Ivan Kylchik
70560fc3eb
This wy we can interpret all expressions like `A::a.name` at first and after that evaluate all complex expressions like `A::a.name + A::b.name`.
43 lines
1.0 KiB
Kotlin
Vendored
43 lines
1.0 KiB
Kotlin
Vendored
// !LANGUAGE: +IntrinsicConstEvaluation
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// TARGET_BACKEND: JVM_IR
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// WITH_STDLIB
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fun <T> T.id() = this
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class A {
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val a = ""
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fun b() = ""
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init {
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println("A init")
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}
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fun test() {
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val a = A::a.<!EVALUATED("a")!>name<!>
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val b = A::b.<!EVALUATED("b")!>name<!>
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val c = ::A.<!EVALUATED("<init>")!>name<!>
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val d = this::a.<!EVALUATED("a")!>name<!>
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val e = A()::b.<!EVALUATED("b")!>name<!>
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val f = getA()::b.<!EVALUATED("b")!>name<!>
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val temp = A()
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val g = temp::b.<!EVALUATED("b")!>name<!>
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val insideStringConcat = "${temp::b.<!EVALUATED("b")!>name<!>}"
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val complexExpression1 = A()::a.<!EVALUATED("a")!>name<!> + A()::b.<!EVALUATED("b")!>name<!>
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val complexExpression2 = A::a.<!EVALUATED("a")!>name<!> <!EVALUATED("ab")!>+ A::b.<!EVALUATED("b")!>name<!><!>
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var recursive = ::test.<!EVALUATED("test")!>name<!>
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}
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fun getA(): A = A()
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}
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// STOP_EVALUATION_CHECKS
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fun box(): String {
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A().test()
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return "OK"
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}
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