# The 100-function

Algebra Level 2

Let $$\text{Hundred}$$ be a function satisfying $$\text{Hundred}(x) = 100x^{100}$$. Evaluate

$\text{Hundred}(12345654321) + \text{Hundred}(12345654321) - \text{Hundred}(2^{1/100} 12345654321) .$

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