solution family sets of

[919] Change the horizontal alignment of a cell to center within a table of a Word document using Python

To change the horizontal alignment of a cell to center within a table of a Word document using Python and the python-docx library, you can set the ali ......
horizontal alignment document Change Python

[918] Copy the formatting from one cell in a table of a Word document to another cell in Python

To copy the formatting from one cell in a table of a Word document to another cell, you can use the python-docx library in Python. Here's a step-by-st ......
cell formatting document another Python

[920] Copy the font style from one cell in a table of a Word document to another cell using Python

To copy the font style from one cell in a table of a Word document to another cell using Python and the python-docx library, you can access the font p ......
cell document another Python style

[915] Implementation of zooming to layer and exporting to PDF in arcpy

ref: Camera - ArcGIS Pro ref: Introduction to arcpy.mp # Set the path to your project file (.aprx) project_file = r"Map 1.3 Heritage.aprx" # Reference ......
Implementation exporting zooming layer arcpy

ubuntu vscode setting.json,c_cpp_properties.json

//settings.json { "configurations": [ { "name": "Linux", "includePath": [ "${workspaceFolder}/**", "/usr/include/c++/13", "/usr/include/x86_64-linux-g ......

3——of C++枚举

C++枚举类型 总结一下C++里面的枚举类就是为了方便字符表示数据的一种方式吧,java枚举类也差不多 默认情况下,一个枚举变量没赋值的话则编译器赋为0,后面一次加1 枚举类型默认为int类型,也可以赋值其他数字类型 枚举的取值范围就不太纠结,感觉没啥用;枚举和switch配合,很棒 enum ex ......

AtCoder Regular Contest 167——B - Product of Divisors

题目很明显,给定 所有因数的积不断除以最多能除几次。 首先,很容易发现,对于每一对因子,都可以对答案得出B的贡献,设A的因子数目为n。 将A进行质因数分解,PBa1,PBa2,PBa3……PBam,那么因数个数就是质因子加一的乘积。 那么因子对数也就是前者一半。答案就是B乘因子对数除以二注意此处除操 ......
Divisors AtCoder Regular Contest Product

! CocoaPods 1.10.0 out of date (1.11.0 is recommended).

[!] Xcode - develop for iOS and macOS (Xcode 14.2) ! CocoaPods 1.10.0 out of date (1.11.0 is recommended). CocoaPods is used to retrieve the iOS and m ......
recommended CocoaPods date out 10

CF367C Sereja and the Arrangement of Numbers

这题首先上来会发现题目中的很多信息都是假的,核心就是问要构造一个\(x\)个点的完全图至少要多长的序列 我们把序列中相邻的两个元素看作图上的一条边,则可以把问题转化为:给一个\(x\)个点的完全图,问至少要走多长的路径才可以遍历图中的所有边至少一次 简单讨论下会发现当\(x\)为奇数时,此时图中每个 ......
Arrangement Numbers Sereja 367C 367

CF612E Square Root of Permutation

挺有意思的一个构造题,不过这种排列置换相关的套路感觉都太明显了 首先考虑把原图的每个置换环求出来,稍作观察会发现所有长度为奇数的置换环都可以很容易地构造出对应的\(q\)数组 但长度为偶数的置换环就不能单独构造了,但我们发现可以把两个长度相同且为偶数的置换环交错着合并来得到一个合法的\(q\)数组 ......
Permutation Square 612E Root 612

P4481 [BJWC2018] 序列合并 Solution

orz zhy,又被爆杀了。 首先四方 DP 是 trivial 的,我们设 \(f_{l,r,d}\) 表示 \([l,r]\) 的区间内被合并成 \(d\) 个石子的最小代价,对于 \(d>1\) 的位置 DP 完后可以贡献到 \(d=1\) 的位置。 其实这个做法可以直接通过本题(跑得飞快)可 ......
序列 Solution P4481 4481 2018

[QOJ6555] The 2nd Universal Cup. Stage 5. J : Sets May Be Good

先给 EI 磕三个 首先考虑用 \(n\) 个变量 \(x_1,x_2,\cdots,x_n\in\{0,1\}\) 表示第 \(i\) 个点选不选,那么导出子图的边数的奇偶性就是 \[f(x_1,x_2,\cdots,x_n)=\left(\sum_{(i,j)\in E}x_ix_j\right ......
Universal Stage 6555 Good Sets

solution set#1

The Very Beautiful Blanket Problem - A - Codeforces 题意 构造一个\(n\times m\)的矩阵,使其中每个\(4\times 4\)子矩阵中,右上角的\(2\times 2\)异或和与左下角的\(2\times 2\)异或和相等,左上角和右下角 ......
solution set

kotlin 属性的get和set方法

一、属性的继承 1、属性和函数类似也是可以继承 interface Parent { val addr: String // 这里是接口所以默认是open,如果是普通类中要被继承则需要显示写open } class Child: Parent { override val addr: String ......
属性 方法 kotlin get set

The 2nd Universal Cup. Stage 5: Northern J Sets May Be Good

题解 我们考虑计算 \(\sum_{S\subseteq\{1,2,3,\cdots,n\}} (-1)^{cnt(S)}\),这里 \(cnt(S)\) 表示 \(S\) 集合的导出子图的边数。 我们记 \(x_i=[i\in S]\)。 我们考虑删掉 \(n\) 号点。 注意到如果 \(x_i\ ......
Universal Northern Stage Good Sets

USACO 2023 US Open Platinum Triples of Cows

洛谷传送门 LOJ 传送门 hot tea. 一次删点操作的影响太大了,考虑添加虚点以减小影响(相同的套路在 CF1882E2 Two Permutations (Hard Version) 也出现过)。 具体而言,我们把第 \(i\) 条边 \((u, v)\) 变成 \((u, n + i), ......
Platinum Triples USACO 2023 Open

Solution

谁共一杯芳酒 按 \(l\) 从大到小为第一关键字,\(r\) 从小到大为第二关键字排序,以 \(r\) 为权值求最长不下降子序列即可。 代码 #include<cstdio> #include<vector> #include<queue> #include<cstring> #include<i ......
Solution

达梦数据库 -2723: 仅当指定列列表,且SET IDENTITY_INSERT为ON时,才能对自增列赋值

达梦数据库 -2723: 仅当指定列列表,且SET IDENTITY_INSERT为ON时,才能对自增列赋值 一、问题背景 达梦数据库 -2723: 仅当指定列列表,且SET IDENTITY_INSERT为ON时,才能对自增列赋值 二、问题原因 三、解决方案 ......

vue进行跳转之后出现Cannot read properties of undefined (reading 'router') TypeError: Cannot read properties of undefined (reading 'router'的问题

问题描述 使用router进行页面跳转时,就出现了这样的问题: 也就是这里出现了问题: 问题解决 本来是按照网上的教程: const _this=this; 但是,但是,我本来就是用的这种方法呀~ 然后就打算直接在这个界面引用: import router from '@/router' route ......
properties undefined reading Cannot router

Go - Creating Subtests to Have Finer Control Over Groups of Test Cases

Problem: You want to create subtests within a test function to have finer control over test cases. Solution: Use the t.Run function to create subtests ......
Creating Subtests Control Groups Cases

[913] Updating a Table of Contents (TOC) in a Word document using pywin32 to display numbers

If the python-docx method mentioned earlier doesn't work on your computer, you can try using the pywin32 library, which allows you to interact with Mi ......
Updating Contents document display numbers

Expression #3 of SELECT list is not in GROUP BY clause and contains nonaggregated column 'jira.ji.ID' which is not functionally dependent on columns in GROUP BY clause;only_full_group_by

这个报错的完整信息 Expression #3 of SELECT list is not in GROUP BY clause and contains nonaggregated column 'jira.ji.ID' which is not functionally dependent on ......

definition of the convex optimization

A convex optimization problem is one in which the objective and constraint functions are convex, which means they satisfy the inequality \(f_i(\alpha ......
optimization definition convex the of

Go - Setting Up and Tearing Down Before and After Tests

Problem: You want to set up data and an environment for testing and tear it down after the test is run. Solution: You can create helper functions or u ......
and Setting Tearing Before After

【dp】【竞赛图的性质】ARC163D Sum of SCC 题解

ARC163D 发现这个竞赛图一定能被分为两个集合 \(A\),\(B\)。满足 \(\forall u\in A,v\in B\),均有 \(u\to v\in E\)。答案就是划分这两个集合的方案数。 证明: 首先,竞赛图缩完点后一定是一条链,对强连通分量进行标号,满足编号小的强连通分量指向编号 ......
题解 性质 163D ARC 163

The solution of P9194

10黑寄。 problem & blog 考虑到处理加边并不简单,所以我们可以考虑一个黑点 \(p\),连边\((u,p)(p,v)\)。 考虑在现在这棵树上连个点在原图中有变相连相当于有一个公共的 \(p\) 是它们的邻居。 于是删边操作等价于将一个点的儿子黑点并到父亲黑点上。 为了统计答案我们设 ......
solution P9194 9194 The of

web of science中查文献变灰,解决办法

用个人账号登陆会出现下面的问题: 文献这里用不了。 解决办法: 不要用自己的账号登录,要用学校的账号登录。 然后会出现下面界面,选择自己的学校: ......
文献 science 办法 web of

D. Monocarp and the Set

D. Monocarp and the Set Monocarp has $n$ numbers $1, 2, \dots, n$ and a set (initially empty). He adds his numbers to this set $n$ times in some order ......
Monocarp and Set the

【转】,接上面3篇.Implement Sql Database Driver in 100 Lines of Go

原文: https://vyskocil.org/blog/implement-sql-database-driver-in-100-lines-of-go/ Implement Sql Database Driver in 100 Lines of Go 2019.02.18 Go databas ......
Implement Database Driver Lines 100

[908] Implementation of the progress bar in Python

You can implement a progress bar in Python to visually represent the progress of a task using various libraries. One commonly used library for this pu ......
Implementation progress Python 908 bar