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题目截图

题目分析

• 关键就是记录每次操作2时，nums1中的1的个数
• 这就需要实现线段树进行区间反转以及区间求和

ac code

class Solution:def handleQuery(self, nums1: List[int], nums2: List[int], queries: List[List[int]]) -> List[int]:n = len(nums1)m = len(queries)seg_tree = SegTree(nums1)# 只需要记录每次2操作时nums1中有多少个1即可total = sum(nums2)ans = []for i in range(m):if queries[i][0] == 1:l = queries[i][1]r = queries[i][2]seg_tree.reverse_range(l, r)elif queries[i][0] == 2:total += seg_tree.sum_range(0, n - 1) * queries[i][1]elif queries[i][0] == 3:ans.append(total)return ansclass SegTree:def __init__(self, nums):n = len(nums)self.arr = [SegNode() for _ in range(n * 4 + 1)]self.build(1, 0, n - 1, nums)def sum_range(self, left, right):return self.query(1, left, right)def reverse_range(self, left, right):self.modify(1, left, right)def build(self, id, l, r, nums):arr = self.arrarr[id] = SegNode()arr[id].l = larr[id].r = rarr[id].lazytag = Falseif l == r:arr[id].sum = nums[l]returnmid = (l + r) >> 1self.build(2 * id, l, mid, nums)self.build(2 * id + 1, mid + 1, r, nums)arr[id].sum = arr[2 * id].sum + arr[2 * id + 1].sum# pushdown函数：下传懒标记，即将当前区间的修改情况下传到其左右孩子结点def pushdown(self, x):arr = self.arrif arr[x].lazytag:arr[2 * x].lazytag = not arr[2 * x].lazytagarr[2 * x].sum = arr[2 * x].r - arr[2 * x].l + 1 - arr[2 * x].sumarr[2 * x + 1].lazytag = not arr[2 * x + 1].lazytagarr[2 * x + 1].sum = arr[2 * x + 1].r - arr[2 * x + 1].l + 1 - arr[2 * x + 1].sumarr[x].lazytag = False# 区间修改def modify(self, id, l, r):arr = self.arrif arr[id].l >= l and arr[id].r <= r:arr[id].sum = (arr[id].r - arr[id].l + 1) - arr[id].sumarr[id].lazytag = not arr[id].lazytagreturnself.pushdown(id)mid = (arr[id].l + arr[id].r) >> 1if arr[2 * id].r >= l:self.modify(2 * id, l, r)if arr[2 * id + 1].l <= r:self.modify(2 * id + 1, l, r)arr[id].sum = arr[2 * id].sum + arr[2 * id + 1].sum# 区间查询def query(self, id, l, r):arr = self.arrif arr[id].l >= l and arr[id].r <= r:return arr[id].sumif arr[id].r < l or arr[id].l > r:return 0self.pushdown(id)mid = (arr[id].l + arr[id].r) >> 1res = 0if arr[2 * id].r >= l:res += self.query(2 * id, l, r)if arr[2 * id + 1].l <= r:res += self.query(2 * id + 1, l, r)return resclass SegNode:def __init__(self):self.l = 0self.r = 0self.sum = 0self.lazytag = False