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+! { dg-do run }
+!
+! This test checks whether the largest possible
+! floating-point number works.
+!
+! This is a run-time check. Depending on the architecture,
+! this tests REAL(8), REAL(10) or REAL(16) and REAL(16)
+! might be a hardware or libquadmath 128bit number.
+!
+program test_qp
+ use iso_fortran_env, only: real_kinds
+ implicit none
+ integer, parameter :: QP = real_kinds(ubound(real_kinds,dim=1))
+ real(qp) :: fp1, fp2, fp3, fp4
+ character(len=80) :: str1, str2, str3, str4
+ fp1 = 1
+ fp2 = sqrt (2.0_qp)
+ write (str1,*) fp1
+ write (str2,'(g0)') fp1
+ write (str3,*) fp2
+ write (str4,'(g0)') fp2
+
+! print '(3a)', '>',trim(str1),'<'
+! print '(3a)', '>',trim(str2),'<'
+! print '(3a)', '>',trim(str3),'<'
+! print '(3a)', '>',trim(str4),'<'
+
+ read (str1, *) fp3
+ if (fp1 /= fp3) call abort()
+ read (str2, *) fp3
+ if (fp1 /= fp3) call abort()
+ read (str3, *) fp4
+ if (fp2 /= fp4) call abort()
+ read (str4, *) fp4
+ if (fp2 /= fp4) call abort()
+
+ select case (qp)
+ case (8)
+ if (str1 /= " 1.0000000000000000") call abort()
+ if (str2 /= "1.0000000000000000") call abort()
+ if (str3 /= " 1.4142135623730951") call abort()
+ if (str4 /= "1.4142135623730951") call abort()
+ case (10)
+ if (str1 /= " 1.00000000000000000000") call abort()
+ if (str2 /= "1.00000000000000000000") call abort()
+ if (str3 /= " 1.41421356237309504876") call abort()
+ if (str4 /= "1.41421356237309504876") call abort()
+ case (16)
+ if (str1 /= " 1.00000000000000000000000000000000000") call abort()
+ if (str2 /= "1.00000000000000000000000000000000000") call abort()
+ if (str3 /= " 1.41421356237309504880168872420969798") call abort()
+ if (str4 /= "1.41421356237309504880168872420969798") call abort()
+ block
+ real(qp), volatile :: fp2a
+ fp2a = 2.0_qp
+ fp2a = sqrt (fp2a)
+ if (abs (fp2a - fp2) > sqrt(2.0_qp)-nearest(sqrt(2.0_qp),-1.0_qp)) call abort()
+ end block
+ case default
+ call abort()
+ end select
+
+end program test_qp