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We discuss the Berry curvature calculations of the Hall viscosity for theunprojected to the lowest Landau level wave function of the Fermi-liquid-likestate. We conclude, within assumptions made, that in the linear response, withsmall deformation of the system and in the thermodynamic limit, the Hallviscosity takes the value characteristic for the Laughlin states. We presentarguments that the value is the same even for general deformations in the samelimit.

Towards the Hall viscosity of the Fermi-liquid-like phase at the filling factor of 1/2