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 Smoothly Undulating PalindromicPrimes - Sorted By Length | |||
 1 2 3 4 5 6 Undulating Palindromic Primes
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Smoothly Undulating Palprimes - Sorted By Length
SUPP ( A077799 ) | Formula exp = # of digits |
|---|---|
| Length 3 |   Total = 15 |
| 1(01)1 | (10*103–01)/99 |
| 1(31)1 | (13*103–31)/99 |
| 1(51)1 | (15*103–51)/99 |
| 1(81)1 | (18*103–81)/99 |
| 1(91)1 | (19*103–91)/99 |
| 3(13)1 | (31*103–13)/99 |
| 3(53)1 | (35*103–53)/99 |
| 3(73)1 | (37*103–73)/99 |
| 3(83)1 | (38*103–83)/99 |
| 7(27)1 | (72*103–27)/99 |
| 7(57)1 | (75*103–57)/99 |
| 7(87)1 | (78*103–87)/99 |
| 7(97)1 | (79*103–97)/99 |
| 9(19)1 | (91*103–19)/99 |
| 9(29)1 | (92*103–29)/99 |
| Length 5 | Total = 8 |
| 1(81)2 | (18*105–81)/99 |
| 3(23)2 | (32*105–23)/99 |
| 3(53)2 | (35*105–53)/99 |
| 7(27)2 | (72*105–27)/99 |
| 7(47)2 | (74*105–47)/99 |
| 7(87)2 | (78*105–87)/99 |
| 9(49)2 | (94*105–49)/99 |
| 9(59)2 | (95*105–59)/99 |
| Length 7 | Total = 2 |
| 1(21)3 | (12*107–21)/99 |
| 1(61)3 | (16*107–61)/99 |
| Length 9 | Total = 7 |
| 3(23)4 | (32*109–23)/99 |
| 3(83)4 | (38*109–83)/99 |
| 7(27)4 | (72*109–27)/99 |
| 9(19)4 | (91*109–19)/99 |
| 9(29)4 | (92*109–29)/99 |
| 9(79)4 | (97*109–79)/99 |
| 9(89)4 | (98*109–89)/99 |
| Length 11 | Total = 4 |
| 1(21)5 | (12*1011–21)/99 |
| 1(41)5 | (14*1011–41)/99 |
| 3(23)5 | (32*1011–23)/99 |
| 9(19)5 | (91*1011–19)/99 |
| Length 15 | Total = 3 |
| 1(51)7 | (15*1015–51)/99 |
| 3(83)7 | (38*1015–83)/99 |
| 7(37)7 | (73*1015–37)/99 |
| Length 17 | Total = 7 |
| 3(83)8 | (38*1017–83)/99 |
| 7(27)8 | (72*1017–27)/99 |
| 7(47)8 | (74*1017–47)/99 |
| 7(57)8 | (75*1017–57)/99 |
| 9(19)8 | (91*1017–19)/99 |
| 9(49)8 | (94*1017–49)/99 |
| 9(59)8 | (95*1017–59)/99 |
| Length 21 | Total = 3 |
| 3(73)10 | (37*1021–73)/99 |
| 3(83)10 | (38*1021–83)/99 |
| 7(87)10 | (78*1021–87)/99 |
| Length 23 | Total = 2 |
| 3(53)11 | (35*1023–53)/99 |
| 9(19)11 | (91*1023–19)/99 |
| Length 25 | Total = 1 |
| 1(31)12 | (13*1025–31)/99 |
| Length 27 | Total = 3 |
| 3(73)13 | (37*1027–73)/99 |
| 7(87)13 | (78*1027–87)/99 |
| 9(79)13 | (97*1027–79)/99 |
| Length 31 | Total = 1 |
| 1(71)15 | (17*1031–71)/99 |
| Length 33 | Total = 1 |
| 1(91)16 | (19*1033–91)/99 |
| Length 37 | Total = 1 |
| 1(71)18 | (17*1037–71)/99 |
| Length 39 | Total = 1 |
| 7(37)19 | (73*1039–37)/99 |
| Length 43 | Total = 1 |
| 1(21)21 | (12*1043–21)/99 |
| Length 45 | Total = 1 |
| 9(79)22 | (97*1045–79)/99 |
| Length 51 | Total = 1 |
| 3(13)25 | (31*1051–13)/99 |
| Length 55 | Total = 1 |
| 1(61)27 | (16*1055–61)/99 |
| Length 57 | Total = 1 |
| 3(83)28 | (38*1057–83)/99 |
| Length 63 | Total = 1 |
| 1(51)31 | (15*1063–51)/99 |
| Length 65 | Total = 1 |
| 9(49)32 | (94*1065–49)/99 |
| Length 71 | Total = 1 |
| 7(27)35 | (72*1071–27)/99 |
| Length 77 | Total = 2 |
| 1(81)38 | (18*1077–81)/99 |
| 7(57)38 | (75*1077–57)/99 |
| Length 81 | Total = 1 |
| 3(73)40 | (37*1081–73)/99 |
| Length 83 | Total = 1 |
| 3(13)41 | (31*1083–13)/99 |
| Length 89 | Total = 1 |
| 1(51)44 | (15*1089–51)/99 |
| Length 95 | Total = 1 |
| 7(87)47 | (78*1095–87)/99 |
| Length 99 | Total = 1 |
| 7(27)49 | (72*1099–27)/99 |
| Length 109 | Total = 1 |
| 1(61)54 | (16*10109–61)/99 |
| Length 133 | Total = 1 |
| 1(91)66 | (19*10133–91)/99 |
| Length 139 | Total = 1 |
| 1(21)69 | (12*10139–21)/99 |
| Length 143 | Total = 2 |
| 7(57)71 | (75*10143–57)/99 |
| 9(49)71 | (94*10143–49)/99 |
| Length 145 | Total = 1 |
| 1(61)72 | (16*10145–61)/99 |
| Length 149 | Total = 1 |
| 7(57)74 | (75*10149–57)/99 |
| Length 161 | Total = 1 |
| 9(89)80 | (98*10161–89)/99 |
| Length 163 | Total = 1 |
| 1(81)81 | (18*10163–81)/99 |
| Length 195 | Total = 1 |
| 9(29)97 | (92*10195–29)/99 |
| Length 209 | Total = 1 |
| 9(59)104 | (95*10209–59)/99 |
| Length 219 | Total = 1 |
| 9(89)109 | (98*10219–89)/99 |
| Length 225 | Total = 1 |
| 3(13)112 | (31*10225–13)/99 |
| Length 229 | Total = 1 |
| 1(61)114 | (16*10229–61)/99 |
| Length 237 | Total = 1 |
| 9(79)118 | (97*10237–79)/99 |
| Length 243 | Total = 1 |
| 7(27)121 | (72*10243–27)/99 |
| Length 245 | Total = 1 |
| 1(51)122 | (15*10245–51)/99 |
| Length 277 | Total = 1 |
| 1(41)138 | (14*10277–41)/99 |
| Length 315 | Total = 1 |
| 3(73)157 | (37*10315–73)/99 |
| Length 357 | Total = 1 |
| 7(97)178 | (79*10357–97)/99 |
| Length 479 | Total = 1 |
| 1(41)239 | (14*10479–41)/99 |
| Length 513 | Total = 1 |
| 7(57)256 | (75*10513–57)/99 |
| Length 515 | Total = 1 |
| 9(29)257 | (92*10515–29)/99 |
| Length 537 | Total = 1 |
| 7(97)268 | (79*10537–97)/99 |
| Length 551 | Total = 1 |
| 9(49)275 | (94*10551–49)/99 |
| Length 561 | Total = 1 |
| 3(13)280 | (31*10561–13)/99 |
| Length 567 | Total = 1 |
| 7(37)283 | (73*10567–37)/99 |
| Length 583 | Total = 2 [ Largest duo ] |
| 1(41)291 | (14*10583–41)/99 |
| 1(51)291 | (15*10583–51)/99 |
| Length 627 | Total = 1 |
| 1(21)313 | (12*10627–21)/99 |
| Length 849 | Total = 1 |
| 3(73)424 | (37*10849–73)/99 |
| Length 857 | Total = 1 |
| 9(29)428 | (92*10857–29)/99 |
| Length 961 | Total = 1 |
| 1(61)480 | (16*10961–61)/99 |
| Length 1079 | Total = 1 |
| 7(57)539 | (75*101079–57)/99 |
| Length 1295 | Total = 1 |
| 9(59)647 | (95*101295–59)/99 |
| Length 1399 | Total = 1 |
| 1(21)699 | (12*101399–21)/99 |
| Length 1415 | Total = 1 |
| 7(57)707 | (75*101415–57)/99 |
| Length 1479 | Total = 1 |
| 1(81)739 | (18*101479–81)/99 |
| Length 1597 | Total = 1 |
| 1(21)798 | (12*101597–21)/99 |
| Length 1631 | Total = 1 |
| 1(41)815 | (14*101631–41)/99 |
| Length 1677 | Total = 1 |
| 7(97)838 | (79*101677–97)/99 |
| Length 1791 | Total = 1 |
| 1(51)895 | (15*101791–51)/99 |
| Length 1893 | Total = 1 |
| 3(73)946 | (37*101893–73)/99 |
| Length 1969 | Total = 1 |
| 1(91)984 | (19*101969–91)/99 |
| Length 1979 | Total = 1 |
| 1(21)989 | (12*101979–21)/99 |
| Length 2069 | Total = 1 |
| 7(47)1034 | (74*102069–47)/99 |
| Length 2075 | Total = 1 |
| 7(87)1037 | (78*102075–87)/99 |
| Length 2123 | Total = 1 |
| 1(51)1061 | (15*102123–51)/99 |
| Length 2165 | Total = 1 |
| 7(87)1082 | (78*102165–87)/99 |
| Length 2177 | Total = 1 |
| 3(53)1088 | (35*102177–53)/99 |
| Length 2335 | Total = 1 |
| 1(91)1167 | (19*102335–91)/99 |
| Length 2529 | Total = 1 |
| 7(37)1264 | (73*102529–37)/99 |
| Length 2883 | Total = 1 |
| 3(73)1441 | (37*102883–73)/99 |
| Length 3015 | Total = 1 |
| 3(23)1507 | (32*103015–23)/99 |
| Length 3047 | Total = 1 |
| 7(87)1523 | (78*103047–87)/99 |
| Length 3057 | Total = 1 |
| 7(97)1528 | (79*103057–97)/99 |
| Length 3147 | Total = 1 |
| 3(53)1573 | (35*103147–53)/99 |
| Length 3407 | Total = 1 |
| 3(23)1703 | (32*103407–23)/99 |
| Length 3503 | Total = 1 |
| 7(87)1751 | (78*103503–87)/99 |
| Length 3657 | Total = 1 |
| 1(81)1828 | (18*103657–81)/99 |
| Length 4157 | Total = 1 |
| 3(53)2078 | (35*104157–53)/99 |
| Length 4233 | Total = 1 |
| 3(83)2116 | (38*104233–83)/99 |
| Length 4335 | Total = 1 |
| 3(83)2167 | (38*104335–83)/99 |
| Length 4573 | Total = 1 |
| 1(81)2286 | (18*104573–81)/99 |
| Length 4859 | Total = 1 |
| 9(89)2429 | (98*104859–89)/99 |
| Length 4885 | Total = 1 |
| 1(71)2442 | (17*104885–71)/99 |
| Length 6249 | Total = 1 |
| 7(57)3124 | (75*106249–57)/99 |
| Length 6343 | Total = 1 |
| 1(41)3171 | (14*106343–41)/99 |
From here on not all SUPP's are prime proven! | |
| Length 6815 | Total = 1 |
| 7(47)3407 | (74*106815–47)/99 |
| Length 6959 | Total = 1 |
| 3(23)3479 | (32*106959–23)/99 |
| Length 7233 | Total = 1 |
| 1(51)3616 | (15*107233–51)/99 |
| Length 7595 | Total = 1 |
| 7(27)3797 | (72*107595–27)/99 |
| Length 7809 | Total = 1 |
| 1(21)3904 | (12*107809–21)/99 |
| Length 8315 | Total = 1 |
| 1(81)4157 | (18*108315–81)/99 |
| Length 9273 | Total = 1 |
| 7(27)4636 | (72*109273–27)/99 |
| Length 9591 | Total = 1 |
| 3(73)4795 | (37*109591–73)/99 |
| Length 9599 | Total = 1 |
| 3(23)4799 | (32*109599–23)/99 |
| Length 10419 | Total = 1 |
| 3(13)5209 | (31*1010419–13)/99 |
| Length 11393 | Total = 1 |
| 9(29)5696 | (92*1011393–29)/99 |
| Length 11399 | Total = 1 |
| 3(23)5699 | (32*1011399–23)/99 |
| Length 13221 | Total = 1 |
| 3(83)6610 | (38*1013221–83)/99 |
| Length 13265 | Total = 1 |
| 7(57)6632 | (75*1013265–57)/99 |
| Length 14059 | Total = 1 |
| 1(21)7029 | (12*1014059–21)/99 |
| Length 14337 | Total = 1 |
| 7(37)7168 | (73*1014337–37)/99 |
| Length 14579 | Total = 1 |
| 7(57)7289 | (75*1014579–57)/99 |
| Length 14689 | Total = 1 |
| 1(41)7344 | (14*1014689–41)/99 |
| Length 14691 | Total = 1 |
| 3(73)7345 | (37*1014691–73)/99 |
| Length 15293 | Total = 1 |
| 7(57)7646 | (75*1015293–57)/99 |
| Length 16593 | Total = 1 |
| 3(23)8296 | (32*1016593–23)/99 |
| Length 16791 | Total = 1 |
| 7(87)8395 | (78*1016791–87)/99 |
| Length 18255 | Total = 1 |
| 3(13)9127 | (31*1018255–13)/99 |
| Length 20417 | Total = 1 |
| 7(47)10208 | (74*1020417–47)/99 |
| Length 21989 | Total = 1 |
| 9(89)10994 | (98*1021989–89)/99 |
| Length 22713 | Total = 1 |
| 3(53)11356 | (35*1022713–53)/99 |
| Length 24787 | Total = 1 |
| 1(51)12393 | (15*1024787–51)/99 |
| Length 25229 | Total = 1 |
| 9(19)12614 | (91*1025229–19)/99 |
| Length 25745 | Total = 1 |
| 7(47)12872 | (74*1025745–47)/99 |
| Length 25883 | Total = 1 |
| 3(23)12941 | (32*1025883–23)/99 |
| Length 26447 | Total = 1 |
| 3(83)13223 | (38*1026447–83)/99 |
| Length 28385 | Total = 1 |
| 3(53)14192 | (35*1028385–53)/99 |
| Length 29897 | Total = 1 |
| 3(83)14948 | (38*1029897–83)/99 |
| Length 30259 | Total = 1 |
| 1(81)15129 | (18*1030259–81)/99 |
| Length 31063 | Total = 1 |
| 1(81)15531 | (18*1031063–81)/99 |
| Length 31855 | Total = 1 |
| 1(81)15927 | (18*1031855–81)/99 |
| Length 34883 | Total = 1 |
| 7(87)17441 | (78*1034883–87)/99 |
| Length 36915 | Total = 1 |
| 1(81)18457 | (18*1036915–81)/99 |
| Length 41657 | Total = 1 |
| 7(57)20828 | (75*1041657–57)/99 |
| Length 43869 | Total = 1 |
| 3(13)21934 | (31*1043869–13)/99 |
| Length 44653 | Total = 1 |
| 1(51)22326 | (15*1044653–51)/99 |
| Length 46499 | Total = 1 |
| 1(21)23249 | (12*1046499–21)/99 |
| Length 51663 | Total = 1 |
| 7(97)25831 | (79*1051663–97)/99 |
| Length 52931 | Total = 1 |
| 9(89)26465 | (98*1052931–89)/99 |
| Length 53847 | Total = 1 |
| 7(27)26923 | (72*1053847–27)/99 |
| Length 66447 | Total = 1 |
| 7(97)33223 | (79*1066447–97)/99 |
| Length 66657 | Total = 1 |
| 1(81)33328 | (18*1066657–81)/99 |
| Length 72941 | Total = 1 |
| 7(57)36470 | (75*1072941–57)/99 |
| Length 88595 | Total = 1 |
| 9(89)44297 | (98*1088595–89)/99 |
| Length 91997 | Total = 1 |
| 3(83)45998 | (38*1091997–83)/99 |
| Length 92981 | Total = 1 |
| 9(49)46490 | (94*1092981–49)/99 |
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( © All rights reserved ) - Last modified : January 22, 2023.
Patrick De Geest - Belgium
- Short Bio - Some PicturesE-mail address : pdg@worldofnumbers.com