perm filename PALIN2.OUT[S1,ALS] blob sn#483570 filedate 1979-10-19 generic text, type T, neo UTF8
  PALINDROME FORMATION TESTED TO A MAXIMUM OF 100 DIGITS

DATA FOR 2-DIGIT DECIMAL NUMBERS

    24 MAX ADDS FOR    90 PALINDROMES, WITH    0 INTRANSIGENT NUMBERS

           NO INTRANSIGENT NUMBERS FOUND


           PALINDROMES FOUND WITH NUMBER OF ADDS

       FOUND #ADDS     FOUND #ADDS     FOUND #ADDS     FOUND #ADDS
           9   0          49   1          20   2           4   3
           4   4           2   6           2  24

DATA FOR 3-DIGIT DECIMAL NUMBERS

    23 MAX ADDS FOR   887 PALINDROMES, WITH   13 INTRANSIGENT NUMBERS

           INTRASIGENTS BY CLASSES FOR 224 ADDS

        SUM1  MID#  #FOUND        SUM1  MID#  #FOUND
           7     9       7          15     8       4
          17     7       2

           PALINDROMES FOUND WITH NUMBER OF ADDS

       FOUND #ADDS     FOUND #ADDS     FOUND #ADDS     FOUND #ADDS
          90   0         213   1         281   2         145   3
          63   4          31   5           9   6          17   7
           7   8           2  10           7  11           2  14
           7  15           4  17           2  22           7  23


DATA FOR 4-DIGIT DECIMAL NUMBERS

    21 MAX ADDS FOR  8767 PALINDROMES, WITH  233 INTRANSIGENT NUMBERS

           INTRASIGENTS BY CLASSES FOR 220 ADDS

        SUM1  SUM2  #FOUND        SUM1  SUM2  #FOUND
           6    13      36           8    13      48
           8    18       7          13     7      48
          13    16      18          16     5      18
          16    14      14          17     7      16
          17     8      18          17    16       6
          17    17       4

           PALINDROMES FOUND WITH NUMBER OF ADDS

       FOUND #ADDS     FOUND #ADDS     FOUND #ADDS     FOUND #ADDS
          90   0        2527   1        2528   2        1192   3
         829   4         384   5         388   6         227   7
          50   8          63   9          10  10          42  11
         110  12          67  13           1  14          75  15
          58  16           9  17          27  18          26  20
          64  21

DATA FOR 5-DIGIT DECIMAL NUMBERS

    55 MAX ADDS FOR 84226 PALINDROMES, WITH 5774 INTRANSIGENT NUMBERS

           INTRASIGENTS BY CLASSES FOR 212 ADDS

        SUM1  SUM2  MID#  #FOUND        SUM1  SUM2  MID#  #FOUND
           1    16     1       3           2     2     8       5
           2    18     5       1           3    12     3      21
           3    16     2       9           3    18     7       3
           4     3     9      16           4     4     8      19
           4     5     5      24           4     5     6      24
           4     6     5      27           4     6     6      27
           4     6     9      27           4     8     5      35
           4     8     7      35           4     8     8      35
           4     8     9      35           4    11     3      32
           4    11     7      32           4    12     3      27
           4    14     3      19           4    18     7       3
           4    18     8       3           5    12     6      35
           5    17     1      10           6     1     7      12
           6     3     7      24           6     6     9      41
           6     8     5      53           6     8     7      53
           6     8     9      53           6    13     9      36
           6    18     4       5           7     4     7      35
           7    12     5      49           7    13     0      42
           7    17     0      14           7    17     5      14
           8     7     5      64           8     7     8      64
           8     7     9      64           8     8     7      71
           8     9     6      80           8    11     0      64
           8    11     2      64           8    11     7      64
           8    12     0      55           8    12     1      55
           8    12     3      55           8    12     5      55
           8    12     9      55           8    13     0      48
           8    13     1      48           8    13     2      48
           8    13     3      48           8    13     8      48
           8    14     2      39           8    14     5      39
           8    15     5      32           8    15     7      32
           8    16     2      23           8    16     5      23
           8    16     6      23           8    16     8      23
           8    17     0      16           8    17     4      16
           8    17     5      16           8    17     6      16
           8    17     7      16           8    17     8      16
           8    18     3       7           8    18     7       7
           9     2     7      27           9     3     5      36
           9     3     6      36           9     4     7      45
           9     6     6      63           9     8     7      81
           9    10     8      81           9    11     8      72
           9    13     6      54           9    16     4      27
           9    17     5      18           9    17     7      18
           9    18     0       9           9    18     9       9
          10     6     9      62          10    15     9      36
          11     5     3      48          11     5     4      48
          11    14     3      40          11    14     4      40
          11    18     4       8          11    18     8       8
          12     2     9      20          12     3     4      28
          12     4     8      34          12     5     9      42
          12     7     4      56          12     7     9      56
          12     8     0      62          12     8     3      62
          12     8     4      62          12     8     8      62
          12     9     3      70          12    11     9      56
          12    12     4      48          12    13     8      42
          12    14     9      34          12    16     4      20
          12    16     9      20          12    17     0      14
          12    17     3      14          12    17     4      14
          12    17     8      14          13     2     4      18
          13     4     4      30          13     6     0      42
          13     7     9      48          13    11     4      48
          13    13     4      36          13    15     0      24
          13    16     9      18          14     6     5      34
          14     7     5      40          14     9     4      50
          14    15     5      20          14    16     5      14
          14    18     2       4          15     5     1      24
          15     5     6      24          15     6     1      28
          15     8     2      36          15     8     4      36
          15     8     6      36          15    14     1      20
          15    14     6      20          15    15     1      16
          15    17     2       8          15    17     4       8
          15    17     6       8          15    18     2       4
          15    18     4       4          15    18     6       4
          16     4     9      14          16     5     3      18
          16     5     5      18          16     6     0      20
          16     6     6      20          16     6     8      20
          16     7     3      24          16     8     4      26
          16    13     9      18          16    14     3      14
          16    14     5      14          16    15     0      12
          16    15     6      12          16    15     8      12
          16    16     3       8          16    17     4       6
          16    18     1       2          17     2     1       6
          17     2     5       6          17     3     2       8
          17     3     4       8          17     3     5       8
          17     3     6       8          17     4     0      10
          17     4     1      10          17     4     3      10
          17     4     6      10          17     4     7      10
          17     4     8      10          17     5     0      12
          17     5     1      12          17     5     9      12
          17     6     0      14          17     6     1      14
          17     6     2      14          17     6     3      14
          17     6     5      14          17     6     6      14
          17     6     7      14          17     7     2      16
          17     7     7      16          17     8     2      18
          17     8     4      18          17     8     5      18
          17     8     6      18          17     9     1      20
          17     9     2      20          17    11     1      16
          17    11     5      16          17    12     2      14
          17    12     4      14          17    12     5      14
          17    12     6      14          17    13     0      12
          17    13     1      12          17    13     3      12
          17    13     6      12          17    13     7      12
          17    13     8      12          17    14     0      10
          17    14     1      10          17    14     9      10
          17    15     0       8          17    15     1       8
          17    15     2       8          17    15     3       8
          17    15     5       8          17    15     6       8
          17    15     7       8          17    16     2       6
          17    16     7       6          17    17     2       4
          17    17     4       4          17    17     5       4
          17    17     6       4          17    18     0       2
          17    18     3       2          17    18     5       2
          17    18     6       2          17    18     8       2
          18     1     3       2          18     1     7       2
          18     4     2       4          18     5     4       6
          18     7     0       8          18     7     2       8
          18     7     3       8          18     7     5       8
          18     7     9       8          18     8     4       8
          18     8     5       8          18     9     4      10
          18    10     3       8          18    10     7       8
          18    13     2       6          18    14     4       4
          18    16     0       2          18    16     2       2
          18    16     3       2          18    16     5       2
          18    16     9       2          18    17     4       2
          18    17     5       2

           PALINDROMES FOUND WITH NUMBER OF ADDS

       FOUND #ADDS     FOUND #ADDS     FOUND #ADDS     FOUND #ADDS
         900   0       12347   1       21386   2       15524   3
        7840   4        5504   5        4107   6        2538   7
        2344   8        1674   9        1914  10        1567  11
        1231  12         777  13         540  14         458  15
         341  16         271  17         303  18         354  19
         254  20         298  21         103  22         153  23
         148  24         199  25         106  26          53  27
          60  28         178  29         155  30          83  31
          11  32          88  33          22  37         161  38
          77  39           9  40          32  47          32  52
          64  53          16  54           4  55