  The anomalous dimension of twist-2 operators of arbitrary spin in planar N=4
SYM theory is found at seven loops by using the quantum spectral curve to
compute values at fixed spin, and reconstructing the general result using the
LLL-algorithm together with modular arithmetic. The result of the analytic
continuation to negative spin is presented, and its relation with the recently
computed correction to the BFKL and double-logarithmic equation is discussed.
