Comparing Logarithmic Function Values

Consider the following logarithmic functions: L(x) = $\log_{2}(x)$, M(x) = $\log_{4}(x)$, N(x) = $2\log_{2}(x)$, and O(x) = $\log_{2}(2x)$. Which of the following correctly orders the function values when evaluated at x = 8, from least to greatest?