![]() |
I have completed my single k Sierpinski reservations.
Two primes, previously recorded, found. Residues sent to Gary. |
64*741^111625-1 is prime thus R741 is proven.
|
[QUOTE]64*741^111625-1 is prime thus R741 is proven. [/QUOTE]
Nice job Mark. :bow: |
Taking S558
|
S733 done to n=25000 and released. 129 primes found:
[code] 5442*733^2517+1 2002*733^2602+1 1414*733^2610+1 9778*733^2615+1 2902*733^2621+1 5932*733^2629+1 9702*733^2681+1 12714*733^2685+1 10590*733^2697+1 12654*733^2715+1 4390*733^2750+1 13450*733^2761+1 10072*733^2770+1 12036*733^2816+1 7692*733^2906+1 6660*733^2954+1 10524*733^3113+1 3648*733^3126+1 6192*733^3189+1 2524*733^3186+1 14148*733^3287+1 10876*733^3328+1 2718*733^3352+1 1852*733^3482+1 4612*733^3488+1 4986*733^3507+1 12888*733^3578+1 5818*733^3643+1 6130*733^3635+1 14106*733^3652+1 12132*733^3684+1 1656*733^3771+1 3166*733^3828+1 8964*733^3905+1 10536*733^3919+1 2898*733^3970+1 322*733^3973+1 5074*733^3983+1 2176*733^4084+1 11818*733^4183+1 948*733^4255+1 5842*733^4248+1 9286*733^4263+1 1288*733^4268+1 10354*733^4523+1 1224*733^4882+1 76*733^5005+1 4198*733^5239+1 7314*733^5249+1 4068*733^5282+1 13812*733^5330+1 11910*733^5449+1 2482*733^5505+1 13828*733^5576+1 5982*733^5624+1 7228*733^5667+1 4302*733^5790+1 5172*733^5944+1 6414*733^6150+1 12882*733^6477+1 3126*733^6537+1 2370*733^6614+1 6628*733^6659+1 13170*733^6837+1 12666*733^6984+1 7344*733^7157+1 7930*733^7216+1 5848*733^7251+1 13590*733^7362+1 6942*733^7386+1 2742*733^7473+1 1756*733^7528+1 9960*733^7637+1 10558*733^7710+1 7740*733^7776+1 12780*733^7851+1 10954*733^7865+1 13876*733^8212+1 7278*733^8406+1 6558*733^8410+1 8734*733^8483+1 11722*733^8596+1 13168*733^8622+1 6988*733^8974+1 7086*733^9025+1 13402*733^5610+1 9762*733^6702+1 9300*733^9171+1 9868*733^9664+1 12384*733^9446+1 4246*733^10016+1 13342*733^10004+1 642*733^10090+1 12394*733^10223+1 11754*733^10655+1 2428*733^11234+1 13356*733^11284+1 5994*733^11793+1 2446*733^11845+1 12744*733^12411+1 5812*733^12500+1 6724*733^12963+1 12688*733^13294+1 13312*733^13368+1 7246*733^13372+1 9202*733^13894+1 9456*733^14168+1 8416*733^14240+1 13632*733^14606+1 1054*733^15611+1 1998*733^15887+1 12414*733^16009+1 7500*733^16133+1 9148*733^16367+1 11932*733^16893+1 13686*733^16920+1 9696*733^17605+1 13456*733^19156+1 6934*733^19523+1 654*733^19575+1 8724*733^19621+1 6378*733^21064+1 2758*733^21772+1 12102*733^21958+1 10324*733^22946+1 10734*733^23159+1 11062*733^23110+1 13242*733^23710+1 6852*733^23325+1 [/code] |
S678
Throwing another PC at CRUS.
1, 1k. 2, 2k still going. Now taking a 3, 3k! Taking S678 to 100k. AH, AH, AH. |
1 Attachment(s)
R592 , k between 5661 and 9267 (included-it should mean 118 k) done to 25k.
28k |
R738
R738 is complete to n=25k, results emailed, base released.
240 primes found 191 k's remain |
S678
1 Attachment(s)
171*678^60397+1 is prime! This makes S678 a 2k'er.
[ATTACH]10449[/ATTACH] No surprise really, k=171 had a [URL="http://rogerkarpin.wix.com/thecount123ks#!sierpinski-3ks/cpkj"]56% chance[/URL] of prime to 150k. |
[QUOTE=rogue;358365]Taking S558[/QUOTE]
This isn't reflected on the web pages. Taking R532 |
[QUOTE=rogue;359264]This isn't reflected on the web pages.
Taking R532[/QUOTE] I have done no updates since about Nov. 1st-2nd. I'm out of town for 3 weeks. I may have time to do some easy updates such as this next week but for many others, it may be after Nov. 26th. |
| All times are UTC. The time now is 23:16. |
Powered by vBulletin® Version 3.8.11
Copyright ©2000 - 2021, Jelsoft Enterprises Ltd.