// Enum-valued value-carrying failable: the SUCCESS path must zero the trailing // error slot. Regression (issue 0097). A `-> (Enum, !E)` `return .variant` // resolves the enum literal against the function's VALUE type (the enum), not // the failable tuple — otherwise the literal mis-resolves (tag 0) and is stamped // with the tuple type, which the success-return lowering mistakes for a forwarded // full tuple and leaves the error slot UNDEFINED (read back as garbage nonzero). // // This pins the slot at RUNTIME on the success path (cast(i64) e, bare `if e`, // and `e == error.X`) — not only via the `if !e` proof that the compiler can // fold away. It also exercises a non-zero ordinal (`.blue` = 2) so a value slot // that collapses to 0 is caught, and asserts the error PATH still carries the // right tag and `error_tag_name`. #import "modules/std.sx"; Color :: enum { red; green; blue; } E :: error { Nope } pick :: (s: string) -> (Color, !E) { if s == "red" { return .red; } if s == "blue" { return .blue; } // non-zero ordinal (2) raise error.Nope; } main :: () -> i32 { // ── success path: error slot MUST read 0 at runtime ── c, e := pick("red"); print("success err int = {}\n", cast(i64) e); // 0 if e { print("bare-if e: ERROR (WRONG)\n"); } else { print("bare-if e: ok\n"); } if e == error.Nope { print("e == Nope (WRONG)\n"); } else { print("e != Nope (ok)\n"); } if !e { print("guard !e: c = {}\n", cast(i64) c); } // 0 (red) // ── non-zero ordinal: value slot must carry the real ordinal ── c2, e2 := pick("blue"); if !e2 { print("blue: err int = {}, c = {}\n", cast(i64) e2, cast(i64) c2); } // 0, 2 // ── error path: the right tag flows through ── c3, e3 := pick("xxx"); print("error err nonzero = {}\n", cast(i64) e3 != 0); // true (ordinal is program-global, not pinned) if e3 == error.Nope { print("error: is Nope (ok)\n"); } else { print("error: not Nope (WRONG)\n"); } print("error tag name = {}\n", error_tag_name(e3)); // Nope return 0; }