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the files logEnDtrqq and logEnDtrqg contain the transition rates dGamma/domega for qq->qq and qg->qg as functions of alpha_s and omega. Temperature scales out (so when using omega/T, this will give you the transition rate at temperature T) Also, in the approximation used (method B in my paper with Charles and Guangyou), the energy dependence (E of the jet) is only in the cutoff (omega<q<E). So no E dependence here - just cut off the data at omega=E when using it.
To get the rate for gq->gq and gg->gg just multiply the rates for qq->qq or qg->qg respectively by 9/4. In the used approximation this is exact.
alpha_s runs from 0.15 to 0.45 in 0.03 steps. linearly.
omega runs from -Exp(6.8) to +Exp(6.8) where the exponent changes in 0.2 steps from -5 to 6.8 both on the positive and on the negative side.
omega is given explicitly in the file, and so is alpha_s