import random import sys import itertools input = sys.stdin.buffer.readline random.seed() class RBST: """https://tjkendev.github.io/procon-library/python/binary_search_tree/RBST.html から拝借しています。""" def __init__(self): self.root = None # find a node with a key x def find(self, x): node = self.root while node: v = node[2] if v == x: return 1 node = node[v < x] return 0 # find the k-th key in a tree def at(self, k): node = self.root k += 1 while 1: v = (node[0][3] + 1 if node[0] else 1) if v == k: return node[2] if k < v: node = node[0] else: k -= v node = node[1] return -1 # insert a node with a key x def insert(self, x): # before insert(x), the tree must not contain a key x rand = random.random new_node = [None, None, x, 1] if not self.root: self.root = new_node return node = self.root prv = None while node: if node[3] == int(rand() * (node[3] + 1)): break node[3] += 1 prv = node node = node[node[2] < x] if prv: prv[prv[2] < x] = new_node else: self.root = new_node left = right = new_node st = [] while node: st.append(node) if node[2] < x: left[1] = left = node node = node[1] else: right[0] = right = node node = node[0] left[1] = right[0] = None new_node[0], new_node[1] = new_node[1], new_node[0] st.reverse() for node in st: l, r = node[:2] node[3] = (l[3] if l else 0) + (r[3] if r else 0) + 1 l, r = new_node[:2] new_node[3] = (l[3] if l else 0) + (r[3] if r else 0) + 1 # remove a node with key x def remove(self, x): # before remove(x), the tree must contain a key x rand = random.random node = self.root prt = None while node[2] != x: node[3] -= 1 prt = node node = node[node[2] < x] cur = top = prt if prt: prv_d = (prt[1] == node) else: cur = top = [None] prv_d = 0 left, right = node[:2] st = []; push = st.append while left and right: a = left[3]; b = right[3] if int(rand() * (a + b)) < a: push(left) cur[prv_d] = cur = left left = left[1] prv_d = 1 else: push(right) cur[prv_d] = cur = right right = right[0] prv_d = 0 rest = left or right cur[prv_d] = rest if not prt: self.root = top[0] st.reverse() for node in st: l, r = node[:2] node[3] = (l[3] if l else 0) + (r[3] if r else 0) + 1 # pop the k-th key def pop(self, k): # when pop(x), the tree should contain the k-th element rand = random.random node = self.root prt = None k += 1 while 1: l = node[0] v = (l[3] + 1 if l else 1) if v == k: break prt = node node[3] -= 1 if k < v: node = node[0] else: k -= v node = node[1] r_node = node cur = top = prt if prt: prv_d = (prt[1] == node) else: cur = top = [None] prv_d = 0 left, right = node[:2] st = []; push = st.append while left and right: a = left[3]; b = right[3] if int(rand() * (a + b)) < a: push(left) cur[prv_d] = cur = left left = left[1] prv_d = 1 else: push(right) cur[prv_d] = cur = right right = right[0] prv_d = 0 rest = left or right cur[prv_d] = rest if not prt: self.root = top[0] st.reverse() for node in st: l, r = node[:2] node[3] = (l[3] if l else 0) + (r[3] if r else 0) + 1 return r_node[2] N, Q = map(int, input().split()) A = tuple(map(int, input().split())) As = [0] + list(itertools.accumulate(A)) indices = RBST() for i in range(N): indices.insert(i) for _ in range(Q): t, l, r = map(int, input().split()) l -= 1 r -= 1 if t == 1: for i in range(r - l): x = indices.pop(l + 1) else: # t==2 lidx = indices.at(l) ridx = indices.at(r) print(As[ridx + 1] - As[lidx])