53位的回文平方数
Six years ago I wrote a program to search for palindromic square numbers and other palindromic numbers and found some new palindromic numbers. But with increasing length, the search became longer and longer so I finally gave it up.
Recently I got a new powerful machine with dual quad-core CPUs, so I brought it home during the Christmas and New Year holiday season. I modified my old search program to take advantage of multi-cores in the machine. The search program has tons of parallelism inside. Although the original code was written as incremental loops for performance reason, it is not hard to change it to run on multi-core system. The result is almost 8 fold improvement in speed, on top of CPU speed gain for the last six years.
With the multi-core version, I tried continuing the old quest again and find quite a few record breaking palindromic numbers during the holiday season. But I did not try to break the 52-digit palindromic square number record held by Pete Leadbetter since May 20, 2001 until last night. Before leaving work, I started searching for 53 digit paradromic sqaures and this morning we have a new record, a 53-digit palindromic square number:
122063831551139898460740721 ^ 2 = 14899578972945056149893218681239894165054927987599841
Other palindromic number records can be found at:
http://www.worldofnumbers.com/palrecs.htm
Go MultiCore!
Recently I got a new powerful machine with dual quad-core CPUs, so I brought it home during the Christmas and New Year holiday season. I modified my old search program to take advantage of multi-cores in the machine. The search program has tons of parallelism inside. Although the original code was written as incremental loops for performance reason, it is not hard to change it to run on multi-core system. The result is almost 8 fold improvement in speed, on top of CPU speed gain for the last six years.
With the multi-core version, I tried continuing the old quest again and find quite a few record breaking palindromic numbers during the holiday season. But I did not try to break the 52-digit palindromic square number record held by Pete Leadbetter since May 20, 2001 until last night. Before leaving work, I started searching for 53 digit paradromic sqaures and this morning we have a new record, a 53-digit palindromic square number:
122063831551139898460740721 ^ 2 = 14899578972945056149893218681239894165054927987599841
Other palindromic number records can be found at:
http://www.worldofnumbers.com/palrecs.htm
Go MultiCore!
...全文
相关推荐
tomcat官方8.0.53版Windows-64位
官方64位解压缩版。
tomcat6.0.53 32位和64位的两个包
tomcat6.0.53 32位和64位的两个包,自己用过可以使用,里面包含了两个包
boost1.53 VS2010编译好的64位动态库
使用boost1.53.0源码; VS2010编译好的64位动态库;
flakeid53:雪花ID启发式分布式ID生成器,适合53位数字
片状ID 53 旨在提供类似于雪花的ID生成器的简单模块,该ID生成器适合 由于限于53位数字,因此存在一些限制: 在特定时期内,时间跨度限制为28年 机器ID限制为0..9 序列限制为000..999 格式: <Timestamp><Worker><Sequence> 例子: 8470564087028 847056408时间跨度 7工作人员编号 028序列号 安装 npm install flakeid53 用法 初始化 选项 epoch: Number开始雪花生成的纪元的时间,它将用作给定当前时间的减法,以产生前12位数字。 workerId: Number 0-9范围的机器或工作程序ID。 在分布式系统上使用时很有用。 // Use as node module const flakeId = require ( "flakeid53" ) ( {
tomat6.0.53和配套的JDK6u43,64位
本资源是tomcat6的最高版本6.0.53,并且附件里面还有配套的JDK6版本,个人亲测通过,并且通过安全扫描都通过,针对64位操作系统,32位的tomcat也可以用


community_281
