We know that for all positive integers \(X\), the following equation is true.

\[ 2^X = \underbrace{2\times 2\times 2\times \cdots \times 2}_{\text{Number of 2's } =X} \]

What number goes into the following box such that the equation below is also true for all positive integers \(X\)?

\[ \boxed{\phantom0}^X = \underbrace{2\times 2\times 2\times \cdots \times 2}_{\text{Number of 2's } =4X} \]

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