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Old 2012-05-12, 19:26   #1904
Andi47
 
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Quote:
Originally Posted by Batalov View Post
I found a snapshot up to 3355 in my files (May 11)
Does it fit to the file you posted before?
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Old 2012-05-12, 19:26   #1905
henryzz
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Someone could try aliqueit copying in the factors from the db. Could be a little painful but only necessary for >~25 digits.
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Old 2012-05-12, 19:32   #1906
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Quote:
Originally Posted by henryzz View Post
Someone could try aliqueit copying in the factors from the db. Could be a little painful but only necessary for >~25 digits.
http://factordb.com/index.php => "Offline to repair sequence table"

How can you insert factors when the webinterface is detached from the backend, dude?
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Old 2012-05-12, 19:43   #1907
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http://factordb.com/result.php
http://factordb.com/report.php
http://factordb.com/sequences.php?se...20&fr=0&to=100
Attached Files
File Type: zip 314718.zip (237.5 KB, 39 views)

Last fiddled with by Raman on 2012-05-12 at 20:32
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Old 2012-05-12, 19:49   #1908
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...so you think it is a good thought to insert into a database that is being repaired? You will be inserting into "write-only memory" :-)
If Syd made his DB conventionally, then there are (at least) two instances, production and test (which will be flipped when one is repaired and then sync'd).

Inserted a few more lines, but don't be surprised when they will be gone after the database repair.

P.S. And there, Syd figured that he left a door open for you. It is now shut.

Anyway, it is line +101, a c95.
In line +109, a c109. Running NFS.

Last fiddled with by Batalov on 2012-05-12 at 20:40
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Old 2012-05-12, 22:17   #1909
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+129 size 106
+137 dodged
+153 size 103 still going down
+161 size 101
+174 size 99

Last fiddled with by Batalov on 2012-05-12 at 22:43
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Old 2012-05-12, 23:26   #1910
Batalov
 
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+194 size 93 gnfs-90 (maybe the last one? )
+205 size 91 siqs-89 (to please Ben)
+216 went under size 90... Now I can sit back and simply watch. (Before I was firing parallel ecm helpers)
went under size 70... quite a view
went to size 33, bounced a few times
acquired 2^4 * 31 (with some 3's)
back to size 102 and climbing

Last fiddled with by Batalov on 2012-05-13 at 00:02
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Old 2012-05-12, 23:34   #1911
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Quote:
Originally Posted by Batalov View Post
+194 size 93 gnfs-90 (maybe the last one? )
Why are you doing gnfs on a c90?
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Old 2012-05-12, 23:37   #1912
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Because it takes equal amount of time, maybe slightly faster by gnfs.
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Old 2012-05-12, 23:41   #1913
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Do whatever is faster for you - it just surprises me that c90 is faster by gnfs. For me on intel chips, the crossover is more like c95, even with asm ggnfs.
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Old 2012-05-12, 23:54   #1914
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Passed the low point of c33 and now climbing.
Here are some datapoints (maybe someone can whip their C30_C90 database or something):
Code:
 1520 .  7877849472767552998597128164446042 = 2 * 29^2 * 4683620376199496431984023878981
 1521 .  4360450570241731178177126231333924 = 2^2 * 11 * 651289 * 152161558576416473477879539
 1522 .  3964058754517948762781159679620476 = 2^2 * 13^2 * 83 * 1549 * 1186657513 * 38436026453915081
 1523 .  3643126475221070039719491285937124 = 2^2 * 8237 * 18289471 * 6045664560420971483203
 1524 .  2733119209091669900766551773318684 = 2^2 * 7130924791 * 83976068711 * 1141030327271
 1525 .  2049839407550635113080940229186532 = 2^2 * 393143 * 1303494789142013919286964431
 1526 .  1537388680126500328908140183392924 = 2^2 * 17 * 73 * 309707630968271621456112043391
 1527 .  1350325271021664269548648509194084 = 2^2 * 11 * 59 * 7573 * 16189969 * 45433049 * 93378705733
 1528 .  1271607936900717275983981948245916 = 2^2 * 419 * 1008863 * 752050528966493876457907
 1529 .  959019175373726185861780887499364 = 2^2 * 1217 * 32497 * 6062244538227434797544809
 1530 .  720695101552539005145730505350516 = 2^2 * 97 * 1857461601939533518416831199357
 1531 .  553523557377980988488215697409072 = 2^4 * 3^5 * 859189 * 12051663251 * 13749096375071
 1532 .  1052949460001452511417370546825168 = 2^4 * 3^3 * 1054813 * 6070901 * 13460717 * 28276585219
 1533 .  1969409059265479394126544926026032 = 2^4 * 3^2 * 7^2 * 23 * 59 * 789212737 * 260617410851612183
 1534 .  4834208698650298478456082305700048 = 2^4 * 3^2 * 11 * 1499 * 40851099069037 * 49838485907569
 1535 .  9934622837192968750778912999939952 = 2^4 * 3^2 * 7 * 2857 * 3449694303184940063245840417
...
 2229 .  115363930459598115076585803700262248604756269457724703948880263626885731587453545112645488 = 2^4 * 3^3 * 31 * 107 * 11887 * 2823109293041057 * 2399058683596978427352348904766698736402360051659166426029709903
 2230 .  229678717793684879936003563841485114486569525337977146601057127276710853487961061932945552 = 2^4 * 3^3 * 31 * 149 * 9337 * 81619 * 26548790440813 * 700447553024804114911387 * 8122132232403516941125145344725226733
 2231 .  455499897867063568213677526596679939683252624284465149639001438767236013693135296405614448 = 2^4 * 3^4 * 31 * 487 * 4244137 * 2417789384215678643 * 6833827868831380383121159783 * 331986734848973377007462499643
 2232 .  908171068571533734727211252285005460143137721608575840796598884364701095613204628581273744 = 2^4 * 3 * 31 * 37 * 564197 * 16414187 * 10438343243 * 170640173592810885779548210313068522158945175261817226039905837
 2233 .  1579076778561714268485683889867895818097388869039046817555343844849066206229329523940913008 = 2^4 * 3 * 17^2 * 31 * 113 * 113153 * 1888069 * 11352251 * 65716252540401168033897866281 * 203885021023842219181217860023600589
 2234 .  2933691419398671309968264510568285846375435394409480435228685764446742893444789907033346192 = 2^4 * 3 * 7 * 31 * 59 * 4773769525694940166966506076974611820106347786992437376703190926030915432328344116993
 2235 .  6158620970020939529642821623880638810671918854607795489935279800908779875585067431958105968 = 2^4 * 3 * 31 * 6084708800570447 * 30372344410344440407 * 22395585992260967394502546204248924968947809786197659
 2236 .  10264368283368235249004622204210731944286506456223584376319291181890268935828764949283319952 = 2^4 * 3 * 13 * 31 * 41 * 53 * 59 * 4138797752330330190487534286923093158439284551051838665864869978499228804738791519
 2237 .  21022940208344573484121771516338467464120705486291135015999033796873503761131614125027643248 = 2^4 * 3 * 19 * 31 * 16190159303 * 45928874278950316260854251896564103529383408201248593955096181836677274762503
 2238 .  37988821783635986846365961417458974988483830152372339321305482821153115225587296093349818512 = 2^4 * 3 * 31 * 1621 * 290189 * 2215651 * 10975949137 * 36367576697 * 707690427011941 * 86713718227204808774053865709539683979
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