FORTRAN Generation
(/./ftp/cats/J/ApJ/442/523)

Conversion of standardized ReadMe file for file /./ftp/cats/J/ApJ/442/523 into FORTRAN code for reading data files line by line.

Note that special values are assigned to unknown or unspecified numbers (also called NULL numbers); when necessary, the coordinate components making up the right ascension and declination are converted into floating-point numbers representing these angles in degrees.



      program load_ReadMe
C=============================================================================
C  F77-compliant program generated by readme2f_1.81 (2015-09-23), on 2024-Mar-28
C=============================================================================
*  This code was generated from the ReadMe file documenting a catalogue
*  according to the "Standard for Documentation of Astronomical Catalogues"
*  currently in use by the Astronomical Data Centers (CDS, ADC, A&A)
*  (see full documentation at URL http://vizier.u-strasbg.fr/doc/catstd.htx)
*  Please report problems or questions to   
C=============================================================================

      implicit none
*  Unspecified or NULL values, generally corresponding to blank columns,
*  are assigned one of the following special values:
*     rNULL__    for unknown or NULL floating-point values
*     iNULL__    for unknown or NULL   integer      values
      real*4     rNULL__
      integer*4  iNULL__
      parameter  (rNULL__=--2147483648.)  	! NULL real number
      parameter  (iNULL__=(-2147483647-1))	! NULL int  number
      integer    idig			! testing NULL number

C=============================================================================
Cat. J/ApJ/442/523     Multiparam. Analysis, Einstein Sample. II.    (Eskridge+ 1995)
*================================================================================
*A Multiparametric Analysis of the Einstein Sample of Early-Type Galaxies. II.
*Galaxy Formation History and Properties of the Interstellar Medium
*     Eskridge P.B., Fabbiano G., Kim D.-W.
*    <Astrophys. J. 442, 523 (1995)>
*    =1995ApJ...442..523E
C=============================================================================

C  Internal variables

      integer*4 i__

c - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - 

C  Declarations for 'tablea1a.dat'	! Partial Spearman Rank Analysis: Trends with
                                 Log(a/b), E+S0 Sample

      integer*4 nr__
      parameter (nr__=113)	! Number of records
      character*63 ar__   	! Full-size record

      character*14  Pair        ! Test pair, if blank, record is a continuation
      character*30  Held        ! Quantities to be held constant in the test
      integer*4     Size        ! Number of objects in the sample
      real*8        Spearman    ! Partial Spearman rank statistic
      character*1   l_Prob      ! Probability limiting character
      real*4        Prob        ! Probability that the test pair shows a
*                                  correlation for this set of parameters

c - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - 

C  Declarations for 'tablea1b.dat'	! Partial Spearman Rank Analysis: Trends with
                                 Log(a/b), Separate E and S0 Samples

      integer*4 nr__1
      parameter (nr__1=18)	! Number of records
      character*50 ar__1  	! Full-size record

      character*14  Pair_1      ! Test pair, if blank, record is a continuation
      character*12  Held_1      ! Quantities to be held constant in the test
      character*4   Sample      ! Sample designation, Es or S0s
      integer*4     Size_1      ! Number of objects in the sample
      real*8        Spearman_1  ! Partial Spearman rank statistic
      character*1   l_Prob_1    ! Probability limiting character
      real*4        Prob_1      ! Probability that the test pair shows a
*                                  correlation for this set of parameters

c - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - 

C  Declarations for 'tablea2.dat'	! Partial Spearman Rank Analysis: Trends with
                                 Mg_2

      integer*4 nr__2
      parameter (nr__2=143)	! Number of records
      character*63 ar__2  	! Full-size record

      character*14  Pair_2      ! Test pair, if blank, record is a continuation
      character*30  Held_2      ! Quantities to be held constant in the test
      integer*4     Size_2      ! Number of objects in the sample
      real*8        Spearman_2  ! Partial Spearman rank statistic
      character*1   l_Prob_2    ! Probability limiting character
      real*4        Prob_2      ! Probability that the test pair shows a
*                                  correlation for this set of parameters

c - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - 

C  Declarations for 'tablea3.dat'	! Partial Spearman Rank Analysis: Trends with
                                 sigma_v

      integer*4 nr__3
      parameter (nr__3=155)	! Number of records
      character*63 ar__3  	! Full-size record

      character*18  Pair_3      ! Test pair, if blank, record is a continuation
      character*26  Held_3      ! Quantities to be held constant in the test
      integer*4     Size_3      ! Number of objects in the sample
      real*8        Spearman_3  ! Partial Spearman rank statistic
      character*1   l_Prob_3    ! Probability limiting character
      real*4        Prob_3      ! Probability that the test pair shows a
*                                  correlation for this set of parameters

c - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - 

C  Declarations for 'tablea4.dat'	! Partial Spearman Rank Analysis: Trends with
                                 a_4

      integer*4 nr__4
      parameter (nr__4=233)	! Number of records
      character*63 ar__4  	! Full-size record

      character*14  Pair_4      ! Test pair, if blank, record is a continuation
      character*30  Held_4      ! Quantities to be held constant in the test
      integer*4     Size_4      ! Number of objects in the sample
      real*8        Spearman_4  ! Partial Spearman rank statistic
      character*1   l_Prob_4    ! Probability limiting character
      real*4        Prob_4      ! Probability that the test pair shows a
*                                  correlation for this set of parameters

C=============================================================================

C  Loading file 'tablea1a.dat'	! Partial Spearman Rank Analysis: Trends with
*                                 Log(a/b), E+S0 Sample

C  Format for file interpretation

    1 format(A14,A30,I3,F8.3,1X,A1,F6.3)

C  Effective file loading

      open(unit=1,status='old',file=
     +'tablea1a.dat')
      write(6,*) '....Loading file: tablea1a.dat'
      do i__=1,113
        read(1,'(A63)')ar__
        read(ar__,1)Pair,Held,Size,Spearman,l_Prob,Prob
c    ..............Just test output...........
        write(6,1)Pair,Held,Size,Spearman,l_Prob,Prob
c    .......End.of.Just test output...........
      end do
      close(1)

C=============================================================================

C  Loading file 'tablea1b.dat'	! Partial Spearman Rank Analysis: Trends with
*                                 Log(a/b), Separate E and S0 Samples

C  Format for file interpretation

    2 format(A14,A12,1X,A4,I3,F8.3,1X,A1,F6.3)

C  Effective file loading

      open(unit=1,status='old',file=
     +'tablea1b.dat')
      write(6,*) '....Loading file: tablea1b.dat'
      do i__=1,18
        read(1,'(A50)')ar__1
        read(ar__1,2)
     +  Pair_1,Held_1,Sample,Size_1,Spearman_1,l_Prob_1,Prob_1
c    ..............Just test output...........
        write(6,2)
     +  Pair_1,Held_1,Sample,Size_1,Spearman_1,l_Prob_1,Prob_1
c    .......End.of.Just test output...........
      end do
      close(1)

C=============================================================================

C  Loading file 'tablea2.dat'	! Partial Spearman Rank Analysis: Trends with
*                                 Mg_2

C  Format for file interpretation

    3 format(A14,A30,I3,F8.3,1X,A1,F6.3)

C  Effective file loading

      open(unit=1,status='old',file=
     +'tablea2.dat')
      write(6,*) '....Loading file: tablea2.dat'
      do i__=1,143
        read(1,'(A63)')ar__2
        read(ar__2,3)Pair_2,Held_2,Size_2,Spearman_2,l_Prob_2,Prob_2
c    ..............Just test output...........
        write(6,3)Pair_2,Held_2,Size_2,Spearman_2,l_Prob_2,Prob_2
c    .......End.of.Just test output...........
      end do
      close(1)

C=============================================================================

C  Loading file 'tablea3.dat'	! Partial Spearman Rank Analysis: Trends with
*                                 sigma_v

C  Format for file interpretation

    4 format(A18,A26,I3,F8.3,1X,A1,F6.3)

C  Effective file loading

      open(unit=1,status='old',file=
     +'tablea3.dat')
      write(6,*) '....Loading file: tablea3.dat'
      do i__=1,155
        read(1,'(A63)')ar__3
        read(ar__3,4)Pair_3,Held_3,Size_3,Spearman_3,l_Prob_3,Prob_3
c    ..............Just test output...........
        write(6,4)Pair_3,Held_3,Size_3,Spearman_3,l_Prob_3,Prob_3
c    .......End.of.Just test output...........
      end do
      close(1)

C=============================================================================

C  Loading file 'tablea4.dat'	! Partial Spearman Rank Analysis: Trends with
*                                 a_4

C  Format for file interpretation

    5 format(A14,A30,I3,F8.3,1X,A1,F6.3)

C  Effective file loading

      open(unit=1,status='old',file=
     +'tablea4.dat')
      write(6,*) '....Loading file: tablea4.dat'
      do i__=1,233
        read(1,'(A63)')ar__4
        read(ar__4,5)Pair_4,Held_4,Size_4,Spearman_4,l_Prob_4,Prob_4
c    ..............Just test output...........
        write(6,5)Pair_4,Held_4,Size_4,Spearman_4,l_Prob_4,Prob_4
c    .......End.of.Just test output...........
      end do
      close(1)

C=============================================================================
      stop
      end