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\begin{document}
\fontsize{8pt}{1pt}\selectfont
\npdecimalsign{.}
\nprounddigits{2}
\resizebox{\textwidth}{!}{
\begin{tabular}{ln{2}{3}@{\,\( \pm \)\,}n{2}{2}n{3}{3}@{\,\( \pm \)\,}n{2}{2}n{3}{3}@{\,\( \pm \)\,}n{2}{2}}
\toprule
{Amplitude} & \multicolumn{2}{c}{$|c_k|$} & \multicolumn{2}{c}{$\arg(c_k)$ [rad]} & \multicolumn{2}{c}{Fit fraction [\%]} \\ \midrule
$D^0 \rightarrow [\phi(1020)(\rho-\omega)^0]_{L=0}$ 	 & 	 \multicolumn{2}{c}{1 (fixed)} 	 & 	 \multicolumn{2}{c}{0 (fixed)} 	 & 	 23.781732 	 & 	 0.38158305 	  \\ 
$D^0 \rightarrow K_1(1400)^+K^-$ 	 & 	 0.634156 	 & 	 0.00998808 	 & 	 1.03452 	 & 	 0.0193115 	 & 	 18.930194 	 & 	 0.46380671 	 \\ 
$D^0 \rightarrow [K^-\pi^+]_{L=0}[K^+\pi^-]_{L=0}$ 	 & 	 0.284656 	 & 	 0.0037843 	 & 	 -0.599114 	 & 	 0.015004 	 & 	 18.759375 	 & 	 0.3566133 	 \\ 
$D^0 \rightarrow K_1(1270)^+K^-$ 	 & 	 0.462099 	 & 	 0.00938781 	 & 	 2.02835 	 & 	 0.022449 	 & 	 18.401285 	 & 	 0.37130925 	 \\ 
$D^0 \rightarrow [K^*(892)^0\kern 0.2em\overline{\kern -0.2em  K\xspace}{}\xspace{}^*\xspace(892)^0]_{L=0}$ 	 & 	 0.27866 	 & 	 0.00412252 	 & 	 -0.280665 	 & 	 0.0155052 	 & 	 9.2333442 	 & 	 0.20878872 	 \\ 
$D^0 \rightarrow [K^*(1410)^0[K^-\pi^+]_{L=0}]_{L=1}$ 	 & 	 1.82136 	 & 	 0.0282207 	 & 	 0.435287 	 & 	 0.0161907 	 & 	 6.5861793 	 & 	 0.15172595 	 \\ 
$D^0 \rightarrow [K^*(892)^0\kern 0.2em\overline{\kern -0.2em  K\xspace}{}\xspace{}^*\xspace(892)^0]_{L=1}$ 	 & 	 0.269252 	 & 	 0.00504785 	 & 	 1.2121 	 & 	 0.0207554 	 & 	 4.9954975 	 & 	 0.16191011 	 \\ 
$D^0 \rightarrow K_1(1270)^-K^+$ 	 & 	 0.220843 	 & 	 0.00574495 	 & 	 2.12388 	 & 	 0.0267147 	 & 	 4.2035713 	 & 	 0.17130304 	 \\ 
$D^0 \rightarrow [K^+K^-]_{L=0}[\pi^+\pi^-]_{L=0}$ 	 & 	 0.119227 	 & 	 0.0033507 	 & 	 -2.52597 	 & 	 0.0300814 	 & 	 3.1191478 	 & 	 0.16709177 	 \\ 
$D^0 \rightarrow [K^*(1410)^0\kern 0.2em\overline{\kern -0.2em  K\xspace}{}\xspace{}^*\xspace(892)^0]_{L=0}$ 	 & 	 0.68681 	 & 	 0.0190716 	 & 	 2.94556 	 & 	 0.0285309 	 & 	 2.9707832 	 & 	 0.15496554 	 \\ 
$D^0 \rightarrow K_1(1400)^-K^+$ 	 & 	 0.241115 	 & 	 0.00861341 	 & 	 0.103423 	 & 	 0.0411969 	 & 	 2.7285615 	 & 	 0.18478111 	 \\ 
$D^0 \rightarrow [\kern 0.2em\overline{\kern -0.2em  K\xspace}{}\xspace{}^*\xspace(1410)^0K^*(892)^0]_{L=1}$ 	 & 	 0.81644 	 & 	 0.0179625 	 & 	 -2.77828 	 & 	 0.0220556 	 & 	 2.6224144 	 & 	 0.10480844 	 \\ 
$D^0 \rightarrow [\kern 0.2em\overline{\kern -0.2em  K\xspace}{}\xspace{}^*\xspace(1410)^0[K^+\pi^-]_{L=0}]_{L=1}$ 	 & 	 1.0311 	 & 	 0.0220978 	 & 	 1.06897 	 & 	 0.0244519 	 & 	 2.3167453 	 & 	 0.090693574 	 \\ 
$D^0 \rightarrow [\phi(1020)(\rho-\omega)^0]_{L=2}$ 	 & 	 1.30951 	 & 	 0.0305978 	 & 	 0.540571 	 & 	 0.0232351 	 & 	 2.2842368 	 & 	 0.076103218 	 \\ 
$D^0 \rightarrow [K^*(892)^0\kern 0.2em\overline{\kern -0.2em  K\xspace}{}\xspace{}^*\xspace(892)^0]_{L=2}$ 	 & 	 0.685212 	 & 	 0.0195627 	 & 	 2.86738 	 & 	 0.027524 	 & 	 1.797538 	 & 	 0.096620228 	 \\ 
$D^0 \rightarrow \phi(1020)[\pi^+\pi^-]_{L=0}$ 	 & 	 0.0483265 	 & 	 0.00150808 	 & 	 -1.70434 	 & 	 0.040476 	 & 	 1.4658104 	 & 	 0.089880385 	 \\ 
$D^0 \rightarrow [K^*(1410)^0\kern 0.2em\overline{\kern -0.2em  K\xspace}{}\xspace{}^*\xspace(892)^0]_{L=1}$ 	 & 	 0.609339 	 & 	 0.0178523 	 & 	 0.0878262 	 & 	 0.0306182 	 & 	 1.4616228 	 & 	 0.080656968 	 \\ 
$D^0 \rightarrow [\phi(1020)\rho(1450)^0]_{L=1}$ 	 & 	 0.757687 	 & 	 0.035357 	 & 	 1.18096 	 & 	 0.0378961 	 & 	 0.97224933 	 & 	 0.088068239 	 \\ 
$D^0 \rightarrow a_0(980)^0f_2(1270)^0$ 	 & 	 1.46469 	 & 	 0.0575177 	 & 	 0.332109 	 & 	 0.0388594 	 & 	 0.64328297 	 & 	 0.049647347 	 \\ 
$D^0 \rightarrow a_1(1260)^-\pi^+$ 	 & 	 0.191478 	 & 	 0.013762 	 & 	 0.184132 	 & 	 0.0587437 	 & 	 0.47093056 	 & 	 0.064244773 	 \\ 
$D^0 \rightarrow a_1(1260)^+\pi^-$ 	 & 	 0.190654 	 & 	 0.0111267 	 & 	 -2.80449 	 & 	 0.0665231 	 & 	 0.4683593 	 & 	 0.055012337 	 \\ 
$D^0 \rightarrow [\phi(1020)(\rho-\omega)^0]_{L=1}$ 	 & 	 0.161023 	 & 	 0.0114749 	 & 	 0.271888 	 & 	 0.0704436 	 & 	 0.4323853 	 & 	 0.049598033 	 \\ 
$D^0 \rightarrow [K^*(1410)^0\kern 0.2em\overline{\kern -0.2em  K\xspace}{}\xspace{}^*\xspace(892)^0]_{L=2}$ 	 & 	 1.03026 	 & 	 0.0764462 	 & 	 -2.51866 	 & 	 0.080374 	 & 	 0.33284581 	 & 	 0.049074525 	 \\ 
$D^0 \rightarrow [K^+K^-]_{L=0}(\rho-\omega)^0$ 	 & 	 0.205895 	 & 	 0.0150263 	 & 	 3.06228 	 & 	 0.0809116 	 & 	 0.29159403 	 & 	 0.036447753 	 \\ 
$D^0 \rightarrow [\phi(1020)f_2(1270)^0]_{L=1}$ 	 & 	 1.39898 	 & 	 0.095099 	 & 	 1.72451 	 & 	 0.0602075 	 & 	 0.18561767 	 & 	 0.02469805 	 \\ 
$D^0 \rightarrow [K^*(892)^0\kern 0.2em\overline{\kern -0.2em  K\xspace}{}\xspace{}^*_2(1430)^0]_{L=1}$ 	 & 	 1.51341 	 & 	 0.0886133 	 & 	 1.98435 	 & 	 0.0702038 	 & 	 0.16353078 	 & 	 0.019200979 	 \\ 
\midrule
 	& \multicolumn{4}{r}{Sum of fit fractions} 	 &  	 129.619 	 & 	 0.953 	 \\ 
	& \multicolumn{6}{r}{$\chi^2/\mathrm{ndf}\xspace ~~~ 9224/8123=1.14$} 	  	  	 \\ 
 \\ \midrule
$a_1(1260)^+ \rightarrow [\phi(1020)\pi^+]_{L=0}$ 	 & 	 \multicolumn{2}{c}{1 (fixed)} 	 & 	 \multicolumn{2}{c}{0 (fixed)} 	 &  	 \multicolumn{2}{c}{100} 	 \\ 
\midrule

\\ \midrule
$K_1(1270)^+ \rightarrow [K^*(892)^0\pi^+]_{L=0}$ 	 & 	 0.615408 	 & 	 0.015366 	 & 	 0.591736 	 & 	 0.0261907 	 & 	 51.640326 	 & 	 0.88886642 	  \\ 
$K_1(1270)^+ \rightarrow [(\rho-\omega)^0K^+]_{L=0}$ 	 & 	 \multicolumn{2}{c}{1 (fixed)} 	 & 	 \multicolumn{2}{c}{0 (fixed)} 	 & 	 48.325553 	 & 	 1.8180199 	  \\ 
$K_1(1270)^+ \rightarrow [K^+\pi^-]_{L=0}\pi^+$ 	 & 	 0.576714 	 & 	 0.0263198 	 & 	 -1.8869 	 & 	 0.0434435 	 & 	 5.3450904 	 & 	 0.44008312 	  \\ 
$K_1(1270)^+ \rightarrow [K^*(892)^0\pi^+]_{L=2}$ 	 & 	 0.917374 	 & 	 0.0453398 	 & 	 -2.55509 	 & 	 0.0403779 	 & 	 2.059334 	 & 	 0.16776693 	  \\ 
$K_1(1270)^+ \rightarrow [\rho(1450)^0K^+]_{L=0}$ 	 & 	 0.425259 	 & 	 0.065613 	 & 	 -2.28657 	 & 	 0.110361 	 & 	 1.1166302 	 & 	 0.37955632 	  \\ 
\midrule
 	& \multicolumn{4}{r}{Sum of fit fractions} 	 &  	 108.487 	 & 	 2.079 	  \\ 

\\ \midrule
$K_1(1400)^+ \rightarrow [K^*(892)^0\pi^+]_{L=0}$ 	 & 	 \multicolumn{2}{c}{1 (fixed)} 	 & 	 \multicolumn{2}{c}{0 (fixed)} 	 & 	 \multicolumn{2}{c}{100}	  \\ 
\bottomrule
\end{tabular}
}
\npnoround
\end{document}
