No.8039 April Fool Tekitou
square1001
問題文最終更新日: 2020-04-01 19:14:53
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yukicoder April fool contest 2018
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Problem Statement
There is an integer $x$ between $1$ and $3 \times 10^{10}$, inclusive. Let $d(n)$ be the number of divisors of $n$. The values of $d(x), d(x+1), d(x+2), d(x+3), \cdots, d(x+99)$ are, respectively,
$24,24,4,16,80,12,32,16,24,12,96,8,32,4,96,2,48,16,4,80,24,16,16,8,48,32,8,2,48,8,16,16,12,4,48,8,60,24,8,8,48,4,8,16,16,4,64,8,12,32,8,2,160,4,96,12,12,4,64,6,8,16,16,24,72,4,8,16,10,16,32,16,12,16,8,4,64,32,16,32,48,8,12,2,192,4,8,8,48,16,4,24,16,8,32,6,24,32,16,4$
Find the value of $x$.
Input
No input is given for this problem.
Output
Output the value of $x$. Print a newline at the end.
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