这题要的输入是什么，以及输出什么
本帖最后由 gy134 于 2021-12-6 09:14 编辑4. 斐波那契数列资源限制时间限制：1.0s 内存限制：256.0MB想要拿满分的话，资源限制一定要特别注意！问题描述Fibonacci数列的递推公式为：Fn = F(n−1) + F(n−2)，其中F1=F2 = 1当n比较大时，Fn也非常大，现在我们想知道，Fn除以10007的余数是多少。输入格式输入包含一个整数n。输出格式输出一行，包含一个整数，表示Fn除以10007的余数。data:image/png;base64,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 这么都是乱码，从哪复制的？ #include <stdio.h>
unsigned long long fib(unsigned long long n)
{
unsigned long long a , b , i , r ;
for(a = b = r = 1LL , i = 3 ; i < n + 1 ; r = a + b , a = b , b = r , i ++) ;
return r ;
}
int main(void)
{
unsigned long long i , n ;
scanf("%I64u" , & n) ;
printf("%I64u\n" , fib(n) % 10007) ;
}
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