Generalized repunit probable primes

In Chris Caldwell's sense, a legal generalized repunit prime is a prime number of the form Φp(b) = (bp-1)/(b-1) such that 3 ≤ b ≤ 5p, b ≠ 10, p prime.

Andy Steward maintained a list of all known legal generalized repunit primes; unfortunately, the project is now suspended and he is not accepting submissions any more.
Additionally, Henri and Renaud Lifchitz maintain a list of all known probable primes with more than 10,000 digits.

The list below shows all known (to me) probable primes not listed in the above mentioned sites. Feel free to contribute with new probable primes.

Show numbers with [ ≤ 4300 | ≤ 5400 | ≤ 6700 | ≤ 7700 | ≤ 8500 | > 8500 ] digits

Φp(b)DigitsDiscovererDate of discoveryNotes
Φ1721(314)4295Bernardo BoncompagniDec 7, 2009 
Φ1381(1287)4292Bernardo BoncompagniNov 4, 2009 
Φ1181(4319)4290Bernardo BoncompagniOct 16, 2009 
Φ1283(2207)4287Bernardo BoncompagniOct 26, 2009 
Φ1187(4112)4287Bernardo BoncompagniOct 19, 2009 
Φ1223(3197)4283Bernardo BoncompagniOct 20, 2009 
Φ1277(2247)4277Bernardo BoncompagniOct 26, 2009 
Φ1237(2849)4271Bernardo BoncompagniOct 21, 2009 
Φ1217(3251)4271Bernardo BoncompagniOct 19, 2009 
Φ1217(3248)4271Bernardo BoncompagniOct 19, 2009 
Φ1193(3783)4265Bernardo BoncompagniOct 19, 2009 
Φ1153(4759)4237Bernardo BoncompagniOct 15, 2009 
Φ1447(849)4236Bernardo BoncompagniNov 11, 2009 
Φ1237(2667)4235Bernardo BoncompagniOct 21, 2009 
Φ1163(4355)4229Bernardo BoncompagniOct 15, 2009 
Φ1153(4641)4224Bernardo BoncompagniOct 15, 2009 
Φ1277(2037)4223Bernardo BoncompagniOct 26, 2009 
Φ1223(2840)4220Bernardo BoncompagniOct 20, 2009 
Φ1291(1857)4217Bernardo BoncompagniOct 26, 2009 
Φ1831(199)4207Bernardo BoncompagniDec 31, 2009 
Φ1187(3524)4207Bernardo BoncompagniOct 19, 2009 
Φ1213(2939)4204Bernardo BoncompagniOct 19, 2009 
Φ1279(1943)4203Bernardo BoncompagniOct 26, 2009 
Φ1213(2918)4200Bernardo BoncompagniOct 19, 2009 
Φ1249(2302)4196Bernardo BoncompagniOct 22, 2009 
Φ1151(4410)4192Bernardo BoncompagniOct 14, 2009 
Φ1571(467)4191Bernardo BoncompagniDec 7, 2009 
Φ1181(3556)4191Bernardo BoncompagniOct 16, 2009 
Φ1151(4395)4190Bernardo BoncompagniOct 14, 2009 
Φ1277(1905)4186Bernardo BoncompagniOct 26, 2009 
Φ1429(845)4180Bernardo BoncompagniNov 9, 2009 
Φ1129(5064)4179Bernardo BoncompagniOct 14, 2009 
Φ2389(56)4175Bernardo BoncompagniJan 7, 2010 
Φ1187(3275)4170Bernardo BoncompagniOct 19, 2009 
Φ1129(4957)4169Bernardo BoncompagniOct 14, 2009 
Φ1361(1155)4166Bernardo BoncompagniNov 2, 2009 
Φ1123(5160)4166Bernardo BoncompagniOct 13, 2009 
Φ1399(935)4154Bernardo BoncompagniNov 5, 2009 
Φ1229(2400)4151Bernardo BoncompagniOct 20, 2009 
Φ1663(314)4150Bernardo BoncompagniJan 9, 2010 
Φ1283(1706)4144Bernardo BoncompagniOct 26, 2009 
Φ1489(603)4138Bernardo BoncompagniNov 20, 2009 
Φ1117(5078)4136Bernardo BoncompagniOct 13, 2009 
Φ1613(364)4129Bernardo BoncompagniDec 15, 2009 
Φ1163(3574)4129Bernardo BoncompagniOct 15, 2009 
Φ1231(2224)4117Bernardo BoncompagniOct 21, 2009 
Φ1213(2479)4114Bernardo BoncompagniOct 19, 2009 
Φ2333(58)4113Bernardo BoncompagniJan 7, 2010 
Φ1163(3419)4107Bernardo BoncompagniOct 15, 2009 
Φ1283(1587)4104Bernardo BoncompagniOct 26, 2009 
Φ1171(3206)4102Bernardo BoncompagniOct 16, 2009 
Φ1303(1406)4099Bernardo BoncompagniOct 29, 2009 
Φ1237(2063)4097Bernardo BoncompagniOct 21, 2009 
Φ1103(5130)4089Bernardo BoncompagniOct 12, 2009 
Φ3671(13)4089Bernardo BoncompagniFeb 8, 2010 
Φ1283(1535)4085Bernardo BoncompagniOct 26, 2009 
Φ1103(5071)4084Bernardo BoncompagniOct 12, 2009 
Φ1163(3257)4082Bernardo BoncompagniOct 15, 2009 
Φ1103(5026)4079Bernardo BoncompagniOct 12, 2009 
Φ1093(5425)4078Bernardo BoncompagniOct 12, 2009 
Φ1151(3491)4075Bernardo BoncompagniOct 14, 2009 
Φ2111(85)4072Bernardo BoncompagniJan 4, 2010 
Φ1249(1822)4070Bernardo BoncompagniOct 22, 2009 
Φ1091(5417)4070Bernardo BoncompagniOct 12, 2009 
Φ1109(4618)4061Bernardo BoncompagniOct 12, 2009 
Φ1367(924)4052Bernardo BoncompagniNov 2, 2009 
Φ1103(4737)4051Bernardo BoncompagniOct 12, 2009 
Φ2437(46)4051Bernardo BoncompagniJan 8, 2010 
Φ1091(5173)4048Bernardo BoncompagniOct 12, 2009 
Φ1163(3018)4044Bernardo BoncompagniOct 15, 2009 
Φ1499(498)4041Bernardo BoncompagniNov 23, 2009 
Φ1523(450)4039Bernardo BoncompagniOct 12, 2009 
Φ1471(558)4038Bernardo BoncompagniNov 16, 2009 
Φ1129(3771)4035Bernardo BoncompagniOct 14, 2009 
Φ1187(2477)4026Bernardo BoncompagniOct 19, 2009 
Φ1289(1319)4019Bernardo BoncompagniOct 26, 2009 
Φ1097(4587)4014Bernardo BoncompagniOct 12, 2009 
Φ1103(4276)4002Bernardo BoncompagniOct 12, 2009 
Φ1109(4046)3997Bernardo BoncompagniOct 12, 2009 
Φ1301(1158)3983Bernardo BoncompagniOct 28, 2009 
Φ1103(4075)3979Bernardo BoncompagniOct 12, 2009 
Φ1097(4259)3978Bernardo BoncompagniOct 12, 2009 
Φ1097(4188)3970Bernardo BoncompagniOct 12, 2009 
Φ1093(4285)3967Bernardo BoncompagniOct 12, 2009 
Φ1087(4413)3959Bernardo BoncompagniOct 12, 2009 
Φ1097(4084)3958Bernardo BoncompagniOct 12, 2009 
Φ1069(4958)3947Bernardo BoncompagniOct 12, 2009 
Φ2267(55)3944Bernardo BoncompagniJan 6, 2010 
Φ1237(1548)3943Bernardo BoncompagniOct 21, 2009 
Φ1117(3409)3943Bernardo BoncompagniOct 13, 2009 
Φ1571(320)3934Bernardo BoncompagniDec 7, 2009 
Φ1373(734)3932Bernardo BoncompagniNov 3, 2009 
Φ1063(5035)3932Bernardo BoncompagniOct 12, 2009 
Φ1483(446)3927Bernardo BoncompagniNov 17, 2009 
Φ1289(1110)3923Bernardo BoncompagniOct 26, 2009 
Φ1109(3440)3919Bernardo BoncompagniOct 12, 2009 
Φ1097(3744)3917Bernardo BoncompagniOct 12, 2009 
Φ1117(3204)3913Bernardo BoncompagniOct 13, 2009 
Φ1213(1668)3906Bernardo BoncompagniOct 19, 2009 
Φ1193(1862)3898Bernardo BoncompagniOct 19, 2009 
Φ1061(4701)3893Bernardo BoncompagniOct 9, 2009 
Φ1151(2403)3888Bernardo BoncompagniOct 14, 2009 
Φ1259(1229)3887Bernardo BoncompagniOct 23, 2009 
Φ1361(717)3884Bernardo BoncompagniNov 2, 2009 
Φ1549(320)3878Bernardo BoncompagniNov 26, 2009 
Φ1087(3722)3878Bernardo BoncompagniOct 12, 2009 
Φ1303(950)3877Bernardo BoncompagniOct 29, 2009 
Φ1061(4500)3873Bernardo BoncompagniOct 9, 2009 
Φ1187(1837)3872Bernardo BoncompagniOct 19, 2009 
Φ1087(3674)3872Bernardo BoncompagniOct 12, 2009 
Φ1367(679)3869Bernardo BoncompagniNov 2, 2009 
Φ1091(3489)3862Bernardo BoncompagniOct 12, 2009 
Φ1279(1039)3856Bernardo BoncompagniOct 26, 2009 
Φ1373(639)3850Bernardo BoncompagniNov 3, 2009 
Φ1039(5031)3843Bernardo BoncompagniOct 9, 2009 
Φ1367(638)3832Bernardo BoncompagniNov 2, 2009 
Φ1163(1983)3832Bernardo BoncompagniOct 15, 2009 
Φ1087(3310)3823Bernardo BoncompagniOct 12, 2009 
Φ1031(5120)3821Bernardo BoncompagniOct 8, 2009 
Φ1039(4738)3816Bernardo BoncompagniOct 9, 2009 
Φ1123(2479)3809Bernardo BoncompagniOct 13, 2009 
Φ1699(175)3809Bernardo BoncompagniJan 9, 2010 
Φ1049(4260)3804Bernardo BoncompagniOct 9, 2009 
Φ1237(1157)3787Bernardo BoncompagniOct 21, 2009 
Φ1453(403)3783Bernardo BoncompagniNov 13, 2009 
Φ1039(4410)3783Bernardo BoncompagniOct 9, 2009 
Φ1109(2561)3777Bernardo BoncompagniOct 12, 2009 
Φ1193(1471)3776Bernardo BoncompagniOct 19, 2009 
Φ1039(4208)3762Bernardo BoncompagniOct 9, 2009 
Φ1213(1242)3751Bernardo BoncompagniOct 19, 2009 
Φ1181(1485)3743Bernardo BoncompagniOct 16, 2009 
Φ2203(50)3742Bernardo BoncompagniJan 5, 2010 
Φ1439(399)3741Bernardo BoncompagniNov 11, 2009 
Φ1373(532)3740Bernardo BoncompagniNov 3, 2009 
Φ1123(2125)3734Bernardo BoncompagniOct 13, 2009 
Φ1049(3646)3733Bernardo BoncompagniOct 9, 2009 
Φ1091(2644)3731Bernardo BoncompagniOct 12, 2009 
Φ1051(3551)3728Bernardo BoncompagniOct 9, 2009 
Φ1091(2623)3727Bernardo BoncompagniOct 12, 2009 
Φ1087(2694)3726Bernardo BoncompagniOct 12, 2009 
Φ1123(2083)3724Bernardo BoncompagniOct 13, 2009 
Φ1307(697)3714Bernardo BoncompagniOct 29, 2009 
Φ1171(1490)3713Bernardo BoncompagniOct 16, 2009 
Φ1013(4650)3712Bernardo BoncompagniOct 7, 2009 
Φ1031(3934)3703Bernardo BoncompagniOct 8, 2009 
Φ1283(768)3700Bernardo BoncompagniOct 26, 2009 
Φ1087(2533)3697Bernardo BoncompagniOct 12, 2009 
Φ1061(3056)3695Bernardo BoncompagniOct 9, 2009 
Φ1721(140)3692Bernardo BoncompagniDec 7, 2009 
Φ1231(1002)3692Bernardo BoncompagniOct 20, 2009 
Φ1949(78)3686Bernardo BoncompagniJan 3, 2010 
Φ1583(208)3668Bernardo BoncompagniDec 9, 2009 
Φ1181(1261)3659Bernardo BoncompagniOct 16, 2009 
Φ1013(4101)3657Bernardo BoncompagniOct 7, 2009 
Φ1063(2729)3650Bernardo BoncompagniOct 12, 2009 
Φ1069(2602)3648Bernardo BoncompagniOct 12, 2009 
Φ1069(2586)3645Bernardo BoncompagniOct 12, 2009 
Φ1231(909)3640Bernardo BoncompagniOct 20, 2009 
Φ2083(56)3640Bernardo BoncompagniJan 3, 2010 
Φ1039(3180)3636Bernardo BoncompagniOct 8, 2009 
Φ1033(3323)3635Bernardo BoncompagniOct 8, 2009 
Φ1091(2118)3626Bernardo BoncompagniOct 12, 2009 
Φ1637(163)3620Bernardo BoncompagniDec 23, 2009 
Φ1153(1386)3620Bernardo BoncompagniOct 14, 2009 
Φ997(4285)3618Bernardo BoncompagniOct 7, 2009 
Φ1283(660)3615Bernardo BoncompagniOct 26, 2009 
Φ983(4648)3602Bernardo BoncompagniOct 6, 2009 
Φ1091(2004)3600Bernardo BoncompagniOct 12, 2009 
Φ983(4478)3586Bernardo BoncompagniOct 6, 2009 
Φ1091(1929)3582Bernardo BoncompagniOct 12, 2009 
Φ1031(2985)3580Bernardo BoncompagniOct 8, 2009 
Φ1223(846)3578Bernardo BoncompagniOct 20, 2009 
Φ1123(1525)3572Bernardo BoncompagniOct 13, 2009 
Φ1193(984)3568Bernardo BoncompagniOct 19, 2009 
Φ1181(1046)3564Bernardo BoncompagniOct 16, 2009 
Φ1097(1729)3549Bernardo BoncompagniOct 12, 2009 
Φ1187(971)3543Bernardo BoncompagniOct 19, 2009 
Φ1693(123)3537Bernardo BoncompagniJan 9, 2010 
Φ1039(2544)3535Bernardo BoncompagniOct 8, 2009 
Φ967(4548)3534Bernardo BoncompagniOct 5, 2009 
Φ1789(94)3528Bernardo BoncompagniJan 12, 2010 
Φ967(4467)3526Bernardo BoncompagniOct 5, 2009 
Φ1087(1759)3525Bernardo BoncompagniOct 12, 2009 
Φ977(4079)3524Bernardo BoncompagniOct 6, 2009 
Φ1051(2251)3520Bernardo BoncompagniOct 9, 2009 


This page was last updated on October 27, 2011.