![]() |
|
|
#78 |
|
May 2010
499 Posts |
All primes found during the rally and shortly afterwards have been verified and added to the first post.
|
|
|
|
|
|
#79 |
|
A Sunny Moo
Aug 2007
USA
2·47·67 Posts |
user=mdettweiler
[2011-09-29 17:56:53] 10251*2^493587-1 is prime! Time : 0.0 sec. user=mdettweiler [2011-09-29 17:56:53] 10251*2^493587+1 is not prime. Res64: E5ED0DC75B236FD2 Time : 0.0 sec. |
|
|
|
|
|
#80 |
|
Sep 2011
Potsdam, Germany
100101112 Posts |
[2011-09-26 00:59:27]
56469*2^493349-1 is prime! Time : 0.0 sec. Odi |
|
|
|
|
|
#81 |
|
Sep 2011
Potsdam, Germany
151 Posts |
[2011-10-03 02:39:33]
79269*2^493705-1 is prime! Time : 0.0 sec. Odi |
|
|
|
|
|
#82 |
|
A Sunny Moo
Aug 2007
USA
2×47×67 Posts |
user=mdettweiler
[2011-10-20 01:03:05] 43323*2^494694-1 is prime! Time : 0.0 sec. user=mdettweiler [2011-10-20 01:03:05] 43323*2^494694+1 is not prime. Res64: 6CE4FEF8E6E43F80 Time : 0.0 sec. user=mdettweiler [2011-10-20 12:44:54] 22929*2^494733-1 is prime! Time : 0.0 sec. user=mdettweiler [2011-10-20 12:44:54] 22929*2^494733+1 is not prime. Res64: B6BE028CE6D5BFF1 Time : 0.0 sec. |
|
|
|
|
|
#83 |
|
A Sunny Moo
Aug 2007
USA
2·47·67 Posts |
user=mdettweiler
[2011-11-01 08:27:18] 1143*2^496336-1 is prime! Time : 0.0 sec. user=mdettweiler [2011-11-01 08:27:18] 1143*2^496336+1 is not prime. Res64: E41FE05D9255A5A8 Time : 0.0 sec. |
|
|
|
|
|
#84 |
|
May 2010
1F316 Posts |
Congrats to Lanehart, who found his first prime (156681*2^499015-1) on port 12050. That's the first prime found on LLRNet since mid-June.
|
|
|
|
|
|
#85 |
|
Sep 2011
Potsdam, Germany
151 Posts |
51423*2498980-1 is prime!
34185*2498794-1 is prime! 54627*2498746-1 is prime! 26433*2498662-1 is prime! 42069*2498593-1 is prime! 51963*2498562-1 is prime! Odi |
|
|
|
|
|
#86 | |
|
Jun 2010
1000010002 Posts |
Quote:
Code:
141345*2^499358-1 is prime! Time : 331.600 sec. 141345*2^499358+1 is not prime. Proth RES64: 23E8E68AF15EADB9 Time : 346.277 sec. 103095*2^499600-1 is prime! Time : 328.058 sec. 103095*2^499600+1 is not prime. Proth RES64: 1F9FB15FCD67D147 Time : 349.177 sec. 159123*2^499750-1 is prime! Time : 340.933 sec. 159123*2^499750+1 is not prime. Proth RES64: 332B90A1689DD3BB Time : 365.145 sec. 119151*2^499857-1 is prime! Time : 345.137 sec. 119151*2^499857+1 is not prime. Proth RES64: 4B18CBDA8E199508 Time : 368.378 sec. 64869*2^499095-1 is prime! Time : 292.152 sec. 64869*2^499095+1 is not prime. Proth RES64: C1016C91B6DCB25C Time : 370.809 sec. 34263*2^499098-1 is prime! Time : 289.017 sec. 34263*2^499098+1 is not prime. Proth RES64: BAF1D061E09D3620 Time : 375.184 sec. 9183*2^499112-1 is prime! Time : 289.068 sec. 9183*2^499112+1 is not prime. Proth RES64: DB6652E1B57C5078 Time : 362.705 sec. 45285*2^499206-1 is prime! Time : 293.815 sec. 45285*2^499206+1 is not prime. Proth RES64: BCC283ADA4E99FD5 Time : 362.915 sec. 68865*2^499729-1 is prime! Time : 276.693 sec. 68865*2^499729+1 is not prime. Proth RES64: 57DF609F9B61D9CD Time : 356.125 sec. 28275*2^499755-1 is prime! Time : 292.561 sec. 28275*2^499755+1 is not prime. Proth RES64: FB17D79CB5031C4D Time : 350.959 sec. 51963*2^498562-1 is prime! Time : 292.718 sec. 51963*2^498562+1 is not prime. Proth RES64: DCD16851A9661E38 Time : 359.038 sec. 42069*2^498593-1 is prime! Time : 290.897 sec. 42069*2^498593+1 is not prime. Proth RES64: BBAEF98C4269DA0E Time : 361.503 sec. 26433*2^498662-1 is prime! Time : 275.802 sec. 26433*2^498662+1 is not prime. Proth RES64: 21495A9F68B7513B Time : 346.297 sec. 54627*2^498746-1 is prime! Time : 275.689 sec. 54627*2^498746+1 is not prime. Proth RES64: E342EEACD6EE87D4 Time : 346.074 sec. 34185*2^498794-1 is prime! Time : 276.459 sec. 34185*2^498794+1 is not prime. Proth RES64: 7ADE3E0B11647AD4 Time : 346.498 sec. 51423*2^498980-1 is prime! Time : 284.699 sec. 51423*2^498980+1 is not prime. Proth RES64: D82CBAA46AE7790F Time : 368.921 sec. |
|
|
|
|
|
|
#87 |
|
Jun 2010
23·3·11 Posts |
Update to first post:
This is a list of primes found for the variable n subproject. So far, we've found 206 primes. Primes in order of n: 173943*2^480166-1 21399*2^480331-1 24087*2^480410-1 179025*2^480578-1 82887*2^480670-1 115095*2^480748-1 64335*2^480772-1 82755*2^480850-1 112983*2^480882-1 62745*2^480941-1 146649*2^480989-1 62025*2^481119-1 31581*2^481175-1 182379*2^481201-1 158655*2^481257-1 3981*2^481407-1 4035*2^481460-1 1623*2^481564-1 17691*2^481579-1 25515*2^481628-1 178107*2^481694-1 39075*2^481855-1 173985*2^481857-1 182505*2^482066-1 198045*2^482129-1 111573*2^482160-1 7077*2^482292-1 10641*2^482399-1 30705*2^482399-1 110295*2^482405-1 110439*2^482447-1 82719*2^482469-1 52125*2^482492-1 150591*2^482527-1 78081*2^482529-1 167877*2^482568-1 170049*2^482689-1 101055*2^482696-1 123807*2^482808-1 140925*2^482839-1 67917*2^482936-1 10071*2^482995-1 121677*2^483018-1 148323*2^483356-1 101085*2^483510-1 98883*2^483634-1 117711*2^483635-1 103077*2^483810-1 182523*2^483936-1 20559*2^484107-1 29073*2^484120-1 31239*2^484153-1 104517*2^484290-1 8847*2^484394-1 7533*2^484406-1 118923*2^484490-1 184155*2^484505-1 171051*2^484577-1 113205*2^484600-1 131409*2^484723-1 97689*2^484805-1 9297*2^484820-1 154401*2^484825-1 123759*2^484945-1 27783*2^484996-1 45735*2^485069-1 84735*2^485170-1 139023*2^485174-1 20421*2^485253-1 144747*2^485360-1 159159*2^485373-1 81093*2^485416-1 116355*2^485485-1 34173*2^485504-1 33555*2^485562-1 186963*2^485572-1 161883*2^485912-1 13311*2^486029-1 113175*2^486067-1 161691*2^486091-1 138891*2^486095-1 180411*2^486159-1 149085*2^486161-1 134949*2^486309-1 17835*2^486365-1 144183*2^486398-1 150849*2^486587-1 77055*2^486643-1 74655*2^486711-1 120165*2^486714-1 80289*2^486793-1 174423*2^486794-1 179085*2^486798-1 72165*2^486799-1 155145*2^486858-1 35991*2^486993-1 61497*2^487092-1 196653*2^487152-1 176445*2^487242-1 11217*2^487364-1 111279*2^487395-1 90441*2^487427-1 168195*2^487679-1 94845*2^487729-1 159807*2^487746-1 52875*2^487797-1 9789*2^487853-1 36975*2^487876-1 143949*2^487903-1 132189*2^487907-1 95097*2^487926-1 189525*2^488010-1 12513*2^488150-1 9957*2^488246-1 184125*2^488277-1 83391*2^488431-1 24825*2^488456-1 95943*2^488512-1 115371*2^488675-1 126693*2^488684-1 138273*2^488736-1 159555*2^488780-1 59601*2^488841-1 124245*2^489054-1 71031*2^489117-1 45297*2^489148-1 110115*2^489270-1 151275*2^489423-1 103881*2^489661-1 138303*2^489818-1 27645*2^489826-1 34905*2^489852-1 147459*2^490001-1 83283*2^490002-1 19539*2^490165-1 83145*2^490261-1 52617*2^490512-1 62829*2^490703-1 6927*2^490868-1 10479*2^490921-1 62499*2^491135-1 11415*2^491296-1 57297*2^491326-1 45465*2^491520-1 2127*2^491860-1 85215*2^492131-1 16719*2^492179-1 52173*2^492450-1 297*2^492450-1 31317*2^492688-1 76803*2^492884-1 47385*2^492925-1 51027*2^493196-1 70533*2^493234-1 70257*2^493276-1 56469*2^493349-1 10251*2^493587-1 79269*2^493705-1 67407*2^494124-1 32769*2^494515-1 43323*2^494694-1 22929*2^494733-1 97755*2^494932-1 67917*2^495014-1 68145*2^495034-1 28449*2^495239-1 24147*2^495336-1 49005*2^495990-1 15285*2^496062-1 93429*2^496225-1 1143*2^496336-1 30615*2^496686-1 98175*2^496715-1 21291*2^497135-1 79911*2^497765-1 55833*2^498040-1 76869*2^498067-1 12387*2^498072-1 5571*2^498077-1 95115*2^498107-1 56595*2^498134-1 92949*2^498207-1 68295*2^498225-1 22875*2^498265-1 51963*2^498562-1 42069*2^498593-1 26433*2^498662-1 54627*2^498746-1 34185*2^498794-1 51423*2^498980-1 156681*2^499015-1 64869*2^499095-1 34263*2^499098-1 9183*2^499112-1 181815*2^499149-1 153051*2^499161-1 164511*2^499169-1 45285*2^499206-1 120459*2^499335-1 172665*2^499335-1 141345*2^499358-1 103095*2^499600-1 68865*2^499729-1 159123*2^499750-1 28275*2^499755-1 119151*2^499857-1 Primes in order of k: 297*2^492450-1 1143*2^496336-1 1623*2^481564-1 2127*2^491860-1 3981*2^481407-1 4035*2^481460-1 5571*2^498077-1 6927*2^490868-1 7077*2^482292-1 7533*2^484406-1 8847*2^484394-1 9183*2^499112-1 9297*2^484820-1 9789*2^487853-1 9957*2^488246-1 10071*2^482995-1 10251*2^493587-1 10479*2^490921-1 10641*2^482399-1 11217*2^487364-1 11415*2^491296-1 12387*2^498072-1 12513*2^488150-1 13311*2^486029-1 15285*2^496062-1 16719*2^492179-1 17691*2^481579-1 17835*2^486365-1 19539*2^490165-1 20421*2^485253-1 20559*2^484107-1 21291*2^497135-1 21399*2^480331-1 22875*2^498265-1 22929*2^494733-1 24087*2^480410-1 24147*2^495336-1 24825*2^488456-1 25515*2^481628-1 26433*2^498662-1 27645*2^489826-1 27783*2^484996-1 28275*2^499755-1 28449*2^495239-1 29073*2^484120-1 30615*2^496686-1 30705*2^482399-1 31239*2^484153-1 31317*2^492688-1 31581*2^481175-1 32769*2^494515-1 33555*2^485562-1 34173*2^485504-1 34185*2^498794-1 34263*2^499098-1 34905*2^489852-1 35991*2^486993-1 36975*2^487876-1 39075*2^481855-1 42069*2^498593-1 43323*2^494694-1 45285*2^499206-1 45297*2^489148-1 45465*2^491520-1 45735*2^485069-1 47385*2^492925-1 49005*2^495990-1 51027*2^493196-1 51423*2^498980-1 51963*2^498562-1 52125*2^482492-1 52173*2^492450-1 52617*2^490512-1 52875*2^487797-1 54627*2^498746-1 55833*2^498040-1 56469*2^493349-1 56595*2^498134-1 57297*2^491326-1 59601*2^488841-1 61497*2^487092-1 62025*2^481119-1 62499*2^491135-1 62745*2^480941-1 62829*2^490703-1 64335*2^480772-1 64869*2^499095-1 67407*2^494124-1 67917*2^482936-1 67917*2^495014-1 68145*2^495034-1 68295*2^498225-1 68865*2^499729-1 70257*2^493276-1 70533*2^493234-1 71031*2^489117-1 72165*2^486799-1 74655*2^486711-1 76803*2^492884-1 76869*2^498067-1 77055*2^486643-1 78081*2^482529-1 79269*2^493705-1 79911*2^497765-1 80289*2^486793-1 81093*2^485416-1 82719*2^482469-1 82755*2^480850-1 82887*2^480670-1 83145*2^490261-1 83283*2^490002-1 83391*2^488431-1 84735*2^485170-1 85215*2^492131-1 90441*2^487427-1 92949*2^498207-1 93429*2^496225-1 94845*2^487729-1 95097*2^487926-1 95115*2^498107-1 95943*2^488512-1 97689*2^484805-1 97755*2^494932-1 98175*2^496715-1 98883*2^483634-1 101055*2^482696-1 101085*2^483510-1 103077*2^483810-1 103095*2^499600-1 103881*2^489661-1 104517*2^484290-1 110115*2^489270-1 110295*2^482405-1 110439*2^482447-1 111279*2^487395-1 111573*2^482160-1 112983*2^480882-1 113175*2^486067-1 113205*2^484600-1 115095*2^480748-1 115371*2^488675-1 116355*2^485485-1 117711*2^483635-1 118923*2^484490-1 119151*2^499857-1 120165*2^486714-1 120459*2^499335-1 121677*2^483018-1 123759*2^484945-1 123807*2^482808-1 124245*2^489054-1 126693*2^488684-1 131409*2^484723-1 132189*2^487907-1 134949*2^486309-1 138273*2^488736-1 138303*2^489818-1 138891*2^486095-1 139023*2^485174-1 140925*2^482839-1 141345*2^499358-1 143949*2^487903-1 144183*2^486398-1 144747*2^485360-1 146649*2^480989-1 147459*2^490001-1 148323*2^483356-1 149085*2^486161-1 150591*2^482527-1 150849*2^486587-1 151275*2^489423-1 153051*2^499161-1 154401*2^484825-1 155145*2^486858-1 156681*2^499015-1 158655*2^481257-1 159123*2^499750-1 159159*2^485373-1 159555*2^488780-1 159807*2^487746-1 161691*2^486091-1 161883*2^485912-1 164511*2^499169-1 167877*2^482568-1 168195*2^487679-1 170049*2^482689-1 171051*2^484577-1 172665*2^499335-1 173943*2^480166-1 173985*2^481857-1 174423*2^486794-1 176445*2^487242-1 178107*2^481694-1 179025*2^480578-1 179085*2^486798-1 180411*2^486159-1 181815*2^499149-1 182379*2^481201-1 182505*2^482066-1 182523*2^483936-1 184125*2^488277-1 184155*2^484505-1 186963*2^485572-1 189525*2^488010-1 196653*2^487152-1 198045*2^482129-1 |
|
|
|
|
|
#88 |
|
Sep 2011
Potsdam, Germany
151 Posts |
Found some new primes, second the twin check.
TPS, Candidate: 147375*2^490356-1 Program: llr64.exe Residue: PRIME Time: 124 seconds TPS, Candidate: 147375*2^490356+1 Program: llr64.exe Residue: B01A455BB6F4BF76 Time: 129 seconds TPS, Candidate: 121173*2^490380-1 Program: llr64.exe Residue: PRIME Time: 103 seconds TPS, Candidate: 121173*2^490380+1 Program: llr64.exe Residue: 8E8160F850432358 Time: 128 seconds TPS, Candidate: 164229*2^490387-1 Program: llr64.exe Residue: PRIME Time: 125 seconds TPS, Candidate: 164229*2^490387+1 Program: llr64.exe Residue: 1D75258D8816F235 Time: 131 seconds TPS, Candidate: 126351*2^490423-1 Program: llr64.exe Residue: PRIME Time: 132 seconds TPS, Candidate: 126351*2^490423+1 Program: llr64.exe Residue: 567D76EAA205737D Time: 135 seconds Last fiddled with by odicin on 2014-02-26 at 19:58 |
|
|
|
![]() |
| Thread Tools | |
Similar Threads
|
||||
| Thread | Thread Starter | Forum | Replies | Last Post |
| Distribution of Mersenne primes before and after couples of primes found | emily | Math | 35 | 2022-12-21 16:32 |
| Here is a list of Mersenne Primes | MattcAnderson | MattcAnderson | 0 | 2017-05-27 14:00 |
| List of megabit primes found | Lennart | Twin Prime Search | 58 | 2017-05-05 14:15 |
| List of all base 5 primes? | gd_barnes | Sierpinski/Riesel Base 5 | 2 | 2008-07-01 04:09 |
| List of primes | Primeinator | Math | 18 | 2005-03-20 00:50 |