QOJ.ac

QOJ

Time Limit: 1.0 s Memory Limit: 64 MB Total points: 100

#18083. Łatwe równanie

The problem was used in the following contests:

XIX Open Cup named after E.V. Pankratiev, Grand Prix of Ural

AI Translation — This statement was translated using AI and may contain inaccuracies. Please refer to the original statement if in doubt.

Znajdź liczbę rozwiązań równania $$x^5 + y^4 + z^3 + w^2 + t = n,$$ gdzie $x, y, z, w$ oraz $t$ są dodatnimi liczbami całkowitymi, a $n$ jest znaną dodatnią liczbą całkowitą.

Wejście

Pojedyncza linia zawierająca liczbę całkowitą $n$ ($1 \le n \le 10^9$).

Wyjście

Wypisz pojedynczą liczbę całkowitą – liczbę rozwiązań.

Przykład

Wejście 1

Wyjście 1

Wejście 2

Wyjście 2

Wejście 3

Wyjście 3

26734730

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