class SegTreeIndex(object): # 区間の最小 or 最大値とその index を取得 # 未検証 __slots__ = ["elem_size", "tree", "default", "op", "index", "op2"] def __init__(self, a: list, default=float("inf"), op=min, op2=lambda a,b:a>b): # 同じ場合最左のインデックスを返す # 最大値・最左 -> -float("inf"), max, lambda a,b:a<=b from math import ceil, log real_size = len(a) self.elem_size = elem_size = 1 << ceil(log(real_size, 2)) self.tree = tree = [default] * (elem_size * 2) self.index = index = [0] * (elem_size * 2) tree[elem_size:elem_size + real_size] = a index[elem_size:elem_size + real_size] = list(range(real_size)) self.default = default self.op = op self.op2 = op2 for i in range(elem_size-1, 0, -1): v1, v2 = tree[i<<1], tree[(i<<1)+1] tree[i] = op(v1, v2) index[i] = index[(i<<1) + op2(v1, v2)] def get_value(self, x: int, y: int) -> tuple: # 半開区間 l, r = x + self.elem_size, y + self.elem_size tree, result, op, op2, index = self.tree, self.default, self.op, self.op2, self.index idx = -1 while l < r: if l & 1: v1, v2 = result, tree[l] result = op(v1, v2) if op2(v1, v2)==1: idx = index[l] l += 1 if r & 1: r -= 1 v1, v2 = tree[r], result result = op(v1, v2) if op2(v1, v2)==0: idx = index[r] l, r = l >> 1, r >> 1 return result, idx def set_value(self, i: int, value: int) -> None: k = self.elem_size + i self.tree[k] = value self.update(k) def update(self, i: int) -> None: op, tree, index, op2 = self.op, self.tree, self.index, self.op2 while i > 1: i >>= 1 v1, v2 = tree[i<<1], tree[(i<<1)+1] tree[i] = op(v1, v2) index[i] = index[(i<<1) + op2(v1, v2)] N, Q = map(int, input().split()) A = list(map(int, input().split())) seg = SegTreeIndex(A) V = seg.tree siz = seg.elem_size Ans = [] for i in range(Q): q, l, r = map(int, input().split()) if q==1: l-=1 r-=1 al, ar = V[l+siz], V[r+siz] seg.set_value(l, ar) seg.set_value(r, al) else: l-=1 mi, ami = seg.get_value(l, r) Ans.append(ami+1) #print(mi, ami) #print("v=", V) #print("I=", seg.index) print("\n".join(map(str, Ans)))