let scan_int () = Scanf.scanf " %d" (fun x -> x) let scan_array len read_func = Array.init len (fun _ -> read_func()) let print_int n = Printf.printf "%d\n" n (* zero-based numbering *) module LazySegmentTree : sig type ('a, 'b) lst val init : int -> 'a -> 'b -> ('a->'a->'a) -> ('a->'b->int->'a) -> ('b->'b->'b) -> ('a, 'b) lst val set : ('a, 'b) lst -> int -> 'a -> unit val build : ('a, 'b) lst -> unit val update : ('a, 'b) lst -> int -> int -> 'b -> unit val query : ('a, 'b) lst -> int -> int -> 'a val get : ('a, 'b) lst -> int -> 'a end = struct (* m: monoid; om: operator monoid *) type ('a, 'b) lst = { n: int; seg: 'a array; lazyseg: 'b array; id_m: 'a; id_om: 'b; func_m: 'a -> 'a -> 'a; func_mo: 'a -> 'b -> int -> 'a; func_o: 'b -> 'b -> 'b} let get_n _n = let rec loop n ret = if ret < n then loop n (ret*2) else ret in loop _n 1 let init _n _id_m _id_om _func_m _func_mo _func_o = let _n = get_n _n in { n = _n; seg = Array.make (_n*2) _id_m; lazyseg = Array.make (_n*2) _id_om; id_m = _id_m; id_om = _id_om; func_m = _func_m; func_mo = _func_mo; func_o = _func_o} let set lst i x = lst.seg.(lst.n+i) <- x let merge lst par = lst.seg.(par) <- lst.func_m lst.seg.(par*2) lst.seg.(par*2+1) let build lst = let rec loop i = if i = 0 then () else let _ = merge lst i in loop (i-1) in loop (lst.n-1) let propagate lst k len = if lst.lazyseg.(k) <> lst.id_om then let _ = if k < lst.n then let _ = lst.lazyseg.(2*k) <- lst.func_o lst.lazyseg.(2*k) lst.lazyseg.(k) in lst.lazyseg.(2*k+1) <- lst.func_o lst.lazyseg.(2*k+1) lst.lazyseg.(k) in let _ = lst.seg.(k) <- lst.func_mo lst.seg.(k) lst.lazyseg.(k) len in lst.lazyseg.(k) <- lst.id_om (* update: [a, b) *) let update lst a b x = let rec rec_update x k l r = let _ = propagate lst k (r-l) in if b <= l || r <= a then lst.seg.(k) else if a <= l && r <= b then let _ = lst.lazyseg.(k) <- lst.func_o lst.lazyseg.(k) x in let _ = propagate lst k (r-l) in lst.seg.(k) else let m = (l+r) / 2 in let _ = lst.seg.(k) <- lst.func_m (rec_update x (2*k) l m) (rec_update x (2*k+1) m r) in lst.seg.(k) in let _ = rec_update x 1 0 lst.n in () (* query: [a, b) *) let query lst a b = let rec rec_query k l r = let _ = propagate lst k (r-l) in if b <= l || r <= a then lst.id_m else if a <= l && r <= b then lst.seg.(k) else let m = (l+r) / 2 in lst.func_m (rec_query (2*k) l m) (rec_query (2*k+1) m r) in rec_query 1 0 lst.n let get lst i = query lst i (i+1) end (* define : propagate function *) let f (a, af, ab) (b, bf, bb) = if ab <> bf && ab >= 0 && bf >= 0 then (a+b+1, af, bb) else (a+b, af, bb) let g (a, af, ab) b len = (a, af+b, ab+b) let h a b = a + b (* main function *) let () = let n = scan_int() and q = scan_int() in let lst = LazySegmentTree.init n (0, -1, -1) 0 f g h in let _ = for i = 0 to n-1 do let a = scan_int() in LazySegmentTree.set lst i (0, a, a) done in let _ = LazySegmentTree.build lst in for i = 1 to q do let com = scan_int() in if com = 1 then let l = scan_int() and r = scan_int() and x = scan_int() in LazySegmentTree.update lst (l-1) r x else let l = scan_int() and r = scan_int() in let x, _, _ = LazySegmentTree.query lst (l-1) r in print_int (x+1) done