  The Stieltjes constants have attracted considerable attention in recent years
and a number of authors, including the present one, have considered various
ways in which these constants may be evaluated. The primary purpose of this
paper is to belatedly highlight the fact that Deninger actually ascertained the
first generalised Stieltjes constant at rational arguments as long ago as 1984
and that all of the higher constants (at rational arguments) were determined in
principle by Chakraborty, Kanemitsu and Kuzumaki in 2009. Equivalent results
were obtained by Musser in his 2011 thesis.
  The authors of the above papers simply referred to the constants as the
Laurent coefficients which explains why various electronic searches conducted
by this author for Stieltjes constants did not readily highlight these
particular sources.
  In this paper the author has employed a slightly different argument to obtain
a simpler expression for the results originally derived by Chakraborty et al.
in 2009.
