% Charm differential cross sections d sigma / dY in bins of xda
\sisetup{round-mode=figures, round-precision=2,
  group-digits=integer, group-minimum-digits=4}
\sisetup{scientific-notation=fixed, fixed-exponent=0}
\begin{tabular}{%
    S[table-format=1.5, table-number-alignment=right,
    round-mode=figures, round-precision=1]@{$\,:\,$}
    S[table-format=1.5, table-number-alignment=left,
    round-mode=figures, round-precision=1]
    S[table-format=5.1, table-alignment=right,
    round-mode=figures, round-precision=4]@{$\,\pm\,$}
    S[table-format=3.1, table-alignment=right,
    round-mode=figures, round-precision=2]@{$\,$}
    r
  }
  \toprule
  \multicolumn{2}{c}{$x$} &
  \multicolumn{3}{c}{$\dif\sigma / \dif x$}\\
  \multicolumn{2}{c}{\mbox{}} & \multicolumn{3}{c}{[\unit{\nano\barn}]}\\
  \midrule
0.00008 & 0.00020                 & {\numRF[2]{1.08474e+04}\phdo}  & {\numRF[1]{867945e-3}\phdo}  & \numpmerr[1]{+761437 e-3}{-647690 e-3} \\
0.00020 & 0.00060                 & {\numRF[3]{1.08385e+04}\phdo}  & {\numRF[1]{388976e-3}\phdo}  & \numpmerr[1]{+567443 e-3}{-441257 e-3} \\
0.00060 & {\numRF[2]{0.0016}\pho} & {\numRF[3]{4.974e+03}\phdo}    & 135404e-3                    & \numpmerr[2]{+256385 e-3}{-233376 e-3} \\
{\numRF[2]{0.0016}\pho} & 0.00500 & {\numRF[4]{1.21664e+03}\phdo}  & 31162.1e-3                   & \numpmerr[2]{+68948.1e-3}{-62459.6e-3} \\
0.00500 & 0.01000                 & {\numRF[3]{256870e-03}\phdo}   & 12232.7e-3                   & \numpmerr[2]{+18363.7e-3}{-16463.7e-3} \\
0.01000 & 0.10000                 & {\numRF[3]{10652.6e-03}}       & {\numRF[1]{791.21e-3}}       & \numpmerr[1]{+913.118e-3}{-815.675e-3} \\
  \bottomrule
\end{tabular}
