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 Near Smoothly UndulatingPrimes (NSUP's) (with 22-digit undulators) | |||
 1 2 3 4 5 6 Near Smoothly Undulating Primes NSUP's (with 6-digit undulators) Undulating Palindromic Primes Palindromic Wing Primes Plateau & Depression Palindromic Primes Palindromic Merlon Primes Home Primes Circular Primes SUPP-sorted
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“NSUP” Prime Project Tables
Case [k](d1d2d3...d20d21d22)u = [prefix](22-digit undulator).
Attentive readers of the factor lists will have noticed with me that some SUP(P) primefactors are themselves near smoothly undulating. 'Near' because of an initial prefix and the repeating undulators.
Here we divide the SUP(P) with some or all of its prime factors upto 11. The candidates for 'Mark 11' can be found in the following concise table.
Attentive readers of the factor lists will have noticed with me that some SUP(P) primefactors are themselves near smoothly undulating. 'Near' because of an initial prefix and the repeating undulators.
Here we divide the SUP(P) with some or all of its prime factors upto 11. The candidates for 'Mark 11' can be found in the following concise table.
| [k](d1d2d3...d20d21d22)n = NSUP's (Near Smoothly Undulating Primes) | Mark 11 | |
1(21)w / 11  (12*10n–21)/(99*11) = [11](0192837465564738291011)u | Step 22w + 3 | Link |
| 1(31)w / 11 (13*10n–31)/(99*11) = [119375573921](0284664830119375573921)u | Step 22w + 13 | Link |
| 1(41)w / 11 (14*10n–41)/(99*11) = [12855831](0376492194674012855831)u | Step 22w + 9 | Link |
| 1(51)w / 11 (15*10n–51)/(99*11) = [137741](0468319559228650137741)u | Step 22w + 7 | Link |
| 1(61)w / 11 (16*10n–61)/(99*11) = [146923783287419651](0560146923783287419651)u | Step 22w + 19 | Link |
| 1(71)w / 11 (17*10n–71)/(99*11) = [1561](0651974288337924701561)u | Step 22w + 5 | Link |
| 1(81)w / 11 (18*10n–81)/(99*11) = [1652892561983471](0743801652892561983471)u | Step 22w + 17 | Link |
| 1(91)w / 11 (19*10n–91)/(99*11) = [17447199265381](0835629017447199265381)u | Step 22w + 15 | Link |
| 2(12)w / 22 / 11 (21*10n–12)/(99*4*11) = [48209366391184573](0027548209366391184573)u | Step 22w + 19 | Link |
| 2(32)w / 25 / 11 (23*10n–32)/(99*32*11) = [66](0009182736455463728191)u | Step 22w + 5 | Link |
| 2(52)w / 22 / 11 (25*10n–52)/(99*4*11) = [573921028466483](0119375573921028466483)u | Step 22w + 17 | Link |
| 2(72)w / 23 / 11 (27*10n–72)/(99*8*11) = [3099173553719](0082644628099173553719)u | Step 22w + 15 | Link |
| 2(92)w / 22 / 11 (29*10n–92)/(99*4*11) = [665748393](0211202938475665748393)u | Step 22w + 11 | Link |
| 3(13)w / 11 (31*10n–13)/(99*11) = [28466483](0119375573921028466483)u | Step 22w + 9 | Link |
| 3(23)w / 11 (32*10n–23)/(99*11) = [2938475665748393](0211202938475665748393)u | Step 22w + 17 | Link |
| 3(43)w / 11 (34*10n–43)/(99*11) = [312213](0394857667584940312213)u | Step 22w + 7 | Link |
| 3(53)w / 11 (35*10n–53)/(99*11) = [32139577594123](0486685032139577594123)u | Step 22w + 15 | Link |
3(73)w / 11 (37*10n–73)/(99*11) = [339761248852157943](0670339761248852157943)u  AC | Step 22w + 19 | Link |
| 3(83)w / 11 (38*10n–83)/(99*11) = [3489439853](0762167125803489439853)u | Step 22w + 11 | Link |
| 4(14)w / 2 / 11 (41*10n–14)/(99*2*11) = [188246097337](0064279155188246097337)u | Step 22w + 13 | Link |
| 4(34)w / 2 / 11 (43*10n–34)/(99*2*11) = [19742883379247](0156106519742883379247)u | Step 22w + 15 | Link |
| 4(54)w / 2 / 11 (45*10n–54)/(99*2*11) = [20661157](0247933884297520661157)u | Step 22w + 9 | Link |
| 4(74)w / 2 / 11 (47*10n–74)/(99*2*11) = [2157943067](0339761248852157943067)u | Step 22w + 11 | Link |
| 4(94)w / 2 / 11 (49*10n–94)/(99*2*11) = [224977](0431588613406795224977)u | Step 22w + 7 | Link |
| 5(15)w / 5 / 11 (51*10n–15)/(99*5*11) = [9366391184573](0027548209366391184573)u | Step 22w + 15 | Link |
| 5(25)w / 52 / 11 (52*10n–25)/(99*25*11) = [191](0009182736455463728191)u | Step 22w + 5 | Link |
| 5(35)w / 5 / 11 (53*10n–35)/(99*5*11) = [97337](0064279155188246097337)u | Step 22w + 7 | Link |
| 5(45)w / 5 / 11 (54*10n–45)/(99*5*11) = [99173553719](0082644628099173553719)u | Step 22w + 13 | Link |
| 5(65)w / 5 / 11 (56*10n–65)/(99*5*11) = [1028466483](0119375573921028466483)u | Step 22w + 11 | Link |
| 5(75)w / 52 / 11 (57*10n–75)/(99*25*11) = [209366391184573](0027548209366391184573)u | Step 22w + 17 | Link |
| 5(85)w / 5 / 11 (58*10n–85)/(99*5*11) = [106519742883379247](0156106519742883379247)u | Step 22w + 19 | Link |
| 5(95)w / 5 / 11 (59*10n–95)/(99*5*11) = [10835629](0174471992653810835629)u | Step 22w + 9 | Link |
| 6(16)w / 24 / 11 (61*10n–16)/(99*16*11) = [35009182736455463728191](0009182736455463728191)u | Step 22w + 25 | Link |
| 6(56)w / 23 / 11 (65*10n–56)/(99*8*11) = [746097337](0064279155188246097337)u | Step 22w + 11 | Link |
| 6(76)w / 22 / 11 (67*10n–76)/(99*4*11) = [15380835629](0174471992653810835629)u AC | Step 22w + 13 | Link |
| 7(17)w / 11 (71*10n–17)/(99*11) = [6519742883379247](0156106519742883379247)u | Step 22w + 17 | Link |
| 7(27)w / 11 (72*10n–27)/(99*11) = [661157](0247933884297520661157)u | Step 22w + 7 | Link |
| 7(37)w / 11 (73*10n–37)/(99*11) = [67](0339761248852157943067)u AC | Step 22w + 3 | Link |
| 7(47)w / 11 (74*10n–47)/(99*11) = [6795224977](0431589613406795224977)u | Step 22w + 11 | Link |
| 7(57)w / 11 (75*10n–57)/(99*11) = [6887](0523415977961432506887)u | Step 22w + 5 | Link |
| 7(67)w / 11 (76*10n–67)/(99*11) = [69788797](0615243342516069788797)u AC | Step 22w + 9 | Link |
| 7(87)w / 11 (78*10n–87)/(99*11) = [71625344352617](0798898071625344352617)u | Step 22w + 15 | Link |
| 7(97)w / 11 (79*10n–97)/(99*11) = [725436179981634527](0890725436179981634527)u | Step 22w + 19 | Link |
| 8(18)w / 2 / 11 (81*10n–18)/(99*2*11) = [3719](0082644628099173553719)u | Step 22w + 5 | Link |
| 8(38)w / 2 / 11 (83*10n–38)/(99*2*11) = [3810835629](0174471992653810835629)u | Step 22w + 11 | Link |
| 8(58)w / 2 / 11 (85*10n–58)/(99*2*11) = [39](0266299357208448117539)u | Step 22w + 3 | Link |
| 8(78)w / 2 / 11 (87*10n–78)/(99*2*11) = [399449](0358126721763085399449)u | Step 22w + 7 | Link |
| 8(98)w / 2 / 11 (89*10n–98)/(99*2*11) = [4086317722681359](0449954086317722681359)u | Step 22w + 17 | Link |
| 9(19)w / 11 (91*10n–19)/(99*11) = [835629](0174471992653810835629)u | Step 22w + 7 | Link |
| 9(29)w / 11 (92*10n–29)/(99*11) = [8448117539](0266299357208448117539)u | Step 22w + 11 | Link |
| 9(49)w / 11 (94*10n–49)/(99*11) = [86317722681359](0449954086317722681359)u | Step 22w + 15 | Link |
| 9(59)w / 11 (95*10n–59)/(99*11) = [872359963269](0541781450872359963269)u | Step 22w + 13 | Link |
| 9(79)w / 11 (97*10n–79)/(99*11) = [89](0725436179981634527089)u | Step 22w + 3 | Link |
| 9(89)w / 11 (98*10n–89)/(99*11) = [8999](0817263544536271808999)u | Step 22w + 5 | Link |
| The reference table for Near Smoothly Undulating Primes Cases with longer undulators derived from both sets of SUPP's and SUP's | Mark 11 | ||||
| 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 ⩾ 100015 (PDG, September 9, 2022) | ||||
| 1(21)1/11 = [11](0192837465564738291011)0 | (12*10{3}–21)/(99*11) | PDG | Sep 03 2022 | PRP | View |
| 1(21)?/11 = [11](0192837465564738291011)? | (12*10?–21)/(99*11) | PDG | Sep 03 2022 | PRP | View |
| ¬ | n ⩾ 30769 (PDG, September 3, 2022) | ||||
| 1(31)?/11 = [119375573921](0284664830119375573921)? | (13*10?–31)/(99*11) | PDG | Sep 03 2022 | PRP | View |
| ¬ | n ⩾ 30127 (PDG, September 3, 2022) | ||||
| 1(41)950/11 = [12855831](0376492194674012855831)86 | (14*10{1901}–41)/(99*11) | PDG | Sep 03 2022 | PRP | View |
| 1(41)?/11 = [12855831](0376492194674012855831)? | (14*10?–41)/(99*11) | PDG | Sep 03 2022 | PRP | View |
| ¬ | n ⩾ 30169 (PDG, September 3, 2022) | ||||
| 1(51)?/11 = [137741](0468319559228650137741)? | (15*10?–51)/(99*11) | PDG | Sep 03 2022 | PRP | View |
| ¬ | n ⩾ 30511 (PDG, September 3, 2022) | ||||
| 1(61)9/11 = [146923783287419651](0560146923783287419651)0 | (16*10{19}–61)/(99*11) | PDG | Sep 03 2022 | PRP | View |
| 1(61)?/11 = [146923783287419651](0560146923783287419651)? | (16*10?–61)/(99*11) | PDG | Sep 03 2022 | PRP | View |
| ¬ | n ⩾ 31069 (PDG, September 3, 2022) | ||||
| 1(71)?/11 = [1561](0651974288337924701561)? | (17*10?–71)/(99*11) | PDG | Sep 03 2022 | PRP | View |
| ¬ | n ⩾ 30751 (PDG, September 3, 2022) | ||||
| 1(81)?/11 = [1652892561983471](0743801652892561983471)? | (18*10?–81)/(99*11) | PDG | Sep 03 2022 | PRP | View |
| ¬ | n ⩾ 31717 (PDG, September 3, 2022) | ||||
| 1(91)?/11 = [17447199265381](0835629017447199265381)? | (19*10?–91)/(99*11) | PDG | Sep 03 2022 | PRP | View |
| ¬ | n ⩾ 32645 (PDG, September 3, 2022) | ||||
| 2(12)9/22/11 = [48209366391184573](0027548209366391184573)0 | (21*10{19}–12)/(99*4*11) | PDG | Sep 03 2022 | PRP | View |
| 2(12)9656/22/11 = [48209366391184573](0027548209366391184573)877 | (21*1019313–12)/(99*4*11) | PDG | Sep 03 2022 | PRP | View |
| 2(12)?/22/11 = [48209366391184573](0027548209366391184573)? | (21*10?–12)/(99*4*11) | PDG | Sep 03 2022 | PRP | View |
| ¬ | n ⩾ 31003 (PDG, September 3, 2022) | ||||
| 2(32)13/25/11 = [66](0009182736455463728191)1 | (23*1027–32)/(99*32*11) | PDG | Sep 03 2022 | PRP | View |
| 2(32)?/25/11 = [66](0009182736455463728191)? | (23*10?–32)/(99*32*11) | PDG | Sep 03 2022 | PRP | View |
| ¬ | n ⩾ 30289 (PDG, September 3, 2022) | ||||
| 2(52)?/22/11 = [573921028466483](0119375573921028466483)? | (25*10?–52)/(99*4*11) | PDG | Sep 03 2022 | PRP | View |
| ¬ | n ⩾ 41793 (PDG, September 3, 2022) | ||||
| 2(72)?/23/11 = [3099173553719](0082644628099173553719)? | (27*10?–72)/(99*8*11) | PDG | Sep 03 2022 | PRP | View |
| ¬ | n ⩾ 84645 (PDG, September 3, 2022) | ||||
| 2(92)27/22/11 = [665748393](0211202938475665748393)2 | (29*1055–92)/(99*4*11) | PDG | Sep 03 2022 | PRP | View |
| 2(92)?/22/11 = [665748393](0211202938475665748393)? | (29*10?–92)/(99*4*11) | PDG | Sep 03 2022 | PRP | View |
| ¬ | n ⩾ 71135 (PDG, September 4, 2022) | ||||
| 3(13)?/11 = [28466483](0119375573921028466483)? | (31*10?–13)/(99*11) | PDG | Sep 03 2022 | PRP | View |
| ¬ | n ⩾ 30905 (PDG, September 4, 2022) | ||||
| 3(23)5827/11 = [2938475665748393](0211202938475665748393)529 | (32*1011655–23)/(99*11) | PDG | Sep 04 2022 | PRP | View |
| 3(23)?/11 = [2938475665748393](0211202938475665748393)? | (32*10?–23)/(99*11) | PDG | Sep 03 2022 | PRP | View |
| ¬ | n ⩾ 34217 (PDG, September 4, 2022) | ||||
| 3(43)?/11 = [312213](0394857667584940312213)? | (34*10?–43)/(99*11) | PDG | Sep 04 2022 | PRP | View |
| ¬ | n ⩾ 50813 (PDG, September 4, 2022) | ||||
| 3(53)73/11 = [32139577594123](0486685032139577594123)6 | (35*10147–53)/(99*11) | PDG | Sep 04 2022 | PRP | View |
| 3(53)128/11 = [32139577594123](0486685032139577594123)11 | (35*10{257}–53)/(99*11) | PDG | Sep 04 2022 | PRP | View |
| 3(53)?/11 = [32139577594123](0486685032139577594123)? | (35*10?–53)/(99*11) | PDG | Sep 04 2022 | PRP | View |
| ¬ | n ⩾ 1000001 (PDG, September 4, 2022) | ||||
| 3(73)?/11 = [339761248852157943](0670339761248852157943)? AC |
(37*10?–73)/(99*11) | PDG | Sep 04 2022 | PRP | View |
| ¬ | n ⩾ 46739 (PDG, September 4, 2022) | ||||
| 3(83)6473/11 = [3489439853](0762167125803489439853)588 | (38*1012947–83)/(99*11) | PDG | Sep 04 2022 | PRP | View |
| 3(83)?/11 = [3489439853](0762167125803489439853)? | (38*10?–83)/(99*11) | PDG | Sep 04 2022 | PRP | View |
| ¬ | n ⩾ 32111 (PDG, September 4, 2022) | ||||
| 4(14)171/2/11 = [188246097337](0064279155188246097337)15 | (41*10343–14)/(99*2*11) | PDG | Sep 04 2022 | PRP | View |
| 4(14)?/2/11 = [188246097337](0064279155188246097337)? | (41*10?–14)/(99*2*11) | PDG | Sep 04 2022 | PRP | View |
| ¬ | n ⩾ 41749 (PDG, September 4, 2022) | ||||
| 4(34)?/2/11 = [19742883379247](0156106519742883379247)? | (43*10?–34)/(99*2*11) | PDG | Sep 04 2022 | PRP | View |
| ¬ | n ⩾ 44009 (PDG, September 4, 2022) | ||||
| 4(54)147/2/11 = [20661157](0247933884297520661157)13 | (45*10295–54)/(99*2*11) | PDG | Sep 04 2022 | PRP | View |
| 4(54)2281/2/11 = [20661157](0247933884297520661157)207 | (45*104563–54)/(99*2*11) | PDG | Sep 04 2022 | PRP | View |
| 4(54)?/2/11 = [20661157](0247933884297520661157)? | (45*10?–54)/(99*2*11) | PDG | Sep 04 2022 | PRP | View |
| ¬ | n ⩾ 33055 (PDG, September 4, 2022) | ||||
| 4(74)7386/2/11 = [2157943067](0339761248852157943067)671 | (47*1014773–74)/(99*2*11) | PDG | Sep 04 2022 | PRP | View |
| 4(74)?/2/11 = [2157943067](0339761248852157943067)? | (47*10?–74)/(99*2*11) | PDG | Sep 04 2022 | PRP | View |
| ¬ | n ⩾ 56833 (PDG, September 4, 2022) | ||||
| 4(94)3/2/11 = [224977](0431588613406795224977)0 | (49*10{7}–94)/(99*2*11) | PDG | Sep 04 2022 | PRP | View |
| 4(94)?/2/11 = [224977](0431588613406795224977)? | (49*10?–94)/(99*2*11) | PDG | Sep 04 2022 | PRP | View |
| ¬ | n ⩾ 51451 (PDG, September 4, 2022) | ||||
| 5(15)7/5/11 = [9366391184573](0027548209366391184573)0 | (51*1015–15)/(99*5*11) | PDG | Sep 04 2022 | PRP | View |
| 5(15)?/5/11 = [9366391184573](0027548209366391184573)? | (51*10?–15)/(99*5*11) | PDG | Sep 04 2022 | PRP | View |
| ¬ | n ⩾ 70603 (PDG, September 4, 2022) | ||||
| 5(25)2/52/11 = [191](0009182736455463728191)0 | (52*10{5}–25)/(99*25*11) | PDG | Sep 04 2022 | PRP | View |
| 5(25)5007/52/11 = [191](0009182736455463728191)455 | (52*1010015–25)/(99*25*11) | PDG | Sep 04 2022 | PRP | View |
| 5(25)?/52/11 = [191](0009182736455463728191)? | (52*10?–25)/(99*25*11) | PDG | Sep 04 2022 | PRP | View |
| ¬ | n ⩾ 35559 (PDG, September 4, 2022) | ||||
| 5(35)?/5/11 = [97337](0064279155188246097337)? | (53*10?–35)/(99*5*11) | PDG | Sep 04 2022 | PRP | View |
| ¬ | n ⩾ 57411 (PDG, September 4, 2022) | ||||
| 5(45)?/5/11 = [99173553719](0082644628099173553719)? | (54*10?–45)/(99*5*11) | PDG | Sep 04 2022 | PRP | View |
| ¬ | n ⩾ 40161 (PDG, September 5, 2022) | ||||
| 5(65)16/5/11 = [1028466483](0119375573921028466483)1 | (56*1033–65)/(99*5*11) | PDG | Sep 05 2022 | PRP | View |
| 5(65)11544/5/11 = [1028466483](0119375573921028466483)1049 | (56*1023089–65)/(99*5*11) | PDG | Sep 05 2022 | PRP | View |
| 5(65)?/5/11 = [1028466483](0119375573921028466483)? | (56*10?–65)/(99*5*11) | PDG | Sep 05 2022 | PRP | View |
| ¬ | n ⩾ 56821 (PDG, September 5, 2022) | ||||
| 5(75)30/52/11 = [209366391184573](0027548209366391184573)2 | (57*10{61}–75)/(99*25*11) | PDG | Sep 05 2022 | PRP | View |
| 5(75)?/52/11 = [209366391184573](0027548209366391184573)? | (57*10?–75)/(99*25*11) | PDG | Sep 05 2022 | PRP | View |
| ¬ | n ⩾ 30599 (PDG, September 5, 2022) | ||||
| 5(85)?/5/11 = [106519742883379247](0156106519742883379247)? | (58*10?–85)/(99*5*11) | PDG | Sep 05 2022 | PRP | View |
| ¬ | n ⩾ 94015 (PDG, September 5, 2022) | ||||
| 5(95)?/5/11 = [10835629](0174471992653810835629)? | (59*10?–95)/(99*5*11) | PDG | Sep 05 2022 | PRP | View |
| ¬ | n ⩾ 72317 (PDG, September 5, 2022) | ||||
| 6(16)?/24/11 = [35009182736455463728191](0009182736455463728191)? | (61*10?–16)/(99*16*11) | PDG | Sep 05 2022 | PRP | View |
| ¬ | n ⩾ 50039 (PDG, September 5, 2022) | ||||
| 6(56)?/23/11 = [746097337](0064279155188246097337)? | (65*10?–56)/(99*8*11) | PDG | Sep 05 2022 | PRP | View |
| ¬ | n ⩾ 1000001 (PDG, September 5, 2022) | ||||
| 6(76)?/22/11 = [15380835629](0174471992653810835629)? AC |
(67*10?–76)/(99*4*11) | PDG | Sep 05 2022 | PRP | View |
| ¬ | n ⩾ 64367 (PDG, September 5, 2022) | ||||
| 7(17)734/11 = [6519742883379247](0156106519742883379247)66 | (71*101469–17)/(99*11) | PDG | Sep 05 2022 | PRP | View |
| 7(17)?/11 = [6519742883379247](0156106519742883379247)? | (71*10?–17)/(99*11) | PDG | Sep 05 2022 | PRP | View |
| ¬ | n ⩾ 87413 (PDG, September 5, 2022) | ||||
| 7(27)?/11 = [661157](0247933884297520661157)? | (72*10?–27)/(99*11) | PDG | Sep 05 2022 | PRP | View |
| ¬ | n ⩾ 1000001 (PDG, September 5, 2022) | ||||
| 7(37)1/11 = [67](0339761248852157943067)0 AC |
(73*10{3}–37)/(99*11) | PDG | Sep 05 2022 | PRP | View |
| ¬ | n ⩾ 50303 (PDG, September 5, 2022) | ||||
| 7(47)?/11 = [6795224977](0431589613406795224977)? | (74*10?–47)/(99*11) | PDG | Sep 05 2022 | PRP | View |
| ¬ | n ⩾ 95925 (PDG, September 5, 2022) | ||||
| 7(57)343/11 = [6887](0523415977961432506887)31 | (75*10687–57)/(99*11) | PDG | Sep 05 2022 | PRP | View |
| 7(57)?/11 = [6887](0523415977961432506887)? | (75*10?–57)/(99*11) | PDG | Sep 05 2022 | PRP | View |
| ¬ | n ⩾ 1000001 (PDG, September 6, 2022) | ||||
| 7(67)?/11 = [69788797](0615243342516069788797)? AC |
(76*10?–67)/(99*11) | PDG | Sep 06 2022 | PRP | View |
| ¬ | n ⩾ 52859 (PDG, September 6, 2022) | ||||
| 7(87)62/11 = [71625344352617](0798898071625344352617)5 | (78*10125–87)/(99*11) | PDG | Sep 06 2022 | PRP | View |
| 7(87)293/11 = [71625344352617](0798898071625344352617)26 | (78*10{587}–87)/(99*11) | PDG | Sep 06 2022 | PRP | View |
| 7(87)?/11 = [71625344352617](0798898071625344352617)? | (78*10?–87)/(99*11) | PDG | Sep 06 2022 | PRP | View |
| ¬ | n ⩾ 64215 (PDG, September 6, 2022) | ||||
| 7(97)?/11 = [725436179981634527](0890725436179981634527)? | (79*10?–97)/(99*11) | PDG | Sep 06 2022 | PRP | View |
| ¬ | n ⩾ 50121 (PDG, September 6, 2022) | ||||
| 8(18)2/2/11 = [3719](0082644628099173553719)0 | (81*10{5}–18)/(99*2*11) | PDG | Sep 06 2022 | PRP | View |
| 8(18)24/2/11 = [3719](0082644628099173553719)2 | (81*1049–18)/(99*2*11) | PDG | Sep 06 2022 | PRP | View |
| 8(18)?/2/11 = [3719](0082644628099173553719)? | (81*10?–18)/(99*2*11) | PDG | Sep 06 2022 | PRP | View |
| ¬ | n ⩾ 50259 (PDG, September 6, 2022) | ||||
| 8(38)24216/2/11 = [3810835629](0174471992653810835629)2201 | (83*1048433–38)/(99*2*11) | PDG | Sep 06 2022 | PRP | View |
| 8(38)?/2/11 = [3810835629](0174471992653810835629)? | (83*10?–38)/(99*2*11) | PDG | Sep 06 2022 | PRP | View |
| ¬ | n ⩾ 50471 (PDG, September 6, 2022) | ||||
| 8(58)?/2/11 = [39](0266299357208448117539)? | (85*10?–58)/(99*2*11) | PDG | Sep 06 2022 | PRP | View |
| ¬ | n ⩾ 62245 (PDG, September 6, 2022) | ||||
| 8(78)?/2/11 = [399449](0358126721763085399449)? | (87*10?–78)/(99*2*11) | PDG | Sep 06 2022 | PRP | View |
| ¬ | n ⩾ 63751 (PDG, September 6, 2022) | ||||
| 8(98)?/2/11 = [4086317722681359](0449954086317722681359)? | (89*10?–98)/(99*2*11) | PDG | Sep 06 2022 | PRP | View |
| ¬ | n ⩾ 70011 (PDG, September 6, 2022) | ||||
| 9(19)?/11 = [835629](0174471992653810835629)? | (91*10?–19)/(99*11) | PDG | Sep 06 2022 | PRP | View |
| ¬ | n ⩾ 88715 (PDG, September 7, 2022) | ||||
| 9(29)5/11 = [8448117539](0266299357208448117539)0 | (92*10{11}–29)/(99*11) | PDG | Sep 07 2022 | PRP | View |
| 9(29)10565/11 = [8448117539](0266299357208448117539)960 | (92*1021131–29)/(99*11) | PDG | Sep 07 2022 | PRP | View |
| 9(29)?/11 = [8448117539](0266299357208448117539)? | (92*10?–29)/(99*11) | PDG | Sep 07 2022 | PRP | View |
| ¬ | n ⩾ 40385 (PDG, September 7, 2022) | ||||
| 9(49)?/11 = [86317722681359](0449954086317722681359)? | (94*10?–49)/(99*11) | PDG | Sep 07 2022 | PRP | View |
| ¬ | n ⩾ 50327 (PDG, September 7, 2022) | ||||
| 9(59)?/11 = [872359963269](0541781450872359963269)? | (95*10?–59)/(99*11) | PDG | Sep 07 2022 | PRP | View |
| ¬ | n ⩾ 50889 (PDG, September 7, 2022) | ||||
| 9(79)166/11 = [89](0725436179981634527089)15 | (97*10333–79)/(99*11) | PDG | Sep 07 2022 | PRP | View |
| 9(79)?/11 = [89](0725436179981634527089)? | (97*10?–79)/(99*11) | PDG | Sep 07 2022 | PRP | View |
| ¬ | n ⩾ 72803 (PDG, September 7, 2022) | ||||
| 9(89)?/11 = [8999](0817263544536271808999)? | (98*10?–89)/(99*11) | PDG | Sep 07 2022 | PRP | View |
Sources Revealed
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( © All rights reserved ) - Last modified : March 13, 2023.
Patrick De Geest - Belgium
- Short Bio - Some PicturesE-mail address : pdg@worldofnumbers.com