The reference table for Near Smoothly Undulating Primes Cases with 6-digit undulators derived from the SUPP's | Mark 3 |
This collection is complete for probable primes up to see headings digits. | PDG = Patrick De Geest |
NSUP | Formula Accolades = prime exp | Who | When | Status | Prime Certificat |
¬ |
 n ⩾ 50141 (PDG, August 16, 2022) |
1(31)2498/3 = [4377](104377)832 |
(13*10499731)/(99*3) |
PDG | Aug 06 2022 | PRP |
View |
¬ |
 n ⩾ 50655 (PDG, August 16, 2022) |
1(41)1/3 = [47](138047)0 |
(14*10{3}41)/(99*3) |
PDG | Aug 06 2022 | PRP |
View |
1(41)199/3 = [47](138047)66 |
(14*1039941)/(99*3) |
PDG | Aug 06 2022 | PRP |
View |
1(41)16654/3 = [47](138047)5551 |
(14*103330941)/(99*3) |
PDG | Aug 16 2022 | PRP |
View |
¬ |
 n ⩾ 51677 (PDG, August 17, 2022) |
1(61)2/3 = [5387](205387)0 |
(16*10{5}61)/(99*3) |
PDG | Aug 06 2022 | PRP |
View |
1(61)206/3 = [5387](205387)68 |
(16*1041361)/(99*3) |
PDG | Aug 06 2022 | PRP |
View |
¬ |
 n ⩾ 50001 (PDG, August 7, 2022) |
1(71)85/3 = [57](239057)28 |
(17*1017171)/(99*3) |
PDG | Aug 06 2022 | PRP |
View |
1(71)202/3 = [57](239057)67 |
(17*1040571)/(99*3) |
PDG | Aug 06 2022 | PRP |
View |
1(71)526/3 = [57](239057)175 |
(17*10105371)/(99*3) |
PDG | Aug 06 2022 | PRP |
View |
1(71)4777/3 = [57](239057)1592 |
(17*10955571)/(99*3) |
PDG | Aug 06 2022 | PRP |
View |
¬ |
 n ⩾ 50009 (PDG, August 7, 2022) |
1(91)2/3 = [6397](306397)0 |
(19*10{5}91)/(99*3) |
PDG | Aug 06 2022 | PRP |
View |
¬ |
 n ⩾ 50095 (PDG, August 17, 2022) |
3(13)57/3 = [1](043771)19 |
(31*1011513)/(99*3) |
PDG | Aug 06 2022 | PRP |
View |
3(13)381/3 = [1](043771)127 |
(31*1076313)/(99*3) |
PDG | Aug 06 2022 | PRP |
View |
3(13)2610/3 = [1](043771)870 |
(31*10522113)/(99*3) |
PDG | Aug 06 2022 | PRP |
View |
¬ |
 n ⩾ 50161 (PDG, August 17, 2022) |
3(23)132/3 = [1](077441)44 |
(32*1026523)/(99*3) |
PDG | Aug 06 2022 | PRP |
View |
3(23)4050/3 = [1](077441)1350 |
(32*10{8101}23)/(99*3) |
PDG | Aug 06 2022 | PRP |
View |
¬ |
 n ⩾ 51433 (PDG, August 17, 2022) |
3(43)255/3 = [1](144781)85 |
(34*1051143)/(99*3) |
PDG | Aug 06 2022 | PRP |
View |
3(43)16995/3 = [1](144781)5665 |
(34*103399143)/(99*3) |
PDG | Aug 17 2022 | PRP |
View |
3(43)21198/3 = [1](144781)7066 |
(34*10{42397}43)/(99*3) |
PDG | Aug 17 2022 | PRP |
View |
¬ |
 n ⩾ 51997 (PDG, August 17, 2022) |
3(53)6/3 = [1](178451)2 |
(35*10{13}53)/(99*3) |
PDG | Aug 06 2022 | PRP |
View |
3(53)15/3 = [1](178451)5 |
(35*10{31}53)/(99*3) |
PDG | Aug 06 2022 | PRP |
View |
3(53)87/3 = [1](178451)29 |
(35*1017553)/(99*3) |
PDG | Aug 06 2022 | PRP |
View |
¬ |
 n ⩾ 50101 (PDG, August 17, 2022) |
3(73)3/3 = [1](245791)1 |
(37*10{7}73)/(99*3) |
PDG | Aug 06 2022 | PRP |
View |
3(73)12/3 = [1](245791)4 |
(37*102573)/(99*3) |
PDG | Aug 06 2022 | PRP |
View |
3(73)435/3 = [1](245791)145 |
(37*1087173)/(99*3) |
PDG | Aug 06 2022 | PRP |
View |
3(73)462/3 = [1](245791)154 |
(37*1092573)/(99*3) |
PDG | Aug 06 2022 | PRP |
View |
¬ |
 n ⩾ 53689 (PDG, August 18, 2022) |
3(83)6/3 = [1](279461)2 |
(38*10{13}83)/(99*3) |
PDG | Aug 06 2022 | PRP |
View |
3(83)33/3 = [1](279461)11 |
(38*10{67}83)/(99*3) |
PDG | Aug 06 2022 | PRP |
View |
¬ |
 n ⩾ 53001 (PDG, August 18, 2022) |
7(17)1/3 = [239](057239)0 |
(71*10{3}17)/(99*3) |
PDG | Aug 06 2022 | PRP |
View |
7(17)4141/3 = [239](057239)1380 |
(71*10828317)/(99*3) |
PDG | Aug 06 2022 | PRP |
View |
¬ |
 n ⩾ 50231 (PDG, August 18, 2022) |
7(37)26/3 = [24579](124579)8 |
(73*10{53}37)/(99*3) |
PDG | Aug 06 2022 | PRP |
View |
7(37)20771/3 = [24579](124579)6923 |
(73*10{41543}37)/(99*3) |
PDG | Aug 18 2022 | PRP |
View |
¬ |
 n ⩾ 51705 (PDG, August 18, 2022) |
7(47)7/3 = [24579](124579)2 |
(74*101547)/(99*3) |
PDG | Aug 06 2022 | PRP |
View |
7(47)5137/3 = [24579](124579)1712 |
(74*101027547)/(99*3) |
PDG | Aug 06 2022 | PRP |
View |
7(47)5188/3 = [24579](124579)1729 |
(74*101037747)/(99*3) |
PDG | Aug 06 2022 | PRP |
View |
¬ |
 n ⩾ 50315 (PDG, August 19, 2022) |
7(97)1361/3 = [26599](326599)453 |
(79*10272397)/(99*3) |
PDG | Aug 06 2022 | PRP |
View |
7(97)11714/3 = [26599](326599)3904 |
(79*102342997)/(99*3) |
PDG | Aug 19 2022 | PRP |
View |
7(97)16706/3 = [26599](326599)5568 |
(79*10{33413}97)/(99*3) |
PDG | Aug 19 2022 | PRP |
View |
¬ |
 n ⩾ 50353 (PDG, August 19, 2022) |
9(19)0/3 = [3](063973)0 |
(91*10119)/(99*3) |
PDG | Aug 06 2022 | PRP |
View |
9(19)2748/3 = [3](063973)916 |
(91*10549719)/(99*3) |
PDG | Aug 06 2022 | PRP |
View |
¬ |
 n ⩾ 51289 (PDG, August 19, 2022) |
9(29)0/3 = [3](097643)0 |
(92*10129)/(99*3) |
PDG | Aug 06 2022 | PRP |
View |
9(29)141/3 = [3](097643)47 |
(92*10{283}29)/(99*3) |
PDG | Aug 06 2022 | PRP |
View |
¬ |
 n ⩾ 50071 (PDG, August 19, 2022) |
9(49)0/3 = [3](164983)0 |
(94*10149)/(99*3) |
PDG | Aug 06 2022 | PRP |
View |
9(49)3/3 = [3](164983)1 |
(94*10{7}49)/(99*3) |
PDG | Aug 06 2022 | PRP |
View |
9(49)5547/3 = [3](164983)1849 |
(94*101109549)/(99*3) |
PDG | Aug 06 2022 | PRP |
View |
¬ |
 n ⩾ 58615 (PDG, August 20, 2022) |
9(59)0/3 = [3](198653)0 |
(95*10159)/(99*3) |
PDG | Aug 06 2022 | PRP |
View |
9(59)3/3 = [3](198653)1 |
(95*10{7}59)/(99*3) |
PDG | Aug 06 2022 | PRP |
View |
9(59)12/3 = [3](198653)4 |
(95*102559)/(99*3) |
PDG | Aug 06 2022 | PRP |
View |
9(59)84/3 = [3](198653)28 |
(95*1016959)/(99*3) |
PDG | Aug 06 2022 | PRP |
View |
¬ |
 n ⩾ 52375 (PDG, August 20, 2022) |
9(79)0/3 = [3](265993)0 |
(97*10179)/(99*3) |
PDG | Aug 06 2022 | PRP |
View |
9(79)3/3 = [3](265993)1 |
(97*10{7}79)/(99*3) |
PDG | Aug 06 2022 | PRP |
View |
9(79)24/3 = [3](265993)8 |
(97*104979)/(99*3) |
PDG | Aug 06 2022 | PRP |
View |
9(79)42/3 = [3](265993)14 |
(97*108579)/(99*3) |
PDG | Aug 06 2022 | PRP |
View |
9(79)1023/3 = [3](265993)341 |
(97*10204779)/(99*3) |
PDG | Aug 06 2022 | PRP |
View |
9(79)2040/3 = [3](265993)680 |
(97*10408179)/(99*3) |
PDG | Aug 06 2022 | PRP |
View |
¬ |
 n ⩾ 51079 (PDG, August 20, 2022) |
9(89)0/3 = [3](299663)0 |
(98*10189)/(99*3) |
PDG | Aug 06 2022 | PRP |
View |
9(89)6/3 = [3](299663)2 |
(98*10{13}89)/(99*3) |
PDG | Aug 06 2022 | PRP |
View |
9(89)975/3 = [3](299663)325 |
(98*10{1951}89)/(99*3) |
PDG | Aug 06 2022 | PRP |
View |
The reference table for Near Smoothly Undulating Primes Cases with 6-digit undulators derived from the composite set of SUP's | Mark 3 |
This collection is complete for probable primes up to see headings digits. | PDG = Patrick De Geest |
NSUP | Formula Accolades = prime exp | Who | When | Status | Prime Certificat |
¬ |
 n ⩾ 53855 (PDG, August 21, 2022) |
2(32)4706/25/3 = [242](003367)1568 |
(23*10{9413}32)/(99*32*3) |
PDG | Aug 09 2022 | PRP |
View |
¬ |
 n ⩾ 50063 (PDG, August 21, 2022) |
2(92)2/22/3 = [2441](077441)0 |
(29*10{5}92)/(99*4*3) |
PDG | Aug 09 2022 | PRP |
View |
¬ |
 n ⩾ 50067 (PDG, August 21, 2022) |
4(14)7/2/3 = [69](023569)2 |
(41*101514)/(99*2*3) |
PDG | Aug 09 2022 | PRP |
View |
4(14)250/2/3 = [69](023569)83 |
(41*1050114)/(99*2*3) |
PDG | Aug 09 2022 | PRP |
View |
4(14)2676/2/3 = [69](023569)890 |
(41*10534314)/(99*2*3) |
PDG | Aug 09 2022 | PRP |
View |
¬ |
 n ⩾ 72305 (PDG, August 21, 2022) |
4(34)143/2/3 = [7239](057239)47 |
(43*1028734)/(99*2*3) |
PDG | Aug 09 2022 | PRP |
View |
4(34)7109/2/3 = [7239](057239)2369 |
(43*101421934)/(99*2*3) |
PDG | Aug 09 2022 | PRP |
View |
¬ |
 n ⩾ 53325 (PDG, August 22, 2022) |
4(74)1/2/3 = [79](124579)0 |
(47*10{3}74)/(99*2*3) |
PDG | Aug 09 2022 | PRP |
View |
4(74)226/2/3 = [79](124579)75 |
(47*1045374)/(99*2*3) |
PDG | Aug 09 2022 | PRP |
View |
¬ |
 n ⩾ 52259 (PDG, August 22, 2022) |
4(94)59/2/3 = [8249](158249)19 |
(49*1011994)/(99*2*3) |
PDG | Aug 09 2022 | PRP |
View |
¬ |
 n ⩾ 50729 (PDG, August 10, 2022) |
5(35)35/5/3 = [3569](023569)11 |
(53*10{71}35)/(99*5*3) |
PDG | Aug 09 2022 | PRP |
View |
5(35)218/5/3 = [3569](023569)72 |
(53*1043735)/(99*5*3) |
PDG | Aug 09 2022 | PRP |
View |
¬ |
 n ⩾ 50609 (PDG, August 22, 2022) |
5(65)32/5/3 = [3771](043771)10 |
(56*106565)/(99*5*3) |
PDG | Aug 09 2022 | PRP |
View |
5(65)1646/5/3 = [3771](043771)548 |
(56*10329365)/(99*5*3) |
PDG | Aug 09 2022 | PRP |
View |
¬ |
 n ⩾ 67655 (PDG, August 23, 2022) |
5(95)20/5/3 = [3973](063973)6 |
(59*10{41}95)/(99*5*3) |
PDG | Aug 09 2022 | PRP |
View |
5(95)695/5/3 = [3973](063973)231 |
(59*10139195)/(99*5*3) |
PDG | Aug 09 2022 | PRP |
View |
¬ |
 n ⩾ 80047 (PDG, August 12, 2022) |
6(16)?/24/3 = [128367](003367)? |
(61*10?16)/(99*16*3) |
PDG | Aug 11 2022 | PRP |
View |
¬ |
 n ⩾ 65935 (PDG, August 23, 2022) |
6(56)3/23/3 = [273569](023569)0 |
(65*10{7}56)/(99*8*3) |
PDG | Aug 11 2022 | PRP |
View |
6(56)7425/23/3 = [273569](023569)2474 |
(65*10{14851}56)/(99*8*3) |
PDG | Aug 11 2022 | PRP |
View |
¬ |
 n ⩾ 50035 (PDG, August 11, 2022) |
6(76)9/22/3 = [563973](063973)2474 |
(67*10{19}76)/(99*4*3) |
PDG | Aug 11 2022 | PRP |
View |
6(76)11979/22/3 = [563973](063973)3992 |
(67*102395976)/(99*4*3) |
PDG | Aug 11 2022 | PRP |
View |
¬ |
 n ⩾ 53951 (PDG, August 23, 2022) |
7(67)2/3 = [25589](225589)0 |
(76*10{5}67)/(99*3) |
PDG | Aug 11 2022 | PRP |
View |
7(67)29/3 = [25589](225589)9 |
(76*10{59}67)/(99*3) |
PDG | Aug 11 2022 | PRP |
View |
¬ |
 n ⩾ 53213 (PDG, August 24, 2022) |
8(38)11/2/3 = [13973](063973)3 |
(83*10{23}38)/(99*2*3) |
PDG | Aug 11 2022 | PRP |
View |
8(38)107/2/3 = [13973](063973)35 |
(83*1021538)/(99*2*3) |
PDG | Aug 11 2022 | PRP |
View |
8(38)161/2/3 = [13973](063973)53 |
(83*1032338)/(99*2*3) |
PDG | Aug 11 2022 | PRP |
View |
8(38)389/2/3 = [13973](063973)129 |
(83*1077938)/(99*2*3) |
PDG | Aug 11 2022 | PRP |
View |
¬ |
 n ⩾ 52385 (PDG, August 24, 2022) |
8(98)2/2/3 = [14983](164983)0 |
(89*10{5}98)/(99*2*3) |
PDG | Aug 11 2022 | PRP |
View |
8(98)3218/2/3 = [14983](164983)1072 |
(89*10{6437}98)/(99*2*3) |
PDG | Aug 11 2022 | PRP |
View |
The reference table for Near Smoothly Undulating Primes Cases with 6-digit undulators derived from the composite set of SUPP's | Mark 7 |
This collection is complete for probable primes up to see headings digits. | PDG = Patrick De Geest |
NSUP | Formula Accolades = prime exp | Who | When | Status | Prime Certificat |
¬ |
 n ⩾ 51003 (PDG, August 24, 2022) |
1(61)40/7 = [23](088023)13 |
(16*108161)/(99*7) |
PDG | Aug 12 2022 | PRP |
View |
1(61)160/7 = [23](088023)53 |
(16*1032161)/(99*7) |
PDG | Aug 12 2022 | PRP |
View |
1(61)190/7 = [23](088023)63 |
(16*1038161)/(99*7) |
PDG | Aug 12 2022 | PRP |
View |
1(61)442/7 = [23](088023)147 |
(16*1088561)/(99*7) |
PDG | Aug 12 2022 | PRP |
View |
1(61)511/7 = [23](088023)170 |
(16*10102361)/(99*7) |
PDG | Aug 12 2022 | PRP |
View |
¬ |
 n ⩾ 51359 (PDG, August 12, 2022) |
1(71)?/7 = [2453](102453)? |
(17*10?71)/(99*7) |
PDG | Aug 12 2022 | PRP |
View |
¬ |
 n ⩾ 50031 (PDG, August 25, 2022) |
3(43)79/7 = [49](062049)26 |
(34*1015943)/(99*7) |
PDG | Aug 12 2022 | PRP |
View |
3(43)2809/7 = [49](062049)936 |
(34*10561943)/(99*7) |
PDG | Aug 12 2022 | PRP |
View |
¬ |
 n ⩾ 54083 (PDG, August 12, 2022) |
3(73)1230/7 = [5339](105339)410 |
(37*10246573)/(99*7) |
PDG | Aug 12 2022 | PRP |
View |
¬ |
 n ⩾ 52381 (PDG, August 25, 2022) |
7(17)21/7 = [1](024531)7 |
(71*10{43}17)/(99*7) |
PDG | Aug 12 2022 | PRP |
View |
7(17)24/7 = [1](024531)8 |
(71*104917)/(99*7) |
PDG | Aug 12 2022 | PRP |
View |
¬ |
 n ⩾ 53947 (PDG, August 25, 2022) |
7(27)9/7 = [1](038961)3 |
(72*10{19}27)/(99*7) |
PDG | Aug 12 2022 | PRP |
View |
7(27)33/7 = [1](038961)11 |
(72*10{67}27)/(99*7) |
PDG | Aug 12 2022 | PRP |
View |
7(27)84/7 = [1](038961)28 |
(72*1016927)/(99*7) |
PDG | Aug 12 2022 | PRP |
View |
7(27)114/7 = [1](038961)38 |
(72*10{229}27)/(99*7) |
PDG | Aug 12 2022 | PRP |
View |
7(27)180/7 = [1](038961)60 |
(72*1036127)/(99*7) |
PDG | Aug 12 2022 | PRP |
View |
7(27)10851/7 = [1](038961)3617 |
(72*102170327)/(99*7) |
PDG | Aug 12 2022 | PRP |
View |
¬ |
 n ⩾ 51139 (PDG, August 26, 2022) |
7(37)?/7 = [1](053391)? |
(73*10?37)/(99*7) |
PDG | Aug 13 2022 | PRP |
View |
¬ |
 n ⩾ 50473 (PDG, August 26, 2022) |
7(47)6/7 = [1](067821)2 |
(74*10{13}47)/(99*7) |
PDG | Aug 13 2022 | PRP |
View |
7(47)9/7 = [1](067821)3 |
(74*10{19}47)/(99*7) |
PDG | Aug 13 2022 | PRP |
View |
7(47)183/7 = [1](067821)61 |
(74*10{367}47)/(99*7) |
PDG | Aug 13 2022 | PRP |
View |
¬ |
 n ⩾ 54451 (PDG, August 26, 2022) |
7(57)2760/7 = [1](082251)920 |
(75*10{5521}57)/(99*7) |
PDG | Aug 13 2022 | PRP |
View |
7(57)5904/7 = [1](082251)1968 |
(75*101180957)/(99*7) |
PDG | Aug 13 2022 | PRP |
View |
¬ |
 n ⩾ 54901 (PDG, August 27, 2022) |
7(87)9/7 = [1](125541)3 |
(78*10{19}87)/(99*7) |
PDG | Aug 13 2022 | PRP |
View |
7(87)600/7 = [1](125541)200 |
(78*10{1201}87)/(99*7) |
PDG | Aug 13 2022 | PRP |
View |
7(87)1509/7 = [1](125541)503 |
(78*10{3019}87)/(99*7) |
PDG | Aug 13 2022 | PRP |
View |
¬ |
 n ⩾ 53881 (PDG, August 27, 2022) |
7(97)12/7 = [1](139971)4 |
(79*102597)/(99*7) |
PDG | Aug 13 2022 | PRP |
View |
7(97)6438/7 = [1](139971)2146 |
(79*101287797)/(99*7) |
PDG | Aug 13 2022 | PRP |
View |
¬ |
 n ⩾ 52167 (PDG, August 27, 2022) |
9(59)7/7 = [137](085137)2 |
(95*101559)/(99*7) |
PDG | Aug 13 2022 | PRP |
View |
9(59)79/7 = [137](085137)26 |
(95*1015959)/(99*7) |
PDG | Aug 13 2022 | PRP |
View |
9(59)202/7 = [137](085137)67 |
(95*1040559)/(99*7) |
PDG | Aug 13 2022 | PRP |
View |
9(59)7924/7 = [137](085137)2641 |
(95*101584959)/(99*7) |
PDG | Aug 13 2022 | PRP |
View |
¬ |
 n ⩾ 50189 (PDG, August 27, 2022) |
9(79)2/7 = [13997](113997)0 |
(97*10{5}79)/(99*7) |
PDG | Aug 13 2022 | PRP |
View |
9(79)8/7 = [13997](113997)2 |
(97*10{17}79)/(99*7) |
PDG | Aug 13 2022 | PRP |
View |
9(79)3782/7 = [13997](113997)1260 |
(97*10756579)/(99*7) |
PDG | Aug 13 2022 | PRP |
View |
9(79)5321/7 = [13997](113997)1773 |
(97*101064379)/(99*7) |
PDG | Aug 13 2022 | PRP |
View |
The reference table for Near Smoothly Undulating Primes Cases with 6-digit undulators derived from the composite set of SUP's | Mark 7 |
This collection is complete for probable primes up to see headings digits. | PDG = Patrick De Geest |
NSUP | Formula Accolades = prime exp | Who | When | Status | Prime Certificat |
¬ |
 n ⩾ 54015 (PDG, August 27, 2022) |
2(52)1/4/3/7 = [3](006253)0 |
(25*10{3}52)/(99*4*3*7) |
PDG | Aug 14 2022 | PRP |
View |
2(52)1726/4/3/7 = [3](006253)575 |
(25*10345352)/(99*4*3*7) |
PDG | Aug 14 2022 | PRP |
View |
¬ |
 n ⩾ 55145 (PDG, August 27, 2022) |
2(72)2/23/7 = [487](012987)0 |
(27*10{5}72)/(99*8*7) |
PDG | Aug 14 2022 | PRP |
View |
2(72)32/23/7 = [487](012987)10 |
(27*106572)/(99*8*7) |
PDG | Aug 14 2022 | PRP |
View |
2(72)440/23/7 = [487](012987)146 |
(27*10{881}72)/(99*8*7) |
PDG | Aug 14 2022 | PRP |
View |
2(72)1328/23/7 = [487](012987)442 |
(27*10{2657}72)/(99*8*7) |
PDG | Aug 14 2022 | PRP |
View |
¬ |
 n ⩾ 51465 (PDG, August 28, 2022) |
4(34)1/2/7 = [31](024531)0 |
(43*10{3}34)/(99*2*7) |
PDG | Aug 14 2022 | PRP |
View |
4(34)4/2/7 = [31](024531)45 |
(43*10934)/(99*2*7) |
PDG | Aug 14 2022 | PRP |
View |
4(34)22/2/7 = [31](024531)7 |
(43*104534)/(99*2*7) |
PDG | Aug 14 2022 | PRP |
View |
4(34)43/2/7 = [31](024531)14 |
(43*108734)/(99*2*7) |
PDG | Aug 14 2022 | PRP |
View |
4(34)193/2/7 = [31](024531)64 |
(43*1038734)/(99*2*7) |
PDG | Aug 14 2022 | PRP |
View |
4(34)6670/2/7 = [31](024531)2223 |
(43*101334134)/(99*2*7) |
PDG | Aug 14 2022 | PRP |
View |
¬ |
 n ⩾ 53261 (PDG, August 28, 2022) |
4(74)2/2/7 = [3391](053391)0 |
(47*10{5}74)/(99*2*7) |
PDG | Aug 14 2022 | PRP |
View |
4(74)11/2/7 = [3391](053391)3 |
(47*10{23}74)/(99*2*7) |
PDG | Aug 14 2022 | PRP |
View |
4(74)41/2/7 = [3391](053391)13 |
(47*10{83}74)/(99*2*7) |
PDG | Aug 14 2022 | PRP |
View |
4(74)224/2/7 = [3391](053391)74 |
(47*10{449}74)/(99*2*7) |
PDG | Aug 14 2022 | PRP |
View |
4(74)1637/2/7 = [3391](053391)545 |
(47*10327574)/(99*2*7) |
PDG | Aug 14 2022 | PRP |
View |
¬ |
 n ⩾ 51195 (PDG, August 28, 2022) |
5(25)1/52/3/7 = [1](000481)0 |
(52*10{3}25)/(99*25*3*7) |
PDG | Aug 14 2022 | PRP |
View |
5(25)10/52/3/7 = [1](000481)3 |
(52*102125)/(99*25*3*7) |
PDG | Aug 14 2022 | PRP |
View |
5(25)40/52/3/7 = [1](000481)13 |
(52*108125)/(99*25*3*7) |
PDG | Aug 14 2022 | PRP |
View |
5(25)21964/52/3/7 = [1](000481)7321 |
(52*104392925)/(99*25*3*7) |
PDG | Aug 28 2022 | PRP |
View |
¬ |
 n ⩾ 51677 (PDG, August 28, 2022) |
5(75)11/52/7 = [329](004329)3 |
(57*10{23}75)/(99*25*7) |
PDG | Aug 14 2022 | PRP |
View |
5(75)26/52/7 = [329](004329)8 |
(57*10{53}75)/(99*25*7) |
PDG | Aug 14 2022 | PRP |
View |
5(75)428/52/7 = [329](004329)142 |
(57*10{857}75)/(99*25*7) |
PDG | Aug 14 2022 | PRP |
View |
5(75)644/52/7 = [329](004329)214 |
(57*10{1289}75)/(99*25*7) |
PDG | Aug 28 2022 | PRP |
View |
¬ |
 n ⩾ 50127 (PDG, August 28, 2022) |
5(95)1/5/7 = [17](027417)0 |
(59*10{3}95)/(99*5*7) |
PDG | Aug 14 2022 | PRP |
View |
5(95)232/5/7 = [17](027417)77 |
(59*1046595)/(99*5*7) |
PDG | Aug 14 2022 | PRP |
View |
5(95)3391/5/7 = [17](027417)1130 |
(59*10678395)/(99*5*7) |
PDG | Aug 14 2022 | PRP |
View |
5(95)20791/5/7 = [17](027417)6930 |
(59*104158395)/(99*5*7) |
PDG | Aug 28 2022 | PRP |
View |
¬ |
 n ⩾ 52089 (PDG, August 28, 2022) |
6(16)4/24/7 = [5501443](001443)0 |
(61*10916)/(99*16*7) |
PDG | Aug 15 2022 | PRP |
View |
6(16)10/24/7 = [5501443](001443)2 |
(61*102116)/(99*16*7) |
PDG | Aug 15 2022 | PRP |
View |
¬ |
 n ⩾ 51365 (PDG, August 29, 2022) |
6(76)2/22/7 = [2417](027417)0 |
(67*10{5}76)/(99*4*7) |
PDG | Aug 15 2022 | PRP |
View |
6(76)8/22/7 = [2417](027417)2 |
(67*10{17}76)/(99*4*7) |
PDG | Aug 15 2022 | PRP |
View |
6(76)134/22/7 = [2417](027417)44 |
(67*10{269}76)/(99*4*7) |
PDG | Aug 15 2022 | PRP |
View |
6(76)17123/22/7 = [2417](027417)5707 |
(67*103424776)/(99*4*7) |
PDG | Aug 29 2022 | PRP |
View |
¬ |
 n ⩾ 52915 (PDG, August 29, 2022) |
7(67)84/7 = [1](096681)28 |
(76*1016967)/(99*7) |
PDG | Aug 15 2022 | PRP |
View |
7(67)1035/7 = [1](096681)345 |
(76*10207167)/(99*7) |
PDG | Aug 15 2022 | PRP |
View |
7(67)8670/7 = [1](096681)2890 |
(76*101734167)/(99*7) |
PDG | Aug 15 2022 | PRP |
View |
¬ |
 n ⩾ 60029 (PDG, August 16, 2022) |
8(78)2/2/7 = [6277](056277)0 |
(87*10{5}78)/(99*2*7) |
PDG | Aug 15 2022 | PRP |
View |
The reference table for Near Smoothly Undulating Primes Cases with 6-digit undulators derived from both sets of SUPP's and SUP's | Mark 13 |
This collection is complete for probable primes up to see headings digits. | PDG = Patrick De Geest |
NSUP | Formula Accolades = prime exp | Who | When | Status | Prime Certificat |
¬ |
 n ⩾ 20175 (PDG, August 25, 2022) |
4(94)1/2/13 = [19](036519)0 |
(49*10{3}94)/(99*2*13) |
PDG | Aug 24 2022 | PRP |
View |
4(94)4/2/13 = [19](036519)1 |
(49*10994)/(99*2*13) |
PDG | Aug 24 2022 | PRP |
View |
4(94)76/2/13 = [19](036519)25 |
(49*1015394)/(99*2*13) |
PDG | Aug 24 2022 | PRP |
View |
¬ |
 n ⩾ 20427 (PDG, August 25, 2022) |
5(85)1/3/5/13 = [3](004403)0 |
(58*10{3}58)/(99*3*5*13) |
PDG | Aug 24 2022 | PRP |
View |
5(85)4/3/5/13 = [3](004403)1 |
(58*10958)/(99*3*5*13) |
PDG | Aug 24 2022 | PRP |
View |
5(85)7/3/5/13 = [3](004403)2 |
(58*101558)/(99*3*5*13) |
PDG | Aug 24 2022 | PRP |
View |
5(85)358/3/5/13 = [3](004403)119 |
(58*1071758)/(99*3*5*13) |
PDG | Aug 24 2022 | PRP |
View |
5(85)1204/3/5/13 = [3](004403)401 |
(58*10240958)/(99*3*5*13) |
PDG | Aug 24 2022 | PRP |
View |
¬ |
 n ⩾ 20259 (PDG, August 25, 2022) |
6(76)1/22/13 = [13](014763)0 |
(67*10{3}76)/(99*4*13) |
PDG | Aug 24 2022 | PRP |
View |
6(76)4/22/13 = [13](014763)1 |
(67*10976)/(99*4*13) |
PDG | Aug 24 2022 | PRP |
View |
6(76)10/22/13 = [13](014763)3 |
(67*102176)/(99*4*13) |
PDG | Aug 24 2022 | PRP |
View |
6(76)178/22/13 = [13](014763)59 |
(67*1035776)/(99*4*13) |
PDG | Aug 24 2022 | PRP |
View |
6(76)580/22/13 = [13](014763)193 |
(67*10116176)/(99*4*13) |
PDG | Aug 24 2022 | PRP |
View |
6(76)2851/22/13 = [13](014763)950 |
(67*10570376)/(99*4*13) |
PDG | Aug 24 2022 | PRP |
View |
¬ |
 n ⩾ 20109 (PDG, August 25, 2022) |
7(67)1/13 = [59](052059)0 |
(76*10{3}67)/(99*13) |
PDG | Aug 24 2022 | PRP |
View |
7(67)13/13 = [59](052059)4 |
(76*102767)/(99*13) |
PDG | Aug 24 2022 | PRP |
View |
7(67)34/13 = [59](052059)11 |
(76*106967)/(99*13) |
PDG | Aug 24 2022 | PRP |
View |
7(67)604/13 = [59](052059)201 |
(76*10120967)/(99*13) |
PDG | Aug 24 2022 | PRP |
View |
7(67)718/13 = [59](052059)239 |
(76*10143767)/(99*13) |
PDG | Aug 24 2022 | PRP |
View |
7(67)874/13 = [59](052059)291 |
(76*10174967)/(99*13) |
PDG | Aug 24 2022 | PRP |
View |
¬ |
 n ⩾ 40035 (PDG, August 25, 2022) |
8(58)1/2/3/13 = [11](007511)0 |
(85*10{3}58)/(99*2*3*13) |
PDG | Aug 24 2022 | PRP |
View |
8(58)10/2/3/13 = [11](007511)3 |
(85*102158)/(99*2*3*13) |
PDG | Aug 24 2022 | PRP |
View |
8(58)13/2/3/13 = [11](007511)4 |
(85*102758)/(99*2*3*13) |
PDG | Aug 24 2022 | PRP |
View |
8(58)12703/2/3/13 = [11](007511)4234 |
(85*102540758)/(99*2*3*13) |
PDG | Aug 25 2022 | PRP |
View |