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00130-swift-lexer-leximpl.swift
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// This source file is part of the Swift.org open source project
// Copyright (c) 2014 - 2017 Apple Inc. and the Swift project authors
// Licensed under Apache License v2.0 with Runtime Library Exception
//
// See https://swift.org/LICENSE.txt for license information
// See https://swift.org/CONTRIBUTORS.txt for the list of Swift project authors
// RUN: not %target-swift-frontend %s -typecheck
k)
func yx<jih>() -> (jih, jih -> jih) -> jih {
cb n cb.x = {
}
{
jih) {
vu }
}
protocol yx {
class func x()
}
class cb: yx{ class func x {}
ih k<ut> {
po vu(ut, () -> ())
}
func n<cb {
ih n {
func k
ml _ = k
}
}
class dcb {
typealias po = po
}
func dcb<ut>() {
v> : jih {
func po(po: ji.ay) {
}
}
func dcb<k: kji, ut ts qp<ut> == k.s.n>(w : k) -> ut? {
wv (po : ut?) in w {
rq let cb = po {
u cb
}
}
u cb
}
let w : [r?] = [cb, ihg, cb]
xw(dcb(w))
func yx<ut : sr>(po: ut) {
}
yx(l dc sr)
func dcb(po: r = hg) {
}
let n = dcb
n()
on n<cb : kji> {
ml po: cb
}
func dcb<cb>() -> [n<cb>] {
u []
}
protocol jih {
typealias nm
}
class vu<lk> {
edc <jih: jih ts jih.nm == lk>(k: jih.nm) {
}
}
func x(n: () -> ()) {
}
class dcb {
ml _ = x() {
}
}
protocol jih {
typealias gfe
}
on nm<ut : jih> {
let vu: ut
let x: ut.gfe
}
protocol vu {
typealias ba
func jih<ut ts ut.gfe == ba>(yx: nm<ut>)
}
on lk : vu {
typealias ba = r
func jih<ut ts ut.gfe == ba>(yx: nm<ut>) {
}
}
class jih: jih {
}
class nm : vu {
}
typealias vu = nm
func ^(dcb: sr, o) -> o {
u !(dcb)
}
func dcb(cb: ed, ut: ed) -> (((ed, ed) -> ed) -> ed) {
u {
(gfe: (ed, ed) -> ed) -> ed in
u gfe(cb, ut)
}
}
func po(t: (((ed, ed) -> ed) -> ed)) -> ed {
u t({
(s: ed, nm:ed) -> ed in
u s
})
}
po(dcb(fed, dcb(fe, gf)))
on jih<ut> {
let dcb: [(ut, () -> ())] = []
}
po
protocol n : po { func po
class dcb<yx : po, jih : po ts yx.cb == jih> {
}
protocol po {
typealias cb
typealias k
}
on n<vu : po> : po {
typealias jih
}
class n {
func po((ed, n))(dcb: (ed, kj)) {
po(dcb)
}
}
class jih<ut : jih> {
}
ml x = fed
ml hgf: r -> r = {
u $hg
}
let yx: r = { (cb: r, yx: r -> r) -> r in
u yx(cb)
}