  We present a conjecture for the small spin limit of the minimal scaling
dimension of Wilson operators in the sl(2) sector of the planar N=4
Super-Yang-Mills theory. The expression is given in closed form as a function
of the 't Hooft coupling and twist of the operator. The formula should stand as
a prediction of the Asymptotic Bethe Ansatz equations for the spectrum of
scaling dimensions and evidence is given at both weak and strong coupling that
it should be exact. In particular, agreement is found with established one-loop
spectroscopy of string energies at strong coupling.
