  In this paper, we study the explicit expressions of multiple t-star values
with an arbitrary number of blocks of twos of general level. We give an
expression of a generating function of such values, which generalizes the
results for multiple zeta-star values and multiple t-star values. This derived
generating function can provide expressions of multiple t-star values of
general level in terms of the alternating multiple t-half values of general
level with additional factorial and pochhammer symbol. As applications, some
specific evaluations of multiple t-star values of general level with
one-two-three or more general indices are given. These evaluations contribute
to a deeper understanding of the properties of multiple t-star values of
general level.
