almost equal make with

CSS: Button with Gradient Border

from: https://codepen.io/airen/pen/OaVopb <!doctype html> <html> <head> <meta charset="utf-8"> <meta name="viewport" content="width=device-width, init ......
Gradient Button Border with CSS

Support in Wayland Compositor with rime

Support in Wayland Compositor Even if you are using only native wayland applications, Xwayland is recommended to be enabled for following reason. If c ......
Compositor Support Wayland with rime

c# 类重写Equal,GetHashCode,实现IComparable,IComparable<T>

/// <summary> /// Array,List<T> 排序都依赖于IComparable /// </summary> public class Student : IEquatable<Student>,IComparable, IComparable<Student> { public ......
IComparable GetHashCode Equal lt gt

Module was compiled with an incompatible version of Kotlin. The binary version of its metadata is 1.8.0, expected version is 1.6.0.

Launching lib/main.dart on 22011211C in debug mode... e: /Users/mm/.gradle/caches/transforms-3/37865fb99fa1fb60cf850910df4bb8bf/transformed/jetified-k ......

[转帖]L4LB for Kubernetes: Theory and Practice with Cilium+BGP+ECMP

http://arthurchiao.art/blog/k8s-l4lb/ Published at 2020-04-10 | Last Update 2020-08-22 1. Problem Definition 2. Requirement Analysis 2.1 L4LB Model 2. ......
Kubernetes Practice Cilium Theory L4LB

css: rainbow Border with gradient and radius

<!doctype html> <html> <head> <meta charset="utf-8"> <meta http-equiv="X-UA-Compatible" content="IE=edge"> <meta name="viewport" content="width=device ......
gradient rainbow Border radius with

CF1270G Subset with Zero Sum

G. Subset with Zero Sum 很妙。 一开始冲着背包去想的,显然不行。 考虑他条件给的这个 \(i − n \le a_i \le i − 1\) 化简一下得到 \[1 \le i - a_i \le n \]题目要去求 \[\sum \limits_{i \in S} a_i = ......
Subset 1270G 1270 with Zero

CF1270G Subset with Zero Sum

题目链接:洛谷 或者 CF 比较朴素的题,首先观察题目条件: \[ i-n \le a_i \le i-1 \Rightarrow 1 \le i-a_i \le n \text{,所以易知 } i-a_i \text{ 必定是某一点} \]考虑构造题目所说 \[\sum_{i=x_1}^{x_{t ......
Subset 1270G 1270 with Zero

修改账户密码时提示 ERROR 1290 (HY000): The MySQL server is running with the --skip-grant-tables option so it cannot execute this statement 错误

修改账户密码时提示 ERROR 1290 (HY000): The MySQL server is running with the --skip-grant-tables option so it cannot execute this statement 错误 ......

curl_easy_perform() failed: Problem with the SSL CA cert (path? access rights?)

curl_easy_perform() failed: Problem with the SSL CA cert (path? access rights?) 最近遇到了一个这个问题 发现是因为自己加了一个这个 curl_easy_setopt(pCURL, CURLOPT_SSL_OPTIONS, ......

[Vue warn]: onUnmounted is called when there is no active component instance to be associated with

[Vue warn]: onUnmounted is called when there is no active component instance to be associated with. Lifecycle injection APIs can only be used during e ......

component lists rendered with v-for should have explicit keys.

报错 component lists rendered with v-for should have explicit keys. vue2项目启动告警 告警信息 Module Warning (from ./node_modules/@vue/vue-loader-v15/lib/loaders/ ......
component explicit rendered should lists

gsamplerCubeArrayShadow isn't supported in textureGrad, textureLod or texture with bias

问题描述 跑rust的Bevy示例程序 运行3d的示例,cargo run --example 3d_shapes 发现报错: INFO bevy_render::renderer: AdapterInfo { name: "Mesa Intel(R) Graphics (ADL GT2)", ve ......

Chapter 2 Building Abstract ions with Data

Chapter 2 Building Abstract ions with Data Native Data Types 到目前为止,我们使用的值都是 Python 语言中内置的少量的原始数据类型的实例。原始数据类型具有以下属性: ^13b410 有一些可以求解为原始数据类型的表达式,被称为字面量( ......
Building Abstract Chapter ions Data

3_5 Interpreters for Languages with Abstraction

3_5 Interpreters for Languages with Abstraction The Calculator language provides a means of combination through nested call expressions. However, ther ......
Interpreters Abstraction Languages with for

npm install安装依赖包时报错npm ERR! command C:\Windows\system32\cmd.exe /d /s /c node install.js,npm ERR! ChromeDriver installation failed Error with http(s) request: Error: read ECONNRESET

PS E:\20231213\uirecorder> PS E:\20231213\uirecorder> PS E:\20231213\uirecorder> PS E:\20231213\uirecorder> PS E:\20231213\uirecorder> npm install npm ......
install npm Error ChromeDriver installation

如何重写equals和hashcode

注意equals与==的区别 基本数据类型==比较的是内容而引用类型比较的是对象的内存地址 又因为Object为所有对象的父类所以它的所有子类继承该方法它的源码如下 public boolean equals(Object obj) { //java中==符号在比较复合型数据类型(类)时比较的是对象 ......
hashcode equals

AMOS: Enabling Automatic Mapping for Tensor Computations On Spatial Accelerators with Hardware Abstraction

AMOS: Enabling Automatic Mapping for Tensor Computations On Spatial Accelerators with Hardware Abstraction Abstract 为了实现性能提升,硬件专用化是一个趋势。空间硬件加速器利用专门的层次 ......

如何在无窗口模式下运行GPG——如何在命令行模式下使用gpg生成秘钥:How to make gpg prompt for passphrase on CLI——GPG prompt for password in command line

参考: Unable to generate a key with GnuPG (agent_genkey failed: No such file or directory) ["No such file or directory" when generating a gpg key](https ......
模式 prompt passphrase GPG gpg

FindBugs问题EQ_COMPARETO_USE_OBJECT_EQUALS的解决方法

本文记录的是2016年4月初发生的事情。 前几天,标准CI的静态检查页面发现一个项目组同事引入的FindBugs问题,EQ_COMPARETO_USE_OBJECT_EQUALS,CI对这个问题给出的介绍如下 Class defines compareTo(...) and uses Object. ......

Applied Statistics - 应用统计学习 - numpy array交换两行 ? How to Swap Two Rows in a NumPy Array (With Example)

https://www.statology.org/qualitative-vs-quantitative-variables/ https://www.statology.org/numpy-swap-rows/ How to Swap Two Rows in a NumPy Array (Wit ......
Statistics Applied Example Array NumPy

【五期李伟平】CCF-B(TFS'23)Consensus Reaching Process With Multiobjective Optimization for Large-Scale Group Decision Making With Cooperative Game

Peng Wu, Fengen Li, Jie Zhao, et al. Consensus Reaching Process With Multiobjective Optimization for Large-Scale Group Decision Making With Cooperativ ......

【HBase】:Could not start ZK with 3 ZK servers in local mode deployment.

Could not start ZK with 3 ZK servers in local mode deployment. Aborting as clients (e.g. shell) will not be able to find this ZK quorum. 控制台报错: 这个错误表明 ......
deployment servers HBase Could local

this is incompatible with sql_mode=only_full_group_by

MySQ:mysql-5.7.30-linux-glibc2.12-x86_64 生未知异常.org.springframework.jdbc.BadSqlGrammarException: ### Error querying database. Cause: java.sql.SQLSyntax ......

OS-Ubuntu-Server-Connect to Wi-Fi From Terminal on Debian 11/10 with WPA Supplicant

Connect to Wi-Fi From Terminal on Debian 11/10 with WPA Supplicant Last Updated: November 8th, 2022 Xiao Guoan (Admin) 31 Comments Debian This tutoria ......

E2. Game with Marbles (Hard Version)

E2. Game with Marbles (Hard Version) The easy and hard versions of this problem differ only in the constraints on the number of test cases and $n$. In ......
Marbles Version Game with Hard

SQL Server with(nolock) 学习

1. with(nolock) 使用方法 问题:由于数据量过大,会产生数据锁死问题 解决方法:目的就是查询是不锁定表,从而达到提高查询速度的目的。 SELECT CONVERT ( VARCHAR ( 100 ), VW_BaoBiaoShuJu.LsTime, 23 ) AS DateNow, C ......
Server nolock with SQL

[LeetCode] 1578. Minimum Time to Make Rope Colorful

Alice has n balloons arranged on a rope. You are given a 0-indexed string colors where colors[i] is the color of the ith balloon. Alice wants the rope ......
LeetCode Colorful Minimum 1578 Make

InstructGPT《InstructGPT: Training language models to follow instructions with human feedback》解读

背景 GPT-3 虽然在各大 NLP 任务以及文本生成的能力上令人惊艳,但是他仍然还是会生成一些带有偏见的,不真实的,有害的造成负面社会影响的信息,而且很多时候,他并不按人类喜欢的表达方式去说话。在这个背景下,OpenAI 提出了一个概念“Alignment”,意思是模型输出与人类真实意图对齐,符合 ......

B. Make Almost Equal With Mod

原题链接 题解,看完你对最大公约数,求余一定有更深的认识 事实1.当序列中有奇数又有偶数时,2就是那个k 事实2.当 \(a[i] \ mod \ b = c,i\in[1,n]\)时\(a[i] \ mod \ 2b = c \ or \ c+b \ (2*b<a[i])\) 事实3.如上,对非有 ......
Almost Equal Make With Mod
共1080篇  :2/36页 首页上一页2下一页尾页