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The reason is that while there are optimizations for them definition of their state is both rather simple and may be confusing in testData
76 lines
2.8 KiB
Plaintext
Vendored
76 lines
2.8 KiB
Plaintext
Vendored
== foo ==
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fun foo() {
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val a = 1
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val f = { x: Int ->
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val y = x + a
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use(a)
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}
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}
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---------------------
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L0:
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1 <START> INIT: in: {} out: {}
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2 mark({ val a = 1 val f = { x: Int -> val y = x + a use(a) } })
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v(val a = 1) INIT: in: {} out: {}
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r(1) -> <v0> INIT: in: {} out: {}
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w(a|<v0>) INIT: in: {} out: {}
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v(val f = { x: Int -> val y = x + a use(a) }) INIT: in: {} out: {}
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mark({ x: Int -> val y = x + a use(a) }) INIT: in: {} out: {}
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jmp?(L2)
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d({ x: Int -> val y = x + a use(a) }) INIT: in: {} out: {}
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L2 [after local declaration]:
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r({ x: Int -> val y = x + a use(a) }) -> <v1>
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w(f|<v1>) INIT: in: {} out: {}
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L1:
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1 <END> INIT: in: {} out: {}
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error:
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<ERROR>
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sink:
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<SINK> USE: in: {} out: {}
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=====================
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== anonymous_0 ==
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{ x: Int ->
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val y = x + a
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use(a)
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}
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---------------------
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L3:
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3 <START> INIT: in: {} out: {}
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v(x: Int) INIT: in: {} out: {}
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magic[FAKE_INITIALIZER](x: Int) -> <v0> INIT: in: {} out: {}
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w(x|<v0>) INIT: in: {} out: {}
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4 mark(val y = x + a use(a)) INIT: in: {} out: {}
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v(val y = x + a) INIT: in: {} out: {}
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r(x) -> <v1> INIT: in: {} out: {}
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r(a) -> <v2>
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mark(x + a)
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call(x + a, plus|<v1>, <v2>) -> <v3>
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w(y|<v3>) INIT: in: {} out: {}
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r(a) -> <v4> INIT: in: {} out: {}
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mark(use(a))
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call(use(a), use|<v4>) -> <v5>
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3 ret(*|<v5>) L4
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L4:
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<END>
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error:
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<ERROR>
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sink:
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<SINK> USE: in: {} out: {}
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=====================
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== use ==
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fun use(vararg a: Any?) = a
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---------------------
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L0:
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1 <START> INIT: in: {} out: {}
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v(vararg a: Any?) INIT: in: {} out: {}
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magic[FAKE_INITIALIZER](vararg a: Any?) -> <v0> INIT: in: {} out: {}
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w(a|<v0>) INIT: in: {} out: {}
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r(a) -> <v1> INIT: in: {} out: {}
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ret(*|<v1>) L1
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L1:
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<END>
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error:
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<ERROR>
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sink:
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<SINK> USE: in: {} out: {}
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=====================
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