World!Of Numbers | |||
Palindromic Merlon Primes Sorted By Length | |||
1 2 3 4 5 6 Palindromic Merlon Primes |
PMP ( A0????? ) | Formula exp = # of digits |
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Length 5 | Total = 8 |
1(8)11(8)11 | 8*(1051)/9 7*104 7*102 7 |
3(2)13(2)13 | 2*(1051)/9 + 104 + 102 + 1 |
3(5)13(5)13 | 5*(1051)/9 2*104 2*102 2 |
7(2)17(2)17 | 2*(1051)/9 + 5*104 + 5*102 + 5 |
7(4)17(4)17 | 4*(1051)/9 + 3*104 + 3*102 + 3 |
7(8)17(8)17 | 8*(1051)/9 104 102 1 |
9(4)19(4)19 | 4*(1051)/9 + 5*104 + 5*102 + 5 |
9(5)19(5)19 | 5*(1051)/9 + 4*104 + 4*102 + 4 |
Length 7 | Total = 9 |
1(2)21(2)21 | 2*(1071)/9 106 103 1 |
1(5)21(5)21 | 5*(1071)/9 4*106 4*103 4 |
1(8)21(8)21 | 8*(1071)/9 7*106 7*103 7 |
3(2)23(2)23 | 2*(1071)/9 + 106 + 103 + 1 |
3(4)23(4)23 | 4*(1071)/9 106 103 1 |
3(5)23(5)23 | 5*(1071)/9 2*106 2*103 2 |
3(7)23(7)23 | 7*(1071)/9 4*106 4*103 4 |
9(7)29(7)29 | 7*(1071)/9 + 2*106 + 2*103 + 2 |
9(8)29(8)29 | 8*(1071)/9 + 106 + 103 + 1 |
Length 11 | Total = 10 |
1(2)41(2)41 | 2*(10111)/9 1010 105 1 |
1(7)41(7)41 | 7*(10111)/9 6*1010 6*105 6 |
3(4)43(4)43 | 4*(10111)/9 1010 105 1 |
3(7)43(7)43 | 7*(10111)/9 4*1010 4*105 4 |
7(2)47(2)47 | 2*(10111)/9 + 5*1010 + 5*105 + 5 |
7(8)47(8)47 | 8*(10111)/9 1010 105 1 |
9(1)49(1)49 | (10111)/9 + 8*1010 + 8*105 + 8 |
9(2)49(2)49 | 2*(10111)/9 + 7*1010 + 7*105 + 7 |
9(4)49(4)49 | 4*(10111)/9 + 5*1010 + 5*105 + 5 |
9(8)49(8)49 | 8*(10111)/9 + 1010 + 105 + 1 |
Length 13 | Total = 1 |
3(2)53(2)53 | 2*(10131)/9 + 1012 + 106 + 1 |
Length 17 | Total = 4 |
3(4)73(4)73 | 4*(10171)/9 1016 108 1 |
7(2)77(2)77 | 2*(10171)/9 + 5*1016 + 5*108 + 5 |
9(1)79(1)79 | (10171)/9 + 8*1016 + 8*108 + 8 |
9(4)79(4)79 | 4*(10171)/9 + 5*1016 + 5*108 + 5 |
Length 19 | Total = 4 |
1(5)81(5)81 | 5*(10191)/9 4*1018 4*109 4 |
3(8)83(8)83 | 8*(10191)/9 5*1018 5*109 5 |
9(2)89(2)89 | 2*(10191)/9 + 7*1018 + 7*109 + 7 |
9(8)89(8)89 | 8*(10191)/9 + 1018 + 109 + 1 |
Length 23 | Total = 1 |
3(8)103(8)103 | 8*(10231)/9 5*1022 5*1011 5 |
Length 25 | Total = 1 |
1(2)111(2)111 | 2*(10251)/9 1024 1012 1 |
Length 31 | Total = 2 |
3(8)143(8)143 | 8*(10311)/9 5*1030 5*1015 5 |
9(8)149(8)149 | 8*(10311)/9 + 1030 + 1015 + 1 |
Length 35 | Total = 1 |
3(1)163(1)163 | (10351)/9 + 2*1034 + 2*1017 + 2 |
Length 37 | Total = 1 |
3(5)173(5)173 | 5*(10371)/9 2*1036 2*1018 2 |
Length 43 | Total = 2 |
3(5)203(5)203 | 5*(10431)/9 2*1042 2*1021 2 |
9(4)209(4)209 | 4*(10431)/9 + 5*1042 + 5*1021 + 5 |
Length 47 | Total = 3 |
1(7)221(7)221 | 7*(10471)/9 6*1046 6*1023 6 |
3(4)223(4)223 | 4*(10471)/9 1046 1023 1 |
7(2)227(2)227 | 2*(10471)/9 + 5*1046 + 5*1023 + 5 |
Length 55 | Total = 3 |
3(4)263(4)263 | 4*(10551)/9 1054 1027 1 |
3(5)263(5)263 | 5*(10551)/9 2*1054 2*1027 2 |
9(2)269(2)269 | 2*(10551)/9 + 7*1054 + 7*1027 + 7 |
Length 61 | Total = 2 |
7(2)297(2)297 | 2*(10611)/9 + 5*1060 + 5*1030 + 5 |
9(1)299(1)299 | (10611)/9 + 8*1060 + 8*1030 + 8 |
Length 67 | Total = 2 |
1(5)321(5)321 | 5*(10671)/9 4*1066 4*1033 4 |
9(8)329(8)329 | 8*(10671)/9 + 1066 + 1033 + 1 |
Length 79 | Total = 1 |
9(5)389(5)389 | 5*(10791)/9 + 4*1078 + 4*1039 + 4 |
Length 83 | Total = 1 |
9(7)409(7)409 | 7*(10831)/9 + 2*1082 + 2*1041 + 2 |
Length 89 | Total = 1 |
3(1)433(1)433 | (10891)/9 + 2*1088 + 2*1044 + 2 |
Length 91 | Total = 1 |
1(4)441(4)441 | 4*(10911)/9 3*1090 3*1045 3 |
Length 95 | Total = 1 |
9(1)469(1)469 | (10951)/9 + 8*1094 + 8*1047 + 8 |
Length 97 | Total = 1 |
3(7)473(7)473 | 7*(10971)/9 4*1096 4*1048 4 |
Length 101 | Total = 1 |
7(2)497(2)497 | 2*(101011)/9 + 5*10100 + 5*1050 + 5 |
Length 113 | Total = 1 |
7(1)557(1)557 | (101131)/9 + 6*10112 + 6*1056 + 6 |
Length 115 | Total = 1 |
9(8)569(8)569 | 8*(101151)/9 + 10114 + 1057 + 1 |
Length 119 | Total = 1 |
9(1)589(1)589 | (101191)/9 + 8*10118 + 8*1059 + 8 |
Length 121 | Total = 1 |
3(7)593(7)593 | 7*(101211)/9 4*10120 4*1060 4 |
Length 131 | Total = 1 |
1(4)641(4)641 | 4*(101311)/9 3*10130 3*1065 3 |
Length 137 | Total = 1 |
3(8)673(8)673 | 8*(101371)/9 5*10136 5*1068 5 |
Length 139 | Total = 1 |
9(1)689(1)689 | (101391)/9 + 8*10138 + 8*1069 + 8 |
Length 143 | Total = 1 |
3(7)703(7)703 | 7*(101431)/9 4*10142 4*1071 4 |
Length 149 | Total = 1 |
7(2)737(2)737 | 2*(101491)/9 + 5*10148 + 5*1074 + 5 |
Length 169 | Total = 2 |
7(2)837(2)837 | 2*(101691)/9 + 5*10168 + 5*1084 + 5 |
9(1)839(1)839 | (101691)/9 + 8*10168 + 8*1084 + 8 |
Length 175 | Total = 1 |
3(1)863(1)863 | (101751)/9 + 2*10174 + 2*1087 + 2 |
Length 239 | Total = 1 |
7(2)1187(2)1187 | 2*(102391)/9 + 5*10238 + 5*10119 + 5 |
Length 245 | Total = 1 |
7(4)1217(4)1217 | 4*(102451)/9 + 3*10244 + 3*10122 + 3 |
Length 247 | Total = 1 |
3(7)1223(7)1223 | 7*(102471)/9 4*10246 4*10123 4 |
Length 257 | Total = 1 |
7(8)1277(8)1277 | 8*(102571)/9 10256 10128 1 |
Length 259 | Total = 2 [ Largest duo ] |
1(5)1281(5)1281 | 5*(102591)/9 4*10258 4*10129 4 |
3(7)1283(7)1283 | 7*(102591)/9 4*10258 4*10129 4 |
Length 293 | Total = 1 |
1(8)1451(8)1451 | 8*(102931)/9 7*10292 7*10146 7 |
Length 317 | Total = 1 |
3(5)1573(5)1573 | 5*(103171)/9 2*10316 2*10158 2 |
Length 349 | Total = 1 |
9(5)1739(5)1739 | 5*(103491)/9 + 4*10348 + 4*10174 + 4 |
Length 367 | Total = 1 |
3(4)1823(4)1823 | 4*(103671)/9 10366 10183 1 |
Length 407 | Total = 1 |
9(2)2029(2)2029 | 2*(104071)/9 + 7*10406 + 7*10203 + 7 |
Length 413 | Total = 1 |
3(4)2053(4)2053 | 4*(104131)/9 10412 10206 1 |
Length 485 | Total = 1 |
7(2)2417(2)2417 | 2*(104851)/9 + 5*10484 + 5*10242 + 5 |
Length 511 | Total = 1 |
1(8)2541(8)2541 | 8*(105111)/9 7*10510 7*10255 7 |
Length 599 | Total = 1 |
9(7)2989(7)2989 | 7*(105991)/9 + 2*10598 + 2*10299 + 2 |
Length 635 | Total = 1 |
1(7)3161(7)3161 | 7*(106351)/9 6*10634 6*10317 6 |
Length 661 | Total = 1 |
7(8)3297(8)3297 | 8*(106611)/9 10660 10330 1 |
Length 731 | Total = 1 |
3(8)3643(8)3643 | 8*(107311)/9 5*10730 5*10365 5 |
Length 767 | Total = 1 |
9(8)3829(8)3829 | 8*(107671)/9 + 10766 + 10383 + 1 |
Length 887 | Total = 1 |
1(7)4421(7)4421 | 7*(108871)/9 6*10886 6*10443 6 |
Length 955 | Total = 1 |
3(4)4763(4)4763 | 4*(109551)/9 10954 10477 1 |
Length 991 | Total = 1 |
1(5)4941(5)4941 | 5*(109911)/9 4*10990 4*10495 4 |
Length 1021 | Total = 1 |
9(4)5099(4)5099 | 4*(1010211)/9 + 5*101020 + 5*10510 + 5 |
Length 1043 | Total = 1 |
7(4)5207(4)5207 | 4*(1010431)/9 + 3*101042 + 3*10521 + 3 |
Length 1159 | Total = 1 |
3(8)5783(8)5783 | 8*(1011591)/9 5*101158 5*10579 5 |
Length 1231 | Total = 1 |
3(5)6143(5)6143 | 5*(1012311)/9 2*101230 2*10615 2 |
Length 1609 | Total = 1 |
7(8)8037(8)8037 | 8*(1016091)/9 101608 10804 1 |
Length 1669 | Total = 1 |
3(5)8333(5)8333 | 5*(1016691)/9 2*101668 2*10834 2 |
Length 1699 | Total = 1 |
3(8)8483(8)8483 | 8*(1016991)/9 5*101698 5*10849 5 |
Length 1913 | Total = 1 |
9(1)9559(1)9559 | (1019131)/9 + 8*101912 + 8*10956 + 8 |
Length 2309 | Total = 1 |
3(1)11533(1)11533 | (1023091)/9 + 2*102308 + 2*101154 + 2 |
Length 2323 | Total = 1 |
9(1)11609(1)11609 | (1023231)/9 + 8*102322 + 8*101161 + 8 |
Length 2531 | Total = 1 |
7(4)12647(4)12647 | 4*(1025311)/9 + 3*102530 + 3*101265 + 3 |
Length 2641 | Total = 1 |
3(4)13193(4)13193 | 4*(1026411)/9 102640 101320 1 |
Length 2989 | Total = 1 |
9(5)14939(5)14939 | 5*(1029891)/9 + 4*102988 + 4*101494 + 4 |
Length 3257 | Total = 1 |
1(8)16271(8)16271 | 8*(1032571)/9 7*103256 7*101628 7 |
From here on not all pmp's are prime proven! | |
Length 3563 | Total = 1 |
7(4)17807(4)17807 | 4*(1035631)/9 + 3*103562 + 3*101781 + 3 |
Length 3629 | Total = 1 |
1(8)18131(8)18131 | 8*(1036291)/9 7*103628 7*101814 7 |
Length 3683 | Total = 1 |
7(8)18407(8)18407 | 8*(1036831)/9 103682 101841 1 |
Length 3809 | Total = 1 |
3(2)19033(2)19033 | 2*(1038091)/9 + 103808 + 101904 + 1 |
Length 4139 | Total = 1 |
9(2)20689(2)20689 | 2*(1041391)/9 + 7*104138 + 7*102069 + 7 |
Length 4787 | Total = 1 |
1(2)23921(2)23921 | 2*(1047871)/9 104786 102393 1 |
Length 5909 | Total = 1 |
3(2)29533(2)29533 | 2*(1059091)/9 + 105908 + 102954 + 1 |
Length 6155 | Total = 1 |
3(8)30763(8)30763 | 8*(1061551)/9 5*106154 5*103077 5 |
Length 6725 | Total = 1 |
3(5)33613(5)33613 | 5*(1067251)/9 2*106724 2*103362 2 |
Length 6829 | Total = 1 |
3(2)34133(2)34133 | 2*(1068291)/9 + 106828 + 103414 + 1 |
Length 7265 | Total = 1 |
3(5)36313(5)36313 | 5*(1072651)/9 2*107264 2*103632 2 |
Length 7691 | Total = 1 |
3(5)38443(5)38443 | 5*(1076911)/9 2*107690 2*103845 2 |
Length 8525 | Total = 1 |
1(5)42611(5)42611 | 5*(1085251)/9 4*108524 4*104262 4 |
Length 11011 | Total = 1 |
9(1)55049(1)55049 | (10110111)/9 + 8*1011010 + 8*105505 + 8 |
Length 12191 | Total = 1 |
3(7)60943(7)60943 | 7*(10121911)/9 4*1012190 4*106095 4 |
Length 12539 | Total = 1 |
9(1)62689(1)62689 | (10125391)/9 + 8*1012538 + 8*106269 + 8 |
Length 12751 | Total = 1 |
9(2)63749(2)63749 | 2*(10127511)/9 + 7*1012750 + 7*106375 + 7 |
Length 15683 | Total = 1 |
3(8)78403(8)78403 | 8*(10156831)/9 5*1015682 5*107841 5 |
Length 17051 | Total = 1 |
3(7)85243(7)85243 | 7*(10170511)/9 4*1017050 4*108525 4 |
Length 18301 | Total = 1 |
1(4)91491(4)91491 | 4*(10183011)/9 3*1018300 3*109150 3 |
Length 18583 | Total = 1 |
9(1)92909(1)92909 | (10185831)/9 + 8*1018582 + 8*109291 + 8 |
Length 27533 | Total = 1 |
1(5)137651(5)137651 | 5*(10275331)/9 4*1027532 4*1013766 4 |
Length 28415 | Total = 1 |
3(8)142063(8)142063 | 8*(10284151)/9 5*1028414 5*1014207 5 |
Length 37631 | Total = 1 |
1(2)188141(2)188141 | 2*(10376311)/9 1037630 1018815 1 |
Length 37981 | Total = 1 |
3(7)189893(7)189893 | 7*(10379811)/9 4*1037980 4*1018990 4 |
Length 38801 | Total = 1 |
3(8)193993(8)193993 | 8*(10388011)/9 5*1038800 5*1019400 5 |
Length 43535 | Total = 1 |
9(1)217669(1)217669 | (10435351)/9 + 8*1043534 + 8*1021767 + 8 |
Length 45655 | Total = 1 |
1(4)228261(4)228261 | 4*(10456551)/9 3*1045654 3*1022827 3 |
Length 45983 | Total = 1 |
9(5)229909(5)229919 | 5*(10459831)/9 + 4*1045982 + 4*1022991 + 4 |
Length 46795 | Total = 1 |
3(8)233963(8)233963 | 8*(10467951)/9 5*1046794 5*1023397 5 |
Length 52547 | Total = 1 |
7(5)262727(5)262727 | 5*(10525471)/9 + 2*1052546 + 2*1026273 + 2 |
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