class sds v where
sds :: ((v t Upd)->In t (Main (v c s))) -> (Main (v c s)) | type, mTaskType, toCode t
con :: ((v t Expr) ->In t (Main (v c s))) -> (Main (v c s)) | type t
+class sdspub v where
pub :: (v t Upd) -> v t Expr | type t
class seq v where
(>>=.) infixr 0 :: (v t p) ((v t Expr) -> (v u q)) -> (v u Stmt) | type t & type u
(:.) infixr 0 :: (v t p) (v u q) -> v u Stmt | type t & type u
+class retrn v where
+ retrn :: v () Expr
class step` v where
(>>*.) infixl 1 :: (v t p) ((v t Expr) -> [Step v u]) -> v u Stmt | type t & type u
:: Step v t = E.p.q: Cond (v Bool q) (v t p) | E.p: Ever (v t p)