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\begin{document}
\begin{tabular}{@{}r@{}c@{}lr@{}r@{}c@{}r@{}c@{}}
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\multicolumn{3}{@{}l}{$\mbox{$p_{\rm T}$}\xspace\,({\rm GeV}/c)$} & \multicolumn{5}{r@{}}{${\rm d}\sigma / {\rm d}\mbox{$p_{\rm T}$}\xspace$ [nb/( $ {\mathrm{\,Ge\kern -0.1em V\!/}c}$ \xspace)]} \\
\midrule
$0$&$-$&$1$     & $1270                $ & $\,\pm\,$ & $60                   $ & $\,\pm\,$ & $ 130\phantom{11111}$   \\
$1$&$-$&$2$     & $1780                $ & $\,\pm\,$ & $70                   $ & $\,\pm\,$ & $ 160\phantom{11111}$   \\
$2$&$-$&$3$     & $1290                 $ & $\,\pm\,$ & $ 50                  $ & $\,\pm\,$ & $ \phantom{1}90\phantom{11111}$    \\
$3$&$-$&$4$     & $\phantom{1}\,700$ & $\,\pm\,$ & $ 40                  $ & $\,\pm\,$ & $ \phantom{1}50\phantom{11111}$      \\
$4$&$-$&$5$     & $\phantom{1}\,313$ & $\,\pm\,$ & $ 22                   $ & $\,\pm\,$ & $ \phantom{1}24\phantom{11111}$      \\
$5$&$-$&$6$     & $\phantom{1}\,142$ & $\,\pm\,$ & $ 13                   $ & $\,\pm\,$ & $ \phantom{1}10\phantom{11111}$        \\
$6$&$-$&$7$     & $\phantom{1\,1}61$ & $\,\pm\,$ & $ \phantom{1}8  $ & $\,\pm\,$ & $ \phantom{11}4\phantom{11111}$           \\
$7$&$-$&$12$    & $\phantom{1\,1}14$ & $\,\pm\,$ & $ \phantom{1}2   $ & $\,\pm\,$ & $ \phantom{11}1\phantom{11111}$           \\
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