  We construct the spectral curve of gamma-deformed AdS/CFT from the strong
coupling scaling limit of the T-system. As we interpret the twisted T-functions
in the classical limit as characters of the highest weight representations of
the psu(2,2|4) symmetry group, we compute the twisted quasimomenta which
characterize classical integrability and analyze their analytic and asymptotic
properties. These twisted quasimomenta are compared to Beisert-Roiban Bethe
ansatz equations and classical string solutions.
