A057116 k = a*b where ab is cyclic permutation of the digits of k.

688, 12762, 25510, 149364, 263155, 1181565, 1677672, 2266852, 3410968, 7992868, 11253375, 12374428, 18227848, 25050100, 25108330, 37466244, 65726896, 68587492, 73658920, 112129344, 112822564, 233965908, 251434872, 273026902, 592687408, 599873607, 907593975

Offset

1,1

Links

Table of n, a(n) for n=1..27.

Example

From Sean A. Irvine, May 21 2022: (Start)
        688 = 8 * 86
      12762 = 6 * 2127
      25510 = 5 * 5102
     149364 = 36 * 4149
     263155 = 5 * 52631
    1181565 = 1815 * 651
    1677672 = 7767 * 216
    2266852 = 266 * 8522
    3410968 = 41096 * 83
    7992868 = 92 * 86879
   11253375 = 3 * 3751125
   12374428 = 44 * 281237
   18227848 = 8 * 2278481
   25050100 = 50 * 501002
   25108330 = 83 * 302510
   37466244 = 6 * 6244374
   65726896 = 68 * 966572
   68587492 = 74 * 926858
   73658920 = 8 * 9207365
  112129344 = 12 * 9344112
  112822564 = 2 * 56411282
  233965908 = 396 * 590823
  251434872 = 348 * 722514
  273026902 = 3026 * 90227
  592687408 = 8 * 74085926
  599873607 = 9873 * 60759
  907593975 = 93 * 9759075
(End)

Crossrefs

Sequence in context: A252084 A211162 A235851 * A025355 A025347 A204153

Adjacent sequences: A057113 A057114 A057115 * A057117 A057118 A057119

Keyword

base,nonn

Author

David W. Wilson, Sep 12 2000

Extensions

Missing terms inserted by Sean A. Irvine, May 21 2022

Status

approved