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Flatten an array


Efficiently extracting an array subset given a separate arrayQuickly pruning elements in one structured array that exist in a separate unordered arrayHow to display the indices/element positions of a ragged array?Listing all values in an arrayHow to specify positions in a matrix by an array?Tabulating a function slowing downGiven an ordered set S, find the points in S corresponding to another listHow to list ArrayFilter?Sorting of a list with different lengthsSelecting elements of a list based on frequency






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margin-bottom:0;

.everyonelovesstackoverflowposition:absolute;height:1px;width:1px;opacity:0;top:0;left:0;pointer-events:none;








5














$begingroup$


I have obtained an array of results as follows



w -> 0.25, w -> 0.05, w -> 0.190065, w -> 
0.0182686, w -> 0.0404842, w -> 0.0086731, w ->
0.156634, w -> 0.015429, w -> 0.00478921, w ->
0.0344873, w -> 0.00753932, w -> 0.00292085, w ->
0.134788, w -> 0.0134812, w -> 0.00424987, w ->
0.00191167, w -> 0.0302949, w -> 0.00671401, w ->
0.0026321, w -> 0.00131905, w -> 0.119177, w ->
0.012046, w -> 0.00383985, w -> 0.0017433, w ->
0.000948279


I want to extract numbers only as an ordered list namely



0.25, 0.05, 0.190065,0.0182686, ...


when I use Flatten command I get first number of each inner list, How can extract all numbers as sorted list?










share|improve this question










$endgroup$










  • 2




    $begingroup$
    Values@list // Flatten or Flatten@list // Values or Values@Flatten@list or Flatten@Values@list
    $endgroup$
    – OkkesDulgerci
    Oct 14 at 15:11

















5














$begingroup$


I have obtained an array of results as follows



w -> 0.25, w -> 0.05, w -> 0.190065, w -> 
0.0182686, w -> 0.0404842, w -> 0.0086731, w ->
0.156634, w -> 0.015429, w -> 0.00478921, w ->
0.0344873, w -> 0.00753932, w -> 0.00292085, w ->
0.134788, w -> 0.0134812, w -> 0.00424987, w ->
0.00191167, w -> 0.0302949, w -> 0.00671401, w ->
0.0026321, w -> 0.00131905, w -> 0.119177, w ->
0.012046, w -> 0.00383985, w -> 0.0017433, w ->
0.000948279


I want to extract numbers only as an ordered list namely



0.25, 0.05, 0.190065,0.0182686, ...


when I use Flatten command I get first number of each inner list, How can extract all numbers as sorted list?










share|improve this question










$endgroup$










  • 2




    $begingroup$
    Values@list // Flatten or Flatten@list // Values or Values@Flatten@list or Flatten@Values@list
    $endgroup$
    – OkkesDulgerci
    Oct 14 at 15:11













5












5








5


1



$begingroup$


I have obtained an array of results as follows



w -> 0.25, w -> 0.05, w -> 0.190065, w -> 
0.0182686, w -> 0.0404842, w -> 0.0086731, w ->
0.156634, w -> 0.015429, w -> 0.00478921, w ->
0.0344873, w -> 0.00753932, w -> 0.00292085, w ->
0.134788, w -> 0.0134812, w -> 0.00424987, w ->
0.00191167, w -> 0.0302949, w -> 0.00671401, w ->
0.0026321, w -> 0.00131905, w -> 0.119177, w ->
0.012046, w -> 0.00383985, w -> 0.0017433, w ->
0.000948279


I want to extract numbers only as an ordered list namely



0.25, 0.05, 0.190065,0.0182686, ...


when I use Flatten command I get first number of each inner list, How can extract all numbers as sorted list?










share|improve this question










$endgroup$




I have obtained an array of results as follows



w -> 0.25, w -> 0.05, w -> 0.190065, w -> 
0.0182686, w -> 0.0404842, w -> 0.0086731, w ->
0.156634, w -> 0.015429, w -> 0.00478921, w ->
0.0344873, w -> 0.00753932, w -> 0.00292085, w ->
0.134788, w -> 0.0134812, w -> 0.00424987, w ->
0.00191167, w -> 0.0302949, w -> 0.00671401, w ->
0.0026321, w -> 0.00131905, w -> 0.119177, w ->
0.012046, w -> 0.00383985, w -> 0.0017433, w ->
0.000948279


I want to extract numbers only as an ordered list namely



0.25, 0.05, 0.190065,0.0182686, ...


when I use Flatten command I get first number of each inner list, How can extract all numbers as sorted list?







list-manipulation






share|improve this question














share|improve this question











share|improve this question




share|improve this question










asked Oct 14 at 12:53









WisdomWisdom

948 bronze badges




948 bronze badges










  • 2




    $begingroup$
    Values@list // Flatten or Flatten@list // Values or Values@Flatten@list or Flatten@Values@list
    $endgroup$
    – OkkesDulgerci
    Oct 14 at 15:11












  • 2




    $begingroup$
    Values@list // Flatten or Flatten@list // Values or Values@Flatten@list or Flatten@Values@list
    $endgroup$
    – OkkesDulgerci
    Oct 14 at 15:11







2




2




$begingroup$
Values@list // Flatten or Flatten@list // Values or Values@Flatten@list or Flatten@Values@list
$endgroup$
– OkkesDulgerci
Oct 14 at 15:11




$begingroup$
Values@list // Flatten or Flatten@list // Values or Values@Flatten@list or Flatten@Values@list
$endgroup$
– OkkesDulgerci
Oct 14 at 15:11










4 Answers
4






active

oldest

votes


















8
















$begingroup$

a = w -> 0.25, w -> 0.05, w -> 0.190065, w -> 
0.0182686, w -> 0.0404842, w -> 0.0086731, w ->
0.156634, w -> 0.015429, w -> 0.00478921, w ->
0.0344873, w -> 0.00753932, w -> 0.00292085, w ->
0.134788, w -> 0.0134812, w -> 0.00424987, w ->
0.00191167, w -> 0.0302949, w -> 0.00671401, w ->
0.0026321, w -> 0.00131905, w -> 0.119177, w ->
0.012046, w -> 0.00383985, w -> 0.0017433, w ->
0.000948279

w /. a // Flatten





share|improve this answer










$endgroup$






















    8
















    $begingroup$

    Flatten[lst][[All, -1]]



    0.25, 0.05, 0.190065, 0.0182686, 0.0404842, 0.0086731, 0.156634,
    0.015429, 0.00478921, 0.0344873, 0.00753932, 0.00292085, 0.134788,
    0.0134812, 0.00424987, 0.00191167, 0.0302949, 0.00671401, 0.0026321,
    0.00131905, 0.119177, 0.012046, 0.00383985, 0.0017433, 0.000948279




    Also



    Values @ Flatten @ lst



    same result




    Flatten @ Values @ lst



    same result




    Cases[lst, _Real, All]



    same result







    share|improve this answer












    $endgroup$






















      5
















      $begingroup$

      For the general case where you only want rules with the left-hand-side 'w':



      Cases[w->0.25,w->0.05,w->0.190065,w->0.0182686,w->0.0404842,w->0.0086731,w->0.156634,w->0.015429,w->0.00478921,w->0.0344873,w->0.00753932,w->0.00292085,w->0.134788,w->0.0134812,w->0.00424987,w->0.00191167,w->0.0302949,w->0.00671401,w->0.0026321,w->0.00131905,w->0.119177,w->0.012046,w->0.00383985,w->0.0017433,w->0.000948279,
      (w->x_):>x,
      [Infinity]
      ]





      share|improve this answer










      $endgroup$






















        0
















        $begingroup$

        Another few ways centered around Level.



        data = w -> 0.25, w -> 0.05, w -> 0.190065, w -> 
        0.0182686, w -> 0.0404842, w -> 0.0086731, w ->
        0.156634, w -> 0.015429, w -> 0.00478921, w ->
        0.0344873, w -> 0.00753932, w -> 0.00292085, w ->
        0.134788, w -> 0.0134812, w -> 0.00424987, w ->
        0.00191167, w -> 0.0302949, w -> 0.00671401, w ->
        0.0026321, w -> 0.00131905, w -> 0.119177, w ->
        0.012046, w -> 0.00383985, w -> 0.0017433, w ->
        0.000948279;

        elems = Level[data, -1]
        elems[[2 ;; ;; 2]]
        Select[elems, NumericQ] == %
        DeleteCases[elems, w] == %%



        w, 0.25, w, 0.05, w, 0.190065, w, 0.0182686, w, 0.0404842, w,
        0.0086731, w, 0.156634, w, 0.015429, w, 0.00478921, w, 0.0344873, w,
        0.00753932, w, 0.00292085, w, 0.134788, w, 0.0134812, w, 0.00424987,
        w, 0.00191167, w, 0.0302949, w, 0.00671401, w, 0.0026321, w,
        0.00131905, w, 0.119177, w, 0.012046, w, 0.00383985, w, 0.0017433, w,
        0.000948279



        0.25, 0.05, 0.190065, 0.0182686, 0.0404842, 0.0086731, 0.156634,
        0.015429, 0.00478921, 0.0344873, 0.00753932, 0.00292085, 0.134788,
        0.0134812, 0.00424987, 0.00191167, 0.0302949, 0.00671401, 0.0026321,
        0.00131905, 0.119177, 0.012046, 0.00383985, 0.0017433, 0.000948279



        True



        True







        share|improve this answer










        $endgroup$
















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          4 Answers
          4






          active

          oldest

          votes








          4 Answers
          4






          active

          oldest

          votes









          active

          oldest

          votes






          active

          oldest

          votes









          8
















          $begingroup$

          a = w -> 0.25, w -> 0.05, w -> 0.190065, w -> 
          0.0182686, w -> 0.0404842, w -> 0.0086731, w ->
          0.156634, w -> 0.015429, w -> 0.00478921, w ->
          0.0344873, w -> 0.00753932, w -> 0.00292085, w ->
          0.134788, w -> 0.0134812, w -> 0.00424987, w ->
          0.00191167, w -> 0.0302949, w -> 0.00671401, w ->
          0.0026321, w -> 0.00131905, w -> 0.119177, w ->
          0.012046, w -> 0.00383985, w -> 0.0017433, w ->
          0.000948279

          w /. a // Flatten





          share|improve this answer










          $endgroup$



















            8
















            $begingroup$

            a = w -> 0.25, w -> 0.05, w -> 0.190065, w -> 
            0.0182686, w -> 0.0404842, w -> 0.0086731, w ->
            0.156634, w -> 0.015429, w -> 0.00478921, w ->
            0.0344873, w -> 0.00753932, w -> 0.00292085, w ->
            0.134788, w -> 0.0134812, w -> 0.00424987, w ->
            0.00191167, w -> 0.0302949, w -> 0.00671401, w ->
            0.0026321, w -> 0.00131905, w -> 0.119177, w ->
            0.012046, w -> 0.00383985, w -> 0.0017433, w ->
            0.000948279

            w /. a // Flatten





            share|improve this answer










            $endgroup$

















              8














              8










              8







              $begingroup$

              a = w -> 0.25, w -> 0.05, w -> 0.190065, w -> 
              0.0182686, w -> 0.0404842, w -> 0.0086731, w ->
              0.156634, w -> 0.015429, w -> 0.00478921, w ->
              0.0344873, w -> 0.00753932, w -> 0.00292085, w ->
              0.134788, w -> 0.0134812, w -> 0.00424987, w ->
              0.00191167, w -> 0.0302949, w -> 0.00671401, w ->
              0.0026321, w -> 0.00131905, w -> 0.119177, w ->
              0.012046, w -> 0.00383985, w -> 0.0017433, w ->
              0.000948279

              w /. a // Flatten





              share|improve this answer










              $endgroup$



              a = w -> 0.25, w -> 0.05, w -> 0.190065, w -> 
              0.0182686, w -> 0.0404842, w -> 0.0086731, w ->
              0.156634, w -> 0.015429, w -> 0.00478921, w ->
              0.0344873, w -> 0.00753932, w -> 0.00292085, w ->
              0.134788, w -> 0.0134812, w -> 0.00424987, w ->
              0.00191167, w -> 0.0302949, w -> 0.00671401, w ->
              0.0026321, w -> 0.00131905, w -> 0.119177, w ->
              0.012046, w -> 0.00383985, w -> 0.0017433, w ->
              0.000948279

              w /. a // Flatten






              share|improve this answer













              share|improve this answer




              share|improve this answer










              answered Oct 14 at 13:00









              Jean-Claude ArbautJean-Claude Arbaut

              2936 bronze badges




              2936 bronze badges


























                  8
















                  $begingroup$

                  Flatten[lst][[All, -1]]



                  0.25, 0.05, 0.190065, 0.0182686, 0.0404842, 0.0086731, 0.156634,
                  0.015429, 0.00478921, 0.0344873, 0.00753932, 0.00292085, 0.134788,
                  0.0134812, 0.00424987, 0.00191167, 0.0302949, 0.00671401, 0.0026321,
                  0.00131905, 0.119177, 0.012046, 0.00383985, 0.0017433, 0.000948279




                  Also



                  Values @ Flatten @ lst



                  same result




                  Flatten @ Values @ lst



                  same result




                  Cases[lst, _Real, All]



                  same result







                  share|improve this answer












                  $endgroup$



















                    8
















                    $begingroup$

                    Flatten[lst][[All, -1]]



                    0.25, 0.05, 0.190065, 0.0182686, 0.0404842, 0.0086731, 0.156634,
                    0.015429, 0.00478921, 0.0344873, 0.00753932, 0.00292085, 0.134788,
                    0.0134812, 0.00424987, 0.00191167, 0.0302949, 0.00671401, 0.0026321,
                    0.00131905, 0.119177, 0.012046, 0.00383985, 0.0017433, 0.000948279




                    Also



                    Values @ Flatten @ lst



                    same result




                    Flatten @ Values @ lst



                    same result




                    Cases[lst, _Real, All]



                    same result







                    share|improve this answer












                    $endgroup$

















                      8














                      8










                      8







                      $begingroup$

                      Flatten[lst][[All, -1]]



                      0.25, 0.05, 0.190065, 0.0182686, 0.0404842, 0.0086731, 0.156634,
                      0.015429, 0.00478921, 0.0344873, 0.00753932, 0.00292085, 0.134788,
                      0.0134812, 0.00424987, 0.00191167, 0.0302949, 0.00671401, 0.0026321,
                      0.00131905, 0.119177, 0.012046, 0.00383985, 0.0017433, 0.000948279




                      Also



                      Values @ Flatten @ lst



                      same result




                      Flatten @ Values @ lst



                      same result




                      Cases[lst, _Real, All]



                      same result







                      share|improve this answer












                      $endgroup$



                      Flatten[lst][[All, -1]]



                      0.25, 0.05, 0.190065, 0.0182686, 0.0404842, 0.0086731, 0.156634,
                      0.015429, 0.00478921, 0.0344873, 0.00753932, 0.00292085, 0.134788,
                      0.0134812, 0.00424987, 0.00191167, 0.0302949, 0.00671401, 0.0026321,
                      0.00131905, 0.119177, 0.012046, 0.00383985, 0.0017433, 0.000948279




                      Also



                      Values @ Flatten @ lst



                      same result




                      Flatten @ Values @ lst



                      same result




                      Cases[lst, _Real, All]



                      same result








                      share|improve this answer















                      share|improve this answer




                      share|improve this answer








                      edited Oct 14 at 18:37

























                      answered Oct 14 at 13:01









                      kglrkglr

                      225k10 gold badges254 silver badges511 bronze badges




                      225k10 gold badges254 silver badges511 bronze badges
























                          5
















                          $begingroup$

                          For the general case where you only want rules with the left-hand-side 'w':



                          Cases[w->0.25,w->0.05,w->0.190065,w->0.0182686,w->0.0404842,w->0.0086731,w->0.156634,w->0.015429,w->0.00478921,w->0.0344873,w->0.00753932,w->0.00292085,w->0.134788,w->0.0134812,w->0.00424987,w->0.00191167,w->0.0302949,w->0.00671401,w->0.0026321,w->0.00131905,w->0.119177,w->0.012046,w->0.00383985,w->0.0017433,w->0.000948279,
                          (w->x_):>x,
                          [Infinity]
                          ]





                          share|improve this answer










                          $endgroup$



















                            5
















                            $begingroup$

                            For the general case where you only want rules with the left-hand-side 'w':



                            Cases[w->0.25,w->0.05,w->0.190065,w->0.0182686,w->0.0404842,w->0.0086731,w->0.156634,w->0.015429,w->0.00478921,w->0.0344873,w->0.00753932,w->0.00292085,w->0.134788,w->0.0134812,w->0.00424987,w->0.00191167,w->0.0302949,w->0.00671401,w->0.0026321,w->0.00131905,w->0.119177,w->0.012046,w->0.00383985,w->0.0017433,w->0.000948279,
                            (w->x_):>x,
                            [Infinity]
                            ]





                            share|improve this answer










                            $endgroup$

















                              5














                              5










                              5







                              $begingroup$

                              For the general case where you only want rules with the left-hand-side 'w':



                              Cases[w->0.25,w->0.05,w->0.190065,w->0.0182686,w->0.0404842,w->0.0086731,w->0.156634,w->0.015429,w->0.00478921,w->0.0344873,w->0.00753932,w->0.00292085,w->0.134788,w->0.0134812,w->0.00424987,w->0.00191167,w->0.0302949,w->0.00671401,w->0.0026321,w->0.00131905,w->0.119177,w->0.012046,w->0.00383985,w->0.0017433,w->0.000948279,
                              (w->x_):>x,
                              [Infinity]
                              ]





                              share|improve this answer










                              $endgroup$



                              For the general case where you only want rules with the left-hand-side 'w':



                              Cases[w->0.25,w->0.05,w->0.190065,w->0.0182686,w->0.0404842,w->0.0086731,w->0.156634,w->0.015429,w->0.00478921,w->0.0344873,w->0.00753932,w->0.00292085,w->0.134788,w->0.0134812,w->0.00424987,w->0.00191167,w->0.0302949,w->0.00671401,w->0.0026321,w->0.00131905,w->0.119177,w->0.012046,w->0.00383985,w->0.0017433,w->0.000948279,
                              (w->x_):>x,
                              [Infinity]
                              ]






                              share|improve this answer













                              share|improve this answer




                              share|improve this answer










                              answered Oct 14 at 13:09









                              SHuismanSHuisman

                              6251 silver badge7 bronze badges




                              6251 silver badge7 bronze badges
























                                  0
















                                  $begingroup$

                                  Another few ways centered around Level.



                                  data = w -> 0.25, w -> 0.05, w -> 0.190065, w -> 
                                  0.0182686, w -> 0.0404842, w -> 0.0086731, w ->
                                  0.156634, w -> 0.015429, w -> 0.00478921, w ->
                                  0.0344873, w -> 0.00753932, w -> 0.00292085, w ->
                                  0.134788, w -> 0.0134812, w -> 0.00424987, w ->
                                  0.00191167, w -> 0.0302949, w -> 0.00671401, w ->
                                  0.0026321, w -> 0.00131905, w -> 0.119177, w ->
                                  0.012046, w -> 0.00383985, w -> 0.0017433, w ->
                                  0.000948279;

                                  elems = Level[data, -1]
                                  elems[[2 ;; ;; 2]]
                                  Select[elems, NumericQ] == %
                                  DeleteCases[elems, w] == %%



                                  w, 0.25, w, 0.05, w, 0.190065, w, 0.0182686, w, 0.0404842, w,
                                  0.0086731, w, 0.156634, w, 0.015429, w, 0.00478921, w, 0.0344873, w,
                                  0.00753932, w, 0.00292085, w, 0.134788, w, 0.0134812, w, 0.00424987,
                                  w, 0.00191167, w, 0.0302949, w, 0.00671401, w, 0.0026321, w,
                                  0.00131905, w, 0.119177, w, 0.012046, w, 0.00383985, w, 0.0017433, w,
                                  0.000948279



                                  0.25, 0.05, 0.190065, 0.0182686, 0.0404842, 0.0086731, 0.156634,
                                  0.015429, 0.00478921, 0.0344873, 0.00753932, 0.00292085, 0.134788,
                                  0.0134812, 0.00424987, 0.00191167, 0.0302949, 0.00671401, 0.0026321,
                                  0.00131905, 0.119177, 0.012046, 0.00383985, 0.0017433, 0.000948279



                                  True



                                  True







                                  share|improve this answer










                                  $endgroup$



















                                    0
















                                    $begingroup$

                                    Another few ways centered around Level.



                                    data = w -> 0.25, w -> 0.05, w -> 0.190065, w -> 
                                    0.0182686, w -> 0.0404842, w -> 0.0086731, w ->
                                    0.156634, w -> 0.015429, w -> 0.00478921, w ->
                                    0.0344873, w -> 0.00753932, w -> 0.00292085, w ->
                                    0.134788, w -> 0.0134812, w -> 0.00424987, w ->
                                    0.00191167, w -> 0.0302949, w -> 0.00671401, w ->
                                    0.0026321, w -> 0.00131905, w -> 0.119177, w ->
                                    0.012046, w -> 0.00383985, w -> 0.0017433, w ->
                                    0.000948279;

                                    elems = Level[data, -1]
                                    elems[[2 ;; ;; 2]]
                                    Select[elems, NumericQ] == %
                                    DeleteCases[elems, w] == %%



                                    w, 0.25, w, 0.05, w, 0.190065, w, 0.0182686, w, 0.0404842, w,
                                    0.0086731, w, 0.156634, w, 0.015429, w, 0.00478921, w, 0.0344873, w,
                                    0.00753932, w, 0.00292085, w, 0.134788, w, 0.0134812, w, 0.00424987,
                                    w, 0.00191167, w, 0.0302949, w, 0.00671401, w, 0.0026321, w,
                                    0.00131905, w, 0.119177, w, 0.012046, w, 0.00383985, w, 0.0017433, w,
                                    0.000948279



                                    0.25, 0.05, 0.190065, 0.0182686, 0.0404842, 0.0086731, 0.156634,
                                    0.015429, 0.00478921, 0.0344873, 0.00753932, 0.00292085, 0.134788,
                                    0.0134812, 0.00424987, 0.00191167, 0.0302949, 0.00671401, 0.0026321,
                                    0.00131905, 0.119177, 0.012046, 0.00383985, 0.0017433, 0.000948279



                                    True



                                    True







                                    share|improve this answer










                                    $endgroup$

















                                      0














                                      0










                                      0







                                      $begingroup$

                                      Another few ways centered around Level.



                                      data = w -> 0.25, w -> 0.05, w -> 0.190065, w -> 
                                      0.0182686, w -> 0.0404842, w -> 0.0086731, w ->
                                      0.156634, w -> 0.015429, w -> 0.00478921, w ->
                                      0.0344873, w -> 0.00753932, w -> 0.00292085, w ->
                                      0.134788, w -> 0.0134812, w -> 0.00424987, w ->
                                      0.00191167, w -> 0.0302949, w -> 0.00671401, w ->
                                      0.0026321, w -> 0.00131905, w -> 0.119177, w ->
                                      0.012046, w -> 0.00383985, w -> 0.0017433, w ->
                                      0.000948279;

                                      elems = Level[data, -1]
                                      elems[[2 ;; ;; 2]]
                                      Select[elems, NumericQ] == %
                                      DeleteCases[elems, w] == %%



                                      w, 0.25, w, 0.05, w, 0.190065, w, 0.0182686, w, 0.0404842, w,
                                      0.0086731, w, 0.156634, w, 0.015429, w, 0.00478921, w, 0.0344873, w,
                                      0.00753932, w, 0.00292085, w, 0.134788, w, 0.0134812, w, 0.00424987,
                                      w, 0.00191167, w, 0.0302949, w, 0.00671401, w, 0.0026321, w,
                                      0.00131905, w, 0.119177, w, 0.012046, w, 0.00383985, w, 0.0017433, w,
                                      0.000948279



                                      0.25, 0.05, 0.190065, 0.0182686, 0.0404842, 0.0086731, 0.156634,
                                      0.015429, 0.00478921, 0.0344873, 0.00753932, 0.00292085, 0.134788,
                                      0.0134812, 0.00424987, 0.00191167, 0.0302949, 0.00671401, 0.0026321,
                                      0.00131905, 0.119177, 0.012046, 0.00383985, 0.0017433, 0.000948279



                                      True



                                      True







                                      share|improve this answer










                                      $endgroup$



                                      Another few ways centered around Level.



                                      data = w -> 0.25, w -> 0.05, w -> 0.190065, w -> 
                                      0.0182686, w -> 0.0404842, w -> 0.0086731, w ->
                                      0.156634, w -> 0.015429, w -> 0.00478921, w ->
                                      0.0344873, w -> 0.00753932, w -> 0.00292085, w ->
                                      0.134788, w -> 0.0134812, w -> 0.00424987, w ->
                                      0.00191167, w -> 0.0302949, w -> 0.00671401, w ->
                                      0.0026321, w -> 0.00131905, w -> 0.119177, w ->
                                      0.012046, w -> 0.00383985, w -> 0.0017433, w ->
                                      0.000948279;

                                      elems = Level[data, -1]
                                      elems[[2 ;; ;; 2]]
                                      Select[elems, NumericQ] == %
                                      DeleteCases[elems, w] == %%



                                      w, 0.25, w, 0.05, w, 0.190065, w, 0.0182686, w, 0.0404842, w,
                                      0.0086731, w, 0.156634, w, 0.015429, w, 0.00478921, w, 0.0344873, w,
                                      0.00753932, w, 0.00292085, w, 0.134788, w, 0.0134812, w, 0.00424987,
                                      w, 0.00191167, w, 0.0302949, w, 0.00671401, w, 0.0026321, w,
                                      0.00131905, w, 0.119177, w, 0.012046, w, 0.00383985, w, 0.0017433, w,
                                      0.000948279



                                      0.25, 0.05, 0.190065, 0.0182686, 0.0404842, 0.0086731, 0.156634,
                                      0.015429, 0.00478921, 0.0344873, 0.00753932, 0.00292085, 0.134788,
                                      0.0134812, 0.00424987, 0.00191167, 0.0302949, 0.00671401, 0.0026321,
                                      0.00131905, 0.119177, 0.012046, 0.00383985, 0.0017433, 0.000948279



                                      True



                                      True








                                      share|improve this answer













                                      share|improve this answer




                                      share|improve this answer










                                      answered Oct 14 at 17:38









                                      That Gravity GuyThat Gravity Guy

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