!  hypot(x,y) cases
!
!  Exact finite cases with at least one zero argument
3H	=d	1	0	OK	1
3H	=d	-1	0	OK	1
3H	=d	1	-0	OK	1
3H	=d	-1	-0	OK	1
3H	=d	0	1	OK	1
3H	=d	-0	1	OK	1
3H	=d	0	-1	OK	1
3H	=d	-0	1	OK	1
3H	=d	Hd1	0	OK	Hd1
3H	=d	-0	-Hd1	OK	Hd1
3H	=d	E	-0	OK	E
3H	=d	0	-E	OK	E
3H	=d	-Ed1	0	OK	Ed1
3H	=d	-0	Ed1	OK	Ed1
3H	=d	0i1	0	OK	0i1
3H	=d	-0	-0i1	OK	0i1
3H	=d	0	0	OK	0
3H	=d	0	-0	OK	0
3H	=d	-0	0	OK	0
3H	=d	-0	-0	OK	0
!  Exact finite cases with nonzero arguments (implementation-dependent)
3H	=d	3	4	OK	5
3H	=d	-4	-3	OK	5
!3H	e		3p16381		4p16381		OK		5p16381		Makes no sense for powerpc <klh 9/30/93>
!3H	e		-4p16381	3p16381		OK		5p16381		Makes no sense for powerpc <klh 9/30/93>
!3H	e		4m16384		-3m16384	OK		5m16384		Makes no sense for powerpc <klh 9/30/93>
!3H	e		3m16384		-4m16384	OK		5m16384		Makes no sense for powerpc <klh 9/30/93>
3H	=d	-0i3	0i4	OK	0i5
3H	=d	-0i4	-0i3	OK	0i5
!  Infinite case with infinite argument(s)
3H	=d	H	0	OK	H
3H	=d	-0	-H	OK	H
3H	=d	-H	-1	OK	H
3H	=d	-1	H	OK	H
3H	=d	Hd1	-H	OK	H
3H	=d	H	Hd1	OK	H
3H	=d	-Ei1	H	OK	H
3H	=d	-H	Ei1	OK	H
3H	=d	Ed1	H	OK	H
3H	=d	-H	-Ed1	OK	H
3H	=d	0i3	-H	OK	H
3H	=d	H	-0i3	OK	H
3H	=d	-H	H	OK	H
3H	=d	-H	-H	OK	H
3H	=d	H	H	OK	H
3H	=d	H	-H	OK	H
!  Inexact finite cases (*** NOTE tolerances ***)
! <scp> Disabled <e and >e variants, since function is computed round-nearest always.
3H	=d	Hm1	1	x	Hm1
3H	=d	-E	1	x	1
3H	=d	127d1	0i1	x	127d1
3H	=d	-5i1	12	x	13
3H	=d	3d1	4	x	5
!  Overflow cases
3H	=d	Hd1	Hd2	ox	H
3H	=d	-Hm1	-Hd2	ox	H
!  Underflow cases
3H	=d	0i1	0i1	ux	0i1
3H	=d	-0i3	0i7	ux	0i8
!  NaN cases
!  Changed INF/NaN cases to return +INF <6/9/93, JPO>
3H	=d	Q	-H	OK	H
3H	=d	Q	-Hd1	OK	Q
3H	=d	Q	-1	OK	Q
3H	=d	Q	-E	OK	Q
3H	=d	Q	-Ed1	OK	Q
3H	=d	Q	-0i1	OK	Q
3H	=d	Q	-0	OK	Q
3H	=d	-Q	0	OK	Q
3H	=d	-Q	0i1	OK	Q
3H	=d	-Q	Ed1	OK	Q
3H	=d	-Q	E	OK	Q
3H	=d	-Q	1	OK	Q
3H	=d	-Q	Hd1	OK	Q
3H	=d	-Q	H	OK	H
3H	=d	-Q	Q	OK	Q
3H	=d	-Q	-Q	OK	Q
3H	=d	Q	Q	OK	Q
3H	=d	Q	-Q	OK	Q
3H	=d	-H	-Q	OK	H
3H	=d	-Hd1	-Q	OK	Q
3H	=d	-1	-Q	OK	Q
3H	=d	-E	-Q	OK	Q
3H	=d	-Ed1	-Q	OK	Q
3H	=d	-0i1	-Q	OK	Q
3H	=d	-0	-Q	OK	Q
3H	=d	0	Q	OK	Q
3H	=d	0i1	Q	OK	Q
3H	=d	Ed1	Q	OK	Q
3H	=d	E	Q	OK	Q
3H	=d	1	Q	OK	Q
3H	=d	Hd1	Q	OK	Q
3H	=d	H	Q	OK	H