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\begin{document}
\fontsize{8pt}{1pt}\selectfont
\npdecimalsign{.}
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\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)} 	 & 	 24.121617 	 & 	 0.39570579 	  \\ 
$D^0 \rightarrow K_1(1400)^+K^-$ 	 & 	 0.64542 	 & 	 0.010062 	 & 	 0.988042 	 & 	 0.0192851 	 & 	 19.336337 	 & 	 0.46511436 	 \\ 
$D^0 \rightarrow K_1(1270)^+K^-$ 	 & 	 0.45487 	 & 	 0.00981214 	 & 	 2.06958 	 & 	 0.0233382 	 & 	 19.275503 	 & 	 0.38871141 	 \\ 
$D^0 \rightarrow [K^-\pi^+]_{L=0}[K^+\pi^-]_{L=0}$ 	 & 	 0.285882 	 & 	 0.00388071 	 & 	 -0.573021 	 & 	 0.0151434 	 & 	 19.204344 	 & 	 0.36033103 	 \\ 
$D^0 \rightarrow [K^*(892)^0\kern 0.2em\overline{\kern -0.2em  K\xspace}{}\xspace{}^*\xspace(892)^0]_{L=0}$ 	 & 	 0.278455 	 & 	 0.00411141 	 & 	 -0.291271 	 & 	 0.0156528 	 & 	 9.3576685 	 & 	 0.20827564 	 \\ 
$D^0 \rightarrow K^*(1680)^0[K^-\pi^+]_{L=0}$ 	 & 	 2.17925 	 & 	 0.0343651 	 & 	 0.448685 	 & 	 0.0162693 	 & 	 6.2195171 	 & 	 0.14598972 	 \\ 
$D^0 \rightarrow [K^*(892)^0\kern 0.2em\overline{\kern -0.2em  K\xspace}{}\xspace{}^*\xspace(892)^0]_{L=1}$ 	 & 	 0.26236 	 & 	 0.00499996 	 & 	 1.20633 	 & 	 0.0209841 	 & 	 4.8139411 	 & 	 0.15794928 	 \\ 
$D^0 \rightarrow K_1(1270)^-K^+$ 	 & 	 0.218546 	 & 	 0.00585617 	 & 	 2.14051 	 & 	 0.0268918 	 & 	 4.4503541 	 & 	 0.17864884 	 \\ 
$D^0 \rightarrow [K^+K^-]_{L=0}[\pi^+\pi^-]_{L=0}$ 	 & 	 0.13705 	 & 	 0.0036339 	 & 	 -2.3931 	 & 	 0.0284166 	 & 	 4.1829895 	 & 	 0.20681014 	 \\ 
$D^0 \rightarrow K_1(1400)^-K^+$ 	 & 	 0.25222 	 & 	 0.0087128 	 & 	 0.0199881 	 & 	 0.0401512 	 & 	 2.9439312 	 & 	 0.19187276 	 \\ 
$D^0 \rightarrow [K^*(1680)^0\kern 0.2em\overline{\kern -0.2em  K\xspace}{}\xspace{}^*\xspace(892)^0]_{L=0}$ 	 & 	 0.815751 	 & 	 0.0230352 	 & 	 2.99528 	 & 	 0.0293859 	 & 	 2.7894206 	 & 	 0.14824161 	 \\ 
$D^0 \rightarrow [\kern 0.2em\overline{\kern -0.2em  K\xspace}{}\xspace{}^*\xspace(1680)^0K^*(892)^0]_{L=1}$ 	 & 	 0.989004 	 & 	 0.0220325 	 & 	 -2.76573 	 & 	 0.0218354 	 & 	 2.6419193 	 & 	 0.10595658 	 \\ 
$D^0 \rightarrow \kern 0.2em\overline{\kern -0.2em  K\xspace}{}\xspace{}^*\xspace(1680)^0[K^+\pi^-]_{L=0}$ 	 & 	 1.31693 	 & 	 0.0281168 	 & 	 1.11764 	 & 	 0.0238593 	 & 	 2.4361647 	 & 	 0.094293284 	 \\ 
$D^0 \rightarrow [\phi(1020)(\rho-\omega)^0]_{L=2}$ 	 & 	 1.29123 	 & 	 0.0312075 	 & 	 0.559396 	 & 	 0.0235695 	 & 	 2.2525715 	 & 	 0.078302885 	 \\ 
$D^0 \rightarrow [K^*(892)^0\kern 0.2em\overline{\kern -0.2em  K\xspace}{}\xspace{}^*\xspace(892)^0]_{L=2}$ 	 & 	 0.667433 	 & 	 0.0190099 	 & 	 2.82693 	 & 	 0.0281673 	 & 	 1.7309724 	 & 	 0.092491513 	 \\ 
$D^0 \rightarrow \phi(1020)[\pi^+\pi^-]_{L=0}$ 	 & 	 0.0473439 	 & 	 0.00148884 	 & 	 -1.69911 	 & 	 0.0404274 	 & 	 1.4278429 	 & 	 0.087805283 	 \\ 
$D^0 \rightarrow [K^*(1680)^0\kern 0.2em\overline{\kern -0.2em  K\xspace}{}\xspace{}^*\xspace(892)^0]_{L=1}$ 	 & 	 0.692637 	 & 	 0.0219157 	 & 	 0.153285 	 & 	 0.0331225 	 & 	 1.2965776 	 & 	 0.077407629 	 \\ 
$D^0 \rightarrow [\phi(1020)\rho(1450)^0]_{L=1}$ 	 & 	 0.755969 	 & 	 0.03498 	 & 	 1.2091 	 & 	 0.0378654 	 & 	 0.98231922 	 & 	 0.088263788 	 \\ 
$D^0 \rightarrow a_0(980)^0f_2(1270)^0$ 	 & 	 1.5188 	 & 	 0.0602023 	 & 	 0.327827 	 & 	 0.0387701 	 & 	 0.70202994 	 & 	 0.054142332 	 \\ 
$D^0 \rightarrow a_1(1260)^+\pi^-$ 	 & 	 0.195837 	 & 	 0.0110099 	 & 	 -2.86437 	 & 	 0.065229 	 & 	 0.50156151 	 & 	 0.057279685 	 \\ 
$D^0 \rightarrow a_1(1260)^-\pi^+$ 	 & 	 0.185361 	 & 	 0.0136087 	 & 	 0.216299 	 & 	 0.0608382 	 & 	 0.44792496 	 & 	 0.062566362 	 \\ 
$D^0 \rightarrow [K^*(1680)^0\kern 0.2em\overline{\kern -0.2em  K\xspace}{}\xspace{}^*\xspace(892)^0]_{L=2}$ 	 & 	 1.41216 	 & 	 0.0904412 	 & 	 -2.44563 	 & 	 0.0717729 	 & 	 0.44710176 	 & 	 0.056829311 	 \\ 
$D^0 \rightarrow [\phi(1020)(\rho-\omega)^0]_{L=1}$ 	 & 	 0.161418 	 & 	 0.0113299 	 & 	 0.252539 	 & 	 0.0702882 	 & 	 0.43847659 	 & 	 0.049586023 	 \\ 
$D^0 \rightarrow [K^+K^-]_{L=0}(\rho-\omega)^0$ 	 & 	 0.206486 	 & 	 0.0150238 	 & 	 3.01701 	 & 	 0.0816987 	 & 	 0.30245776 	 & 	 0.037516553 	 \\ 
$D^0 \rightarrow [\phi(1020)f_2(1270)^0]_{L=1}$ 	 & 	 1.41473 	 & 	 0.0944078 	 & 	 1.70307 	 & 	 0.0593527 	 & 	 0.19266141 	 & 	 0.025211476 	 \\ 
$D^0 \rightarrow [K^*(892)^0\kern 0.2em\overline{\kern -0.2em  K\xspace}{}\xspace{}^*_2(1430)^0]_{L=1}$ 	 & 	 1.44297 	 & 	 0.0902868 	 & 	 2.0998 	 & 	 0.0733804 	 & 	 0.15088584 	 & 	 0.019001292 	 \\ 
$D^0 \rightarrow [K_2^*(1430)^0\kern 0.2em\overline{\kern -0.2em  K\xspace}{}\xspace{}^*_2(1430)^0]_{L=0}$ 	 & 	 6.26565 	 & 	 0.571855 	 & 	 1.65749 	 & 	 0.0958601 	 & 	 0.10631329 	 & 	 0.019221276 	 \\ 
$D^0 \rightarrow [f_2(1270)^0f_2(1270)^0]_{L=0}$ 	 & 	 0.781431 	 & 	 0.083163 	 & 	 -1.55211 	 & 	 0.106368 	 & 	 0.079093553 	 & 	 0.016818499 	 \\ 
$D^0 \rightarrow [\kern 0.2em\overline{\kern -0.2em  K\xspace}{}\xspace{}^*\xspace(892)^0K_2^*(1430)^0]_{L=2}$ 	 & 	 0.910558 	 & 	 0.111148 	 & 	 -0.435158 	 & 	 0.100306 	 & 	 0.048994601 	 & 	 0.011930036 	 \\ 
$D^0 \rightarrow [\phi(1020)f_2(1270)^0]_{L=2}$ 	 & 	 0.676108 	 & 	 0.0785204 	 & 	 -1.14287 	 & 	 0.101539 	 & 	 0.041301864 	 & 	 0.0095908973 	 \\ 
\midrule
 	& \multicolumn{4}{r}{Sum of fit fractions} 	 &  	 132.923 	 & 	 0.976 \\ 
	& \multicolumn{6}{r}{$\chi^2/\mathrm{ndf}\xspace ~~~ 9092/8113=1.12$} 	  	  	 \\
 \\ \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
$K_1(1270)^+ \rightarrow [K^*(892)^0\pi^+]_{L=0}$ 	 & 	 0.645704 	 & 	 0.0172668 	 & 	 0.562136 	 & 	 0.0268185 	 & 	 53.373236 	 & 	 0.89269383 	  \\ 
$K_1(1270)^+ \rightarrow [(\rho-\omega)^0K^+]_{L=0}$ 	 & 	 \multicolumn{2}{c}{1 (fixed)} 	 & 	 \multicolumn{2}{c}{0 (fixed)} 	 & 	 45.449703 	 & 	 1.8840616 	  \\ 
$K_1(1270)^+ \rightarrow [K^+\pi^-]_{L=0}\pi^+$ 	 & 	 0.709746 	 & 	 0.031046 	 & 	 -1.82847 	 & 	 0.0433408 	 & 	 7.6003563 	 & 	 0.55818059 	  \\ 
$K_1(1270)^+ \rightarrow [K^*(892)^0\pi^+]_{L=2}$ 	 & 	 0.967603 	 & 	 0.0479223 	 & 	 -2.64775 	 & 	 0.0399825 	 & 	 2.15091 	 & 	 0.16706805 	  \\ 
$K_1(1270)^+ \rightarrow [\rho(1450)^0K^+]_{L=0}$ 	 & 	 0.474556 	 & 	 0.0701173 	 & 	 -1.78963 	 & 	 0.125271 	 & 	 1.3054797 	 & 	 0.42211521 	  \\ 
\midrule
 	& \multicolumn{4}{r}{Sum of fit fractions} 	 &  	 109.880 	 & 	 2.186 	  \\ 

\\ \midrule
$K_1(1400)^+ \rightarrow [K^*(892)^0\pi^+]_{L=0}$ 	 & 	 \multicolumn{2}{c}{1 (fixed)} 	 & 	 \multicolumn{2}{c}{0 (fixed)} 	 & 	 102.92474 	 & 	 0.27336112 	  \\ 
$K_1(1400)^+ \rightarrow [\rho(1450)^0K^+]_{L=2}$ 	 & 	 1.82033 	 & 	 0.164718 	 & 	 2.75758 	 & 	 0.0910822 	 & 	 0.84038346 	 & 	 0.15369444 	  \\ 
\midrule
 	& \multicolumn{4}{r}{Sum of fit fractions} 	 &  	 103.765 	 & 	 0.397 	  \\ \bottomrule
\end{tabular}
}
\npnoround
\end{document}
