  We explore the state of matter characterized by the charged timelike vector
order parameter. We employ holographic duality in order to construct such a
state and study its thermoelectric transport, fermionic spectral function and
the sign of the Meissner effect. We uncover the unusual features of this
"timelike superconductor": the absence of the gap in the fermionic spectrum and
co-existence of Drude peak and supercurrent in the AC transport, which are
reminiscent to those of time-reversal-odd and gapless superconductors,
correspondingly. We show that this state is dynamically stable and
thermodynamically at least metastable. Along the way we develop the holographic
model of the charged vector field, which acquires mass due to a variant of the
Stueckelberg mechanism with the adjoint Higgs field.
