implicit real*8 (a-h,o-z)
      parameter (m=5,n=5) i
      integer it(0:n),il(0:m),ib(0:n),ir(0:m) 
      character*2 lt(0:n),ll(0:m),lr(0:m),lb(0:n) 
      dimension a(0:m+1,0:n+1),asaf(m,n),a1(m,m),a1i(m,m) 
      dimension a1ia2(m,n),a2(m,n),csaf(n),bsaf(m) 
      dimension ass(m,n),bi(m),tmp(n),ci(m+n)
      common/bprint/ipt,nfile,ndig,npunch,jpt,mfile 
      common/temp/iterl 
      open (unit=10,file='lp.inp',status='old')
      open (unit=20,file='lp.sto',status='unknown') o
      open (unit=8,file='lp.out',status='unknown') 
      call dflt
      read (10,990) ifr
990   format(i1) w
      write (nfile,998) ifr 
998   format(' ifr = ',i3) 
      do i=1,m a(i,0)=10. 
      end do 
      do j=1,n 
      a(0,j)=1. 
      end do 
c  Read in previously generated data in hex format
      do i=1,m 
      read (20,4030) (a(i,j),j=1,n) 
      end do 
      do i=1,m 
      do j=1,n 
      ass(i,j)=a(i,j) 
      end do 
      end do 
      do i=1,m 
      write (nfile,4003) (a(i,j),j=1,n) 
4030  format(5z16
      end do 
4003  format(1x,5f10.3)
c  kpiv value will determine which pivot choice algorithm is used 
      do kpiv=1,2 
      write (nfile,9000) kpiv 
9000  format(' kpiv = ',i1) 
      a(0,0)=0. 
      do i=1,m 
      do j=1,n 
      a(i,j)=ass(i,j) 
      end do 
      end do 
      do i=1,m 
      a(i,0)=10. 
      end do 
      do j=1,n 
      a(0,j)=1. 
      end do 
      call linproa(a,it,il,ir,ib,lt,ll,lr,lb,m,n,iter,ier,kpiv,
     1asaf,a1,a1i,a2,csaf,bsaf,ci,bi,tmp,a1ia2,ifr) 
      write (*,1002) iter 
      write (nfile,1002) iter 
      1002 format(' Iteration count = ',i4) 
      end do
      stop
      end 
****************************************************************
FILE LP.INP FOLLOWS 
**************************************************************** 
0 
**************************************************************** 
FILE LP.STO FOLLOWS 
**************************************************************** 
BFDB87F487766000BFDE0919424C2A00BFCD92A48FD99900BFD6281AAAEBE500BFEECF44A6531A40 
BFC411711741F200BFEAA6B367B1D400BFE26CF688891C80BFBC8DDDE1B29600BFE6255204E03940 
BFD2F35A8C86F500BFDEBE3B58D9E080BFEFD1C1DA12DEC0BFEBED968A6406C0BFD2A8B63EA14100 
BFD403B885512FC0BFD9B37235292E80BFEAC7505FC402C0BFC3B3F563B79400BFCBD9ED17EB1C00 
BFDF80540D681040BFD771182C851C80BFE7AD4ABC413E80BFEC3B280A4F8140BFEE8454FC506480 
**************************************************************** 
OUTPUT FILE FOLLOWS 
**************************************************************** 
 ifr = 0 
    -0.430 -0.469 -0.231 -0.346 -0.963 
    -0.157 -0.833 -0.576 -0.112 -0.692 
    -0.296 -0.480 -0.994 -0.873 -0.292 
    -0.313 -0.402 -0.837 -0.154 -0.218 
    -0.492 -0.366 -0.740 -0.882 -0.954 
kpiv = 1 
                LP BEGINS 
Pivot choice method = steepest ascent
 
Optimum reached 
Objective function = 0.22546566E+02 
Primal solution 

x- 2 0.93598824E+01 
x- 3 0.32740965E+00 
u- 3 0.13706462E+01 
u- 4 0.19458517E+01 
x- 1 0.12859274E+02
Dual solution
y- 5 0.88070292E+00 
y- 1 0.12842416E+01 
y- 2 0.89712165E-01 
v- 4 0.23158285E+00 
v- 5 0.11384409E+01 
Iteration count = 3 
kpiv = 2
                LP BEGINS 
Pivot choice method = largest improvement at each iteration
Optimum reached 
Objective function = 0.22546566E+02 
Primal solution
x- 2 0.93598824E+01 
x- 3 0.32740965E+00 
u- 3 0.13706462E+01 
u- 4 0.19458517E+01 
x- 1 0.12859274E+02
Dual solution
y- 5 0.88070292E+00 
y- 1 0.12842416E+01 
y- 2 0.89712165E-01 
v- 4 0.23158285E+00 
v- 5 0.11384409E+01 
Iteration count = 3 
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|Sect. E|Beginning|