e9-160e9          11 days with Feromant          Pacher Maximilian 2017/08/21
type 2: n 910-919       150e9-160e9          11 days with Feromant          Pacher Maximilian 2017/08/21
type 2: n 920-929       150e9-160e9          11 days with Feromant          Pacher Maximilian 2017/08/21
type 2: n 930-939       150e9-160e9          11 days with Feromant          Pacher Maximilian 2017/08/21
type 2: n 940-949       150e9-160e9          11 days with Feromant          Pacher Maximilian 2017/08/21
type 3: n 6151-6199     1000e6-2500e6        1737 days with gfndsieve+pfgw  Ben Meekins 2018/03/06
type 3: n 10003-10999   100000e3-269000e3    3913 days with gfndsieve+pfgw  Mark Rodenkirch 2018/03/31
type 2: n 30001-30999   300e3-500e3          78 days with gfndsieve+pfgw    available 
type 2: n 31000-31999   300e3-500e3          78 days with gfndsieve+pfgw    available 
type 2: n 32001-32999   50e3-100e3           20 days with gfndsieve+pfgw    Mark Rodenkirch 2018/03/08
type 2: n 32000-32999   300e3-500e3          78 days with gfndsieve+pfgw    available 
type 2: n 33000-33999   300e3-500e3          78 days with gfndsieve+pfgw    available 
type 2: n 34000-34999   300e3-500e3          78 days with gfndsieve+pfgw    available 
type 2: n 82000-82999   70e3-80e3            116 days with gfndsieve+pfgw   available 
type 2: n 83000-83999   70e3-80e3            116 days with gfndsieve+pfgw   available 
type 2: n 84000-84999   70e3-80e3            116 days with gfndsieve+pfgw   available 
type 2: n 85000-85999   70e3-80e3            116 days with gfndsieve+pfgw   available 
type 2: n 86000-86999   70e3-80e3            116 days with gfndsieve+pfgw   available 
type 2: n 87000-87999   70e3-80e3            116 days with gfndsieve+pfgw   available 
type 2: n 88000-88999   70e3-80e3            116 days with gfndsieve+pfgw   available 
type 2: n 89000-89999   70e3-80e3            116 days with gfndsieve+pfgw   available
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Old 2018-04-30, 17:29   #46
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I've completed 10003-10999 100000e3-269000e3. No Fermat factors, but I did find these:

218744235*2^10238+1 is a Factor of xGF(10235,5,3)!!!!
154520349*2^10365+1 is a Factor of xGF(10363,10,9)!!!!
138720003*2^10750+1 is a Factor of GF(10746,12)!!!!
126636989*2^10913+1 is a Factor of xGF(10912,11,7)!!!!
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Old 2018-05-14, 18:44   #47
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Here are the current gaps:

Code:
type 1 means that n was tested from k1-k2, but k1 != 1
type 2 means that n was tested from k1-k2 and k3-k4, but not k2-k3
type 3 means that that some n in the group were not tested to the same k as others
            14 <= n <    100, each group has 1 n
           100 <= n <   1000, each group has 10 n from xx0 to xx9
          1000 <= n <  10000, each group has 100 n from xx00 to xx99
         10000 <= n < 100000, each group has 1000 n from xx000 to xx999
        100000 <= n are not included

type 2: n 900-909       15e10-16e10          11 days with Feromant          Pacher Maximilian 2017/08/21
type 2: n 910-919       15e10-16e10          11 days with Feromant          Pacher Maximilian 2017/08/21
type 2: n 920-929       15e10-16e10          11 days with Feromant          Pacher Maximilian 2017/08/21
type 2: n 930-939       15e10-16e10          11 days with Feromant          Pacher Maximilian 2017/08/21
type 2: n 940-949       15e10-16e10          11 days with Feromant          Pacher Maximilian 2017/08/21
type 3: n 6151-6199     100e7-250e7          1737 days with gfndsieve+pfgw  Ben Meekins 2018/03/06
type 2: n 30001-30999   3e5-5e5              78 days with gfndsieve+pfgw    available 
type 2: n 31000-31999   3e5-5e5              78 days with gfndsieve+pfgw    available 
type 2: n 32000-32999   3e5-5e5              78 days with gfndsieve+pfgw    available 
type 2: n 33000-33999   3e5-5e5              78 days with gfndsieve+pfgw    available 
type 2: n 34000-34999   3e5-5e5              78 days with gfndsieve+pfgw    available 
type 2: n 60000-60999   125e3-20e4           869 days with gfndsieve+pfgw   Serge Batalov 2017/12/28
type 2: n 61000-61999   125e3-20e4           869 days with gfndsieve+pfgw   Serge Batalov 2017/12/28
type 2: n 62000-62999   11e4-20e4            1042 days with gfndsieve+pfgw  Serge Batalov 2017/12/28
type 2: n 63000-63999   11e4-20e4            1042 days with gfndsieve+pfgw  Serge Batalov 2017/12/28
type 2: n 64000-64999   11e4-20e4            1042 days with gfndsieve+pfgw  Serge Batalov 2017/12/30
type 2: n 65000-65999   11e4-15e4            463 days with gfndsieve+pfgw   Serge Batalov 2017/12/30
type 2: n 66000-66999   11e4-15e4            463 days with gfndsieve+pfgw   Serge Batalov 2017/12/30
type 2: n 67000-67999   11e4-15e4            463 days with gfndsieve+pfgw   Serge Batalov 2017/12/30
type 2: n 68000-68999   11e4-15e4            463 days with gfndsieve+pfgw   Serge Batalov 2017/12/30
type 2: n 69000-69999   11e4-15e4            463 days with gfndsieve+pfgw   Serge Batalov 2017/12/30
type 2: n 70000-70999   10e4-13e4            348 days with gfndsieve+pfgw   Serge Batalov 2017/12/30
type 2: n 71000-71999   10e4-13e4            348 days with gfndsieve+pfgw   Serge Batalov 2017/12/30
type 2: n 72000-72999   10e4-13e4            348 days with gfndsieve+pfgw   Serge Batalov 2017/12/30
type 2: n 73000-73999   10e4-13e4            348 days with gfndsieve+pfgw   Serge Batalov 2017/12/30
type 2: n 74000-74999   10e4-13e4            348 days with gfndsieve+pfgw   Serge Batalov 2017/12/30
type 2: n 82000-82999   7e4-8e4              116 days with gfndsieve+pfgw   available 
type 2: n 83000-83999   7e4-8e4              116 days with gfndsieve+pfgw   available 
type 2: n 84000-84999   7e4-8e4              116 days with gfndsieve+pfgw   available 
type 2: n 85000-85999   7e4-8e4              116 days with gfndsieve+pfgw   available 
type 2: n 86000-86999   7e4-8e4              116 days with gfndsieve+pfgw   available 
type 2: n 87000-87999   7e4-8e4              116 days with gfndsieve+pfgw   available 
type 2: n 88000-88999   7e4-8e4              116 days with gfndsieve+pfgw   available 
type 2: n 89000-89999   7e4-8e4              116 days with gfndsieve+pfgw   available 
I'm taking the ranges in red.

Can you check with Pacher on those reserved ranges? They were reserved in August of 2017 and are very small ranges. They should have been completed a long time ago.
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Old 2018-05-15, 08:54   #48
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Quote:
Originally Posted by rogue View Post
Here are the current gaps:

Code:
type 1 means that n was tested from k1-k2, but k1 != 1
type 2 means that n was tested from k1-k2 and k3-k4, but not k2-k3
type 3 means that that some n in the group were not tested to the same k as others
            14 <= n <    100, each group has 1 n
           100 <= n <   1000, each group has 10 n from xx0 to xx9
          1000 <= n <  10000, each group has 100 n from xx00 to xx99
         10000 <= n < 100000, each group has 1000 n from xx000 to xx999
        100000 <= n are not included

type 2: n 900-909       15e10-16e10          11 days with Feromant          Pacher Maximilian 2017/08/21
type 2: n 910-919       15e10-16e10          11 days with Feromant          Pacher Maximilian 2017/08/21
type 2: n 920-929       15e10-16e10          11 days with Feromant          Pacher Maximilian 2017/08/21
type 2: n 930-939       15e10-16e10          11 days with Feromant          Pacher Maximilian 2017/08/21
type 2: n 940-949       15e10-16e10          11 days with Feromant          Pacher Maximilian 2017/08/21
type 3: n 6151-6199     100e7-250e7          1737 days with gfndsieve+pfgw  Ben Meekins 2018/03/06
type 2: n 30001-30999   3e5-5e5              78 days with gfndsieve+pfgw    available 
type 2: n 31000-31999   3e5-5e5              78 days with gfndsieve+pfgw    available 
type 2: n 32000-32999   3e5-5e5              78 days with gfndsieve+pfgw    available 
type 2: n 33000-33999   3e5-5e5              78 days with gfndsieve+pfgw    available 
type 2: n 34000-34999   3e5-5e5              78 days with gfndsieve+pfgw    available 
type 2: n 60000-60999   125e3-20e4           869 days with gfndsieve+pfgw   Serge Batalov 2017/12/28
type 2: n 61000-61999   125e3-20e4           869 days with gfndsieve+pfgw   Serge Batalov 2017/12/28
type 2: n 62000-62999   11e4-20e4            1042 days with gfndsieve+pfgw  Serge Batalov 2017/12/28
type 2: n 63000-63999   11e4-20e4            1042 days with gfndsieve+pfgw  Serge Batalov 2017/12/28
type 2: n 64000-64999   11e4-20e4            1042 days with gfndsieve+pfgw  Serge Batalov 2017/12/30
type 2: n 65000-65999   11e4-15e4            463 days with gfndsieve+pfgw   Serge Batalov 2017/12/30
type 2: n 66000-66999   11e4-15e4            463 days with gfndsieve+pfgw   Serge Batalov 2017/12/30
type 2: n 67000-67999   11e4-15e4            463 days with gfndsieve+pfgw   Serge Batalov 2017/12/30
type 2: n 68000-68999   11e4-15e4            463 days with gfndsieve+pfgw   Serge Batalov 2017/12/30
type 2: n 69000-69999   11e4-15e4            463 days with gfndsieve+pfgw   Serge Batalov 2017/12/30
type 2: n 70000-70999   10e4-13e4            348 days with gfndsieve+pfgw   Serge Batalov 2017/12/30
type 2: n 71000-71999   10e4-13e4            348 days with gfndsieve+pfgw   Serge Batalov 2017/12/30
type 2: n 72000-72999   10e4-13e4            348 days with gfndsieve+pfgw   Serge Batalov 2017/12/30
type 2: n 73000-73999   10e4-13e4            348 days with gfndsieve+pfgw   Serge Batalov 2017/12/30
type 2: n 74000-74999   10e4-13e4            348 days with gfndsieve+pfgw   Serge Batalov 2017/12/30
type 2: n 82000-82999   7e4-8e4              116 days with gfndsieve+pfgw   available 
type 2: n 83000-83999   7e4-8e4              116 days with gfndsieve+pfgw   available 
type 2: n 84000-84999   7e4-8e4              116 days with gfndsieve+pfgw   available 
type 2: n 85000-85999   7e4-8e4              116 days with gfndsieve+pfgw   available 
type 2: n 86000-86999   7e4-8e4              116 days with gfndsieve+pfgw   available 
type 2: n 87000-87999   7e4-8e4              116 days with gfndsieve+pfgw   available 
type 2: n 88000-88999   7e4-8e4              116 days with gfndsieve+pfgw   available 
type 2: n 89000-89999   7e4-8e4              116 days with gfndsieve+pfgw   available 
I'm taking the ranges in red.

Can you check with Pacher on those reserved ranges? They were reserved in August of 2017 and are very small ranges. They should have been completed a long time ago.
Thank you Mark. I contacted Maxi today, and will forward his answer here.
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Old 2018-05-15, 11:48   #49
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Here is Maxi's answer:

----------------------
Dear Luigi!
The working is still in progress…

Here are possible endings:

k=150E9-155E9: 11.11.2018
k=155E9-158E9: 30.5.2018
k=158E9-159E9: ready
k=159E9-160E9: in a few months

I hope, you can wait for the results…

With regards,

PACHER MAXI

------------------------
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Old 2018-05-15, 13:01   #50
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He must not be using Feromant for testing. That is the only explanation as to why it is taking him so long. What program is he using?
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Old 2018-05-15, 13:59   #51
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Quote:
Originally Posted by rogue View Post
He must not be using Feromant for testing. That is the only explanation as to why it is taking him so long. What program is he using?
He is still using Leonid Durman's Fermat.exe, I suppose it's because he has a lot of slow machines...
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Old 2018-05-30, 22:31   #52
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n 30001-34999 k 3e5-5e5 is done. No factors to report.
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Old 2018-06-04, 03:01   #53
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Quick update on n=6151-6199, k=100e7-250e7

Working on two chunks at a time and currently at n=6182 and n=6186. So far only one factor has come up:

1235426329*2^6162+1 is a Factor of xGF(6160,11,7)!!!!

Last fiddled with by wombatman on 2018-06-04 at 03:05
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Old 2018-06-07, 12:45   #54
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Quote:
Originally Posted by rogue View Post
n 30001-34999 k 3e5-5e5 is done. No factors to report.
Sorry, I reported the wrong range here. I found these in the range:

331725*2^30597+1 is a Factor of xGF(30596,11,7)!!!!
343667*2^31339+1 is a Factor of xGF(31338,8,7)!!!!
355545*2^33005+1 is a Factor of xGF(33002,11,3)!!!!
375531*2^33963+1 is a Factor of xGF(33962,8,7)!!!!
463507*2^34186+1 is a Factor of GF(34185,6)!!!!

n: 82000-89999 k: 7e4-8e4 is the one I should have reporrted as being done.
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Old 2018-06-09, 10:03   #55
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Quote:
Originally Posted by rogue View Post
Sorry, I reported the wrong range here. I found these in the range:

331725*2^30597+1 is a Factor of xGF(30596,11,7)!!!!
343667*2^31339+1 is a Factor of xGF(31338,8,7)!!!!
355545*2^33005+1 is a Factor of xGF(33002,11,3)!!!!
375531*2^33963+1 is a Factor of xGF(33962,8,7)!!!!
463507*2^34186+1 is a Factor of GF(34185,6)!!!!

n: 82000-89999 k: 7e4-8e4 is the one I should have reporrted as being done.
Thank you Mark, I consider both ranges done, as I trust your will to complete the former
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