Parameters	 & noFSR	 & widede	 & Gamma/0.0225	 & Gamma/0.0325	 & P/0.5\\
$N_{D^0\bar D^0}$	 & $-0.4\% (-0.2\sigma)$	 & $-0.1\% (-0.0\sigma)$	 & $-1.3\% (-0.5\sigma)$	 & $+1.3\% (+0.5\sigma)$	 & $-1.9\% (-0.8\sigma)$\\
${\cal B}(\kpi)$	 & $-1.8\% (-0.7\sigma)$	 & $+0.4\% (+0.2\sigma)$	 & $+0.6\% (+0.2\sigma)$	 & $-0.7\% (-0.3\sigma)$	 & $-0.7\% (-0.3\sigma)$\\
${\cal B}(\kpipiz)$	 & $-0.5\% (-0.1\sigma)$	 & $+0.5\% (+0.1\sigma)$	 & $+0.4\% (+0.1\sigma)$	 & $-0.4\% (-0.1\sigma)$	 & $+1.4\% (+0.4\sigma)$\\
${\cal B}(\kpipipi)$	 & $-1.5\% (-0.4\sigma)$	 & $+0.6\% (+0.2\sigma)$	 & $+0.4\% (+0.1\sigma)$	 & $-0.5\% (-0.1\sigma)$	 & $+1.8\% (+0.5\sigma)$\\
$N_{D^+D^-}$	 & $-0.2\% (-0.1\sigma)$	 & $-1.0\% (-0.4\sigma)$	 & $-1.2\% (-0.5\sigma)$	 & $+0.9\% (+0.4\sigma)$	 & $-0.0\% (-0.0\sigma)$\\
${\cal B}(\kpipi)$	 & $-2.1\% (-0.7\sigma)$	 & $+1.1\% (+0.4\sigma)$	 & $+0.6\% (+0.2\sigma)$	 & $-0.4\% (-0.1\sigma)$	 & $-0.0\% (-0.0\sigma)$\\
${\cal B}(\kpipipiz)$	 & $-0.4\% (-0.1\sigma)$	 & $+1.2\% (+0.3\sigma)$	 & $+0.3\% (+0.1\sigma)$	 & $-0.2\% (-0.0\sigma)$	 & $-0.2\% (-0.0\sigma)$\\
${\cal B}(\kspi)$ 	 & $-1.5\% (-0.4\sigma)$	 & $+1.5\% (+0.4\sigma)$	 & $+0.5\% (+0.1\sigma)$	 & $-0.3\% (-0.1\sigma)$	 & $0.0\% (0.0\sigma)$\\
${\cal B}(\kspipiz)$	 & $-0.4\% (-0.1\sigma)$	 & $+1.0\% (+0.2\sigma)$	 & $+0.6\% (+0.1\sigma)$	 & $-0.1\% (-0.0\sigma)$	 & $+0.1\% (0.0\sigma)$\\
${\cal B}(\kspipipi)$	 & $-1.2\% (-0.3\sigma)$	 & $+0.5\% (+0.1\sigma)$	 & $+0.2\% (0.0\sigma)$	 & $-0.1\% (-0.0\sigma)$	 & $-0.0\% (-0.0\sigma)$\\
${\cal B}(\kkpi)$	 & $-0.7\% (-0.2\sigma)$	 & $+2.3\% (+0.5\sigma)$	 & $+0.6\% (+0.1\sigma)$	 & $+0.1\% (0.0\sigma)$	 & $+0.5\% (+0.1\sigma)$\\ \hline 
${\cal B}(\kpipiz)/{\cal B}(\kpi)$	 & $+1.4\% (+1.8\sigma)$	 & $+0.2\% (+0.3\sigma)$	 & $-0.2\% (-0.3\sigma)$	 & $+0.3\% (+0.4\sigma)$	 & $+2.1\% (+2.6\sigma)$\\
${\cal B}(\kpipipi)/{\cal B}(\kpi)$	 & $+0.3\% (+0.3\sigma)$	 & $+0.2\% (+0.2\sigma)$	 & $-0.2\% (-0.3\sigma)$	 & $+0.2\% (+0.2\sigma)$	 & $+2.6\% (+2.9\sigma)$\\
${\cal B}(\kpipipiz)/{\cal B}(\kpipi)$	 & $+1.7\% (+1.3\sigma)$	 & $+0.1\% (+0.1\sigma)$	 & $-0.2\% (-0.2\sigma)$	 & $+0.2\% (+0.2\sigma)$	 & $-0.2\% (-0.2\sigma)$\\
${\cal B}(\kspi)/{\cal B}(\kpipi)$	 & $+0.5\% (+0.3\sigma)$	 & $+0.4\% (+0.3\sigma)$	 & $-0.1\% (-0.1\sigma)$	 & $+0.1\% (+0.1\sigma)$	 & $+0.1\% (+0.1\sigma)$\\
${\cal B}(\kspipiz)/{\cal B}(\kpipi)$	 & $+1.7\% (+1.2\sigma)$	 & $-0.1\% (-0.1\sigma)$	 & $-0.0\% (-0.0\sigma)$	 & $+0.3\% (+0.2\sigma)$	 & $+0.1\% (+0.1\sigma)$\\
${\cal B}(\kspipipi)/{\cal B}(\kpipi)$	 & $+0.9\% (+0.6\sigma)$	 & $-0.5\% (-0.3\sigma)$	 & $-0.3\% (-0.2\sigma)$	 & $+0.3\% (+0.2\sigma)$	 & $-0.0\% (-0.0\sigma)$\\
${\cal B}(\kkpi)/{\cal B}(\kpipi)$	 & $+1.4\% (+0.6\sigma)$	 & $+1.2\% (+0.5\sigma)$	 & $-0.0\% (-0.0\sigma)$	 & $+0.6\% (+0.3\sigma)$	 & $+0.5\% (+0.2\sigma)$\\
