Protocol:  "TCP",
						Port:      uint16(80),
						Scheduler: "rr",
					},
					{
						IP:       "100.101.102.103",
						Port:     3001,
						Protocol: "TCP",
					}: {
						Address:   netutils.ParseIPSloppy("100.101.102.103"),
						Protocol:  "TCP",
						Port:      uint16(3001),
						Scheduler: "rr",
					},
				},
				Destinations: map[ipvstest.ServiceKey][]*utilipvs.RealServer{

		return rr, false
	}
	return rr, true
}

// ExtrelocSimple creates a simple external relocation from r, with the same
// symbol and addend.
func ExtrelocSimple(ldr *loader.Loader, r loader.Reloc) loader.ExtReloc {
	var rr loader.ExtReloc
	rs := r.Sym()
	rr.Xsym = rs
	rr.Xadd = r.Add()
	rr.Type = r.Type()
	rr.Size = r.Siz()
	return rr
}

			}
			h, _ := mux.Handler(r)
			rr := httptest.NewRecorder()
			h.ServeHTTP(rr, r)
			if rr.Code != 301 {
				if rr.Code != tt.code {
					t.Errorf("%s %s %s = %d, want %d", tt.method, tt.host, tt.url, rr.Code, tt.code)
				}
				break
			}
			if !tt.redirOk {
				t.Errorf("%s %s %s, unexpected redirect", tt.method, tt.host, tt.url)
				break
			}
			turl = rr.HeaderMap.Get("Location")
			tries--
		}

},write:function(t){He(this.wrapper,this.clsHide,t.hide),t.changed&&(t.changed=!1,ot(this.wrapper,this.attrFill,new Array(t.width).join(t.fill)))},events:["resize"]}},rr={props:{container:Boolean},data:{container:!0},computed:{container:function(t){var e=t.container;return!0===e&&this.$container||e&&Ce(e)}}},or=[],sr={mixins:[hn,rr,un],props:{selPanel:String,selClose:String,escClose:Boolean,bgClose:Boolean,stack:Boolean},data:{cls:"uk-open",escClose:!0,bgClose:!0,overlay:!0,stack:!1},computed:{p...

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		return op_CEBR
	}
	c.ctxt.Diag("unknown rre opcode %v", a)
	return 0
}

// zoprr returns the RR op for the given a.
func (c *ctxtz) zoprr(a obj.As) uint32 {
	switch a {
	case ACMPW:
		return op_CR
	case ACMPWU:
		return op_CLR
	}
	c.ctxt.Diag("unknown rr opcode %v", a)
	return 0
}

// zopril returns the RIL op for the given a.

decrease, and so will the Angle AXR which the Rays AN and GR contain; and the Arch QF and Angle AXR will be biggest when ND is to CN as sqrt(II - RR) to sqrt(3)RR, in which case NE will be to ND as 2R to I. Also the Angle AYS, which the Rays AN and HS contain will first decrease, and then increase and grow least when ND is to CN as sqrt(II - RR) to sqrt(8)RR, in which case NE will be to ND, as 3R to I. And so the Angle which the next emergent Ray (that is, the emergent Ray after three Reflexions) contains...

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