  Fermi velocity, $v_F$, is one of the primary characteristics of any
conductor, including superconductors. For conductors at ambient pressure
several experimental techniques have been developed to measure $v_F$ and, for
instance, Zhou et al (Nature 423 398 (2003)) reported that high-Tc cuprates
exhibit universal nodal Fermi velocity of $v_F$ = $2.7*10^5$ m/s. However,
there were no experimental techniques applied to measure $v_F$ in
highly-compressed near-room-temperature superconductors (NRTS), due to
experimental challenges. Here to answer a question about the existence of the
universal Fermi velocity in NRTS materials, we analyzed full inventory of the
ground-state upper critical field data, Bc2(0), for these materials and found
that this class of superconductors exhibits universal Fermi velocity of $v_F$ =
(1/1.3)*(2${\Delta}$(0)/(kBTc))*10^5 m/s (where ${\Delta}(0)$ is ground state
amplitude of the energy gap). Due to the ratio of 2${\Delta}$(0)/$({k_B}{T_c})$
is varying within a narrow arrange of 3.2 < 2${\Delta}$(0)/$({k_B}{T_c})$ < 5,
then $v_F$ in NRTS materials is within the same ballpark with its high-Tc
cuprates counterpart.
