# NOT RUN {
data(teacher_rate)
fit_mlr <- gibbs_mlr(rating ~ grade, data = teacher_rate, m = 100)
fit_mlr2 <- gibbs_mlr(rating ~ grade + I(grade^2), data = teacher_rate, m = 100)
# Returns (1) D = WAIC(fit_mlr2) - WAIC(fit_mlr) and (2) SE(D)
# Suggests that a linear relationship is preferable
waic_diff(t(lpd(fit_mlr2)), t(lpd(fit_mlr)))
# }
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