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We derive a full formula for the energy level of a heavy quarkonium state identified by the quantum numbers , , and , up to ${\cal O}(\alpha_s^5 m){\cal O}(\alpha_s^5 m \log \alpha_s)$ in perturbative QCD. The QCD Bethe logarithm is given in a one-parameter integral form. The rest of the formula is given as a combination of rational numbers, transcendental numbers (, , ) and finite sums (besides the 3-loop constant of the static potential whose full analytic form is still unknown). A derivation of the formula is given.

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