Other Factordb Problems

[kotenok2000]

Strange thing is that (2^100224-1)^2-2 is marked as N-1 (0.003% factored) by and errors when i try to run N+1 proof and 67234^16384+1 is marked as N+1 (0.028% factored) band errors when i try to run N-1 proof.

[Batalov]

Originally Posted by kotenok2000

Strange thing is that (2^100224-1)^2-2 is marked as N-1 (0.003% factored) by and errors when i try to run N+1 proof and 67234^16384+1 is marked as N+1 (0.028% factored) band errors when i try to run N-1 proof.

Syd (the DB owner) has various limits for his available resources. This one is above the limit (it would eat up more CPU time, that he has).
N+1 proof doesn't error - it rejects with the message that is clearly shown: "Too big to be tested at the moment."

N-1 test is not going to work altogether. You need 33.33% factorization. Surely not "0.003% factored".
Externally, with other method(s), you can prove with 26%+epsilon, but not automatically with the DB.

[thyrex]

Service Unavailable

The server is temporarily unable to service your request due to maintenance downtime or capacity problems. Please try again later.

[Stargate38]

Not Found

The requested URL was not found on this server.

Happens with any attempt to access the DB. Going to http://www.factordb.com/ results in "Power outage - will be back online soon", so it's most likely a power issue (i.e. blackout).

[Stargate38]

Update: The error message is "2002: SQLSTATE[HY000] [2002] Connection refused" now, so the power is back on, but there's something wrong with the server.

[kotenok2000]

Now it says Fixing database tables

[thyrex]

Service Unavailable

The server is temporarily unable to service your request due to maintenance downtime or capacity problems. Please try again later.

[sweety439]

The number (9^4451+7^4451)/16 has PRIMO certificate but still shows "PRP"

[Happy5214]

Another gripe about the endless spam. I just took two elf scripts offline so I could use the computer for other work, and literally as soon as I did that, the spam resumed. One of the scripts was a "sweeper" that was configured to clean up everything 68+ digits (set from the last spam attack) from the bottom up, and my backscroll only has 78-digit composites (the achieved wavefront) apart from a couple of stragglers, so it started at most a few seconds before I killed the script (while it was doing a factorization that I didn't finish). So frustrating. Luckily, this ended up being the "cleared in an hour" kind of spam, rather than a "set us back days" type.

[SuikaPredator]

Proxy Error
The proxy server received an invalid response from an upstream server.
The proxy server could not handle the request

Reason: Error reading from remote server

[Stargate38]

Why was the "%" operator removed? Now it's completely ignored. Why didn't Syd just fix the bug in it and keep it as a modulo function? Also, I noticed that a lot of numbers containing that operator have been removed. I hope the ones that were properly calculated will be restored, because it broke a bunch of my bookmarks. Examples of numbers that need restored:

http://www.factordb.com/index.php?id=1100000000835451351
((2^607-5393219031728128)/10^16%10^161)
Should output 99281676709868958820655246862732959311772703192319944413820040355986085224273916250226522928566888932948624650101534657933765270723940951997876658735194383127083

http://www.factordb.com/index.php?id=1100000001493360104
(10^30030+1)%((10^1925-1)*(10^55-1)*(10^35-1)*(10^25-1)/(10^385-1)/(10^275-1)/(10^175-1)/99999-1)
Should output 509758302938498598447903896267200261526473686649627816971876803107433365629922191158730172799619098079904095213169286834053049386769454263247463887629953562108877434879064740048077413689547788917756943470905926022619483203934697691060010777045564365066155660465004560530483407499457846153105613737918026617291269326718152426807482382853334110238334713829639330440767246362013496883592696683189877953379598554773187615877123168300590173420899472154000403749233900918522148462557181098905890454069965470283538449132606727739505761755324723163302213630329309395609991446754447168280871026453862082265665046281331759265185825352505587644250843105340203242464597501424191243574856668002968981315137112707200656898552111285426600259479473278950847068613719763263812346319839472886082491251711005150948999475201277246340729851787082306735059593877959337230509288483399815727858194498058996871087853670684714195606887612888990651919249577905222057880175950571810986503058964285805700253905857213712373270929706231375532836144966276048907485310652531175439525809814000883237822601432874404187112480862275141507657359562065000539917165495571459393414183645752832637475542215007999751111952082824917910981500001

http://www.factordb.com/index.php?id=1100000001493360121
Previous number divided by ((10^30+1)*16363), prime

http://www.factordb.com/index.php?id=1100000001493360280
(10^154440-1)%((10^1925-1)*(10^55-1)*(10^35-1)*(10^25-1)/(10^385-1)/(10^275-1)/(10^175-1)/99999-1)
Should output 22490621503620885597962254604813826311608970113059394397438651798930111814025687596063735689634629248104649575422777247080803467641708551819358635340126335647979560502828813186211661886393768063343967416951625221222682692605773742715624866475764025342511287545531207769510329629047974725876043162621657960914177110213099778522871225714384399776963642907262796843183828782587766652935399931289522128678802367401112767327266629840174026221539411836548867069907770839890372198092945018272592378630613151125594984561882569342429761881387360562245731929421560687244224184526092656925342581240125023840527530807826649099661536717078192273869350575456544883946413716639139796684942331171611797461349271143251104396089582102992793870068485041803588399694464198192365234973877700137076067062673364710886155845029073951077151661130791539300695489090004338825611442397481547811009722514576302925701760007509222147845341110554123324745199443366771638710563420030511300169012657841511560429035544747299805130138168776568678230537957098769282853416967575421075191229157421499530551453493209366217810902093796603590877576403698397283060129835930927588875567564206987625930544765294645881349605954101575667450299999

http://www.factordb.com/index.php?query=%282^86243-2^86243%2510^152%29%2F10^152%2510^25764
((2^86243-(2^86243 mod 10^152))/10^152) mod (10^25764)
Should output a 25764-digit PRP, but gives "Error: Limit of about 10.000.000 digits exceeded" instead

http://www.factordb.com/index.php?query=26978032526996099527164732427470076728666009729590667546074500105114484607450010525075460745001060879846074500107390070911%25360
Should output 271, not 26978032526996099527164732427470076728666009729590667546074500105114484607450010525075460745001060879846074500107390070911360

http://www.factordb.com/index.php?query=50765374686662920148944984092525693703653215753057%254198862272
Should output the prime 1021727393, not 507653746866629201489449840925256937036532157530574198862272

Those are just a fraction of what needs restored. Now they just appear blank with the "Search, Sequences, etc." text at the top, and the db load at the bottom, with nothing in between.