  We study different phases in the holographic model of d-wave superconductor.
These are described by solutions to the classical equations of motion found in
different ansatze. Apart from the known homogeneous d-wave superconducting
phase we find three new solutions. Two of them represent two distinct families
of the spatially modulated solutions, which realize the charge density wave
phases in the dual theory. The third one is the new homogeneous phase with
nonzero anapole moment. These phases are relevant to the physics of cuprate
high-Tc superconductor in pseudogap region.
  While the d-wave phase preserves translation, parity and time reversal
symmetry, the striped phases break translations spontaneously. Parity and
time-reversal are preserved when combined with discrete half-periodic shift of
the wave. In anapole phase translation symmetry is preserved, but parity and
time reversal are spontaneously broken. All of the considered solutions brake
the global $U(1)$.
  Thermodynamical treatment shows that in the simplest d-wave model the anapole
phase is always preferred, while the stripe phases realize the continuous
transition in solution space between the normal phase and two homogeneous
condensed phases.
