}

// FunctionType is a function type.
type FunctionType struct {
	Return AST
	Args   []AST

	// The forLocalName field reports whether this FunctionType
	// was created for a local name. With the default GNU demangling
	// output we don't print the return type in that case.
	ForLocalName bool
}

func (ft *FunctionType) print(ps *printState) {
	retType := ft.Return

            "type": "string"
          },
          "operation": {
            "description": "Operation is the type of operation which lead to this ManagedFieldsEntry being created. The only valid values for this field are 'Apply' and 'Update'.",
            "type": "string"
          },
          "subresource": {

				}},
				AddressType: discovery.AddressTypeIPv4,
				Endpoints: []discovery.Endpoint{
					{
						// this endpoint won't be used because it's not local,
						// but it will prevent a REJECT rule from being created
						Addresses: []string{"10.0.1.5"},
						Conditions: discovery.EndpointConditions{
							Ready:       ptr.To(false),
							Serving:     ptr.To(true),
							Terminating: ptr.To(true),
						},

            "type": "string"
          },
          "operation": {
            "description": "Operation is the type of operation which lead to this ManagedFieldsEntry being created. The only valid values for this field are 'Apply' and 'Update'.",
            "type": "string"
          },
          "subresource": {

and 8 Minutes. Two of the solid Angles opposite to one another, as C and E, are compassed each of them with three of these obtuse Angles, and each of the other six with one obtuse and two acute ones. It cleaves easily in planes parallel to any of its Sides, and not in any other Planes. It cleaves with a glossy polite Surface not perfectly plane, but with some little unevenness. It is easily scratch'd, and by reason of its softness it takes a Polish very difficultly. It polishes better upon polish'd...

// Each check can fail due to number or type mismatch. However, these
// conditions are not all independent. So we just check I->{CI, BI}, O->BO, and
// in addition I->O. BO->BI mismatch cannot be independently created without
// breaking one of these mismatches. That gives us 4x2 tests. In addition
// condition result needs to be tensor<i1>, for which we have 3
// additional validation tests. All these tests are based on the following