Gauss seidal , Fortran

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! solution of linear equations by Gauss-Seidal iteration method
      real sum,sum1
      integer i,j,t
       dimension a(10,10),b(10),x(10),y(10),d(10)
       write(*,*)'Enter the dimension of the system'
       read (*,*) n
       write(*,*)'Enter the element of the A(row wise)'
       do i=1,n
      read(*,*) (a(i,j),j=1,n),b(i)
      enddo
      Do  i=1,n      ! Initial gauss values
       x(i)=0
        end do
      do i=1,n        
        s=0
      max=abs(a(i,i))
       Do j=1,n
        s=s+a(i,j)
       max2=abs(s)
       End do
       p=abs(max2-max) 
       End do
        
10    do i=1,n
      y(i)=x(i)
      sum=b(i)
     do j=1,n
     if (i.eq.j) then
    else
     sum=sum-a(i,j)*x(j)
     endif
      enddo
      x(i)=sum/a(i,i)
     if (abs(x(i)-y(i)).lt.0.0001) then    ! it chack correction upto six decimal place
    d(i)=1
    else
    d(i)=0
    endif
    enddo
    sum1=0
    do i=1,n
    sum1=sum1+d(i)
    end do
    if (sum1.eq.n) then
     goto 40
     else
    t=t+1
     goto 10
     endif
40 write(*,*)' THE SOLUTION VECTOR ARE :'
     Write(*,*)(x(i),i=1,n)
     Write(*,*)' SOLUTIONS CORRECTED UPTO THREE DECIMAL PLACE ARE:'
      Do i=1,n
     write(*,60)i,x(i)
     End do
60  format('x(',I2,')=',f5.2)
     write(*,*)'NUMBER OF ITERATIONS =',t
    stop
     end

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Compilation time: 0.12 sec, absolute running time: 0.14 sec, cpu time: 0.01 sec, memory peak: 5 Mb, absolute service time: 0,33 sec