TOJ 1203.Factoring Large Numbers
来源:互联网 发布:中秋节祝福网页源码 编辑:程序博客网 时间:2024/05/16 14:04
题目链接 : http://acm.tju.edu.cn/toj/showp1203.html
One of the central idea behind much cryptography is that factoring large numbers is computationally intensive. In this context one might use a 100 digit number that was a product of two 50 digit prime numbers. Even with the fastest projected computers this factorization will take hundreds of years.
You don’t have those computers available, but if you are clever you can still factor fairly large numbers.Input
The input will be a sequence of integer values, one per line, terminated by a negative number. The numbers will fit in gcc’s long long int datatype.
Output
Each positive number from the input must be factored and all factors (other than 1) printed out. The factors must be printed in ascending order with 4 leading spaces preceding a left justified number, and followed by a single blank line.
······
大数求因子的题,本来以为会超时,结果也没有,通过这道题坚信了自己平常使用的求因子、质数的方法还是蛮快的嘛。水题上代码不多说。
#include <stdio.h>using namespace std;int main(){ long long num; while(~scanf("%lld",&num) && num!=-1){ for(long long i=2;i*i<=num;i++) while(!(num%i)){ num/=i; printf(" %lld\n",i); } if(num>1) printf(" %lld\n",num); printf("\n"); }}
- TOJ 1203.Factoring Large Numbers
- Factoring Large Numbers
- Factoring Large Numbers
- 10392 - Factoring Large Numbers
- 10392 - Factoring Large Numbers
- 10392 - Factoring Large Numbers
- Factoring Large Numbers
- UVa10392 Factoring Large Numbers
- Factoring Large Numbers
- Factoring Large Numbers UVA10392
- 10392 - Factoring Large Numbers
- UVA10392 Factoring Large Numbers
- Factoring Large Numbers
- UVA10392 Factoring Large Numbers
- UVa 10392 Factoring Large Numbers
- uva 10392 Factoring Large Numbers
- uva 10392 - Factoring Large Numbers
- UVa 10392 - Factoring Large Numbers
- 分布式服务框架之服务化最佳实践
- [OS复习]存储管理2
- JS中设置数组长度的意义是什么
- Oracle加索引
- java 反射-类加载器的方式访问properties文件
- TOJ 1203.Factoring Large Numbers
- POJ 1840
- poj 1200 Crazy Search
- UVA-253 Cube painting
- 简单理解KMP算法
- 多线程下载
- HDU 4455 Substrings
- PE文件操作-末尾添加节
- GCM 调研