\left[ \ave{\pi^{\wh {\bd \gamma}, \bd f}_t \otimes P^{\wh {\bd \gamma}, \bd f}_t,f_t} - \ave{\pi_P \otimes P, f_t}\right] + C_{\cF} \sum^M_{m=0} \sum_{t \in \cT_m}\| \mu^{\wh {\bd \gamma}, \bd f}_t - \pi^{\wh {\bd \gamma}, \bd f}_m \|_0\\ &\le \sup_{P \in \cM(\sU | \sX)} \sum_x \pi_P(x) \sum^