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\begin{document}
	
	
        
	\begin{tabular}{l|lllll}
\hline  $ p_{\mathrm{T}}$ \xspace($\!\text{\,Ge\kern -0.1em V\!/}c\xspace$) & $2<y<2.5$ & $2.5<y<3$ & $3<y<3.5$ & $3.5<y<4$ & $4<y<4.5$\\ \hline
0 $-$ 1&  $2.81\pm0.32$  &  $1.87\pm0.13$  &  $1.04\pm0.08$  &  $\phantom{0}~1.22\pm0.14$  &  $\phantom{0}~2.27\pm0.44$    \\  
1 $-$ 2&  $2.77\pm0.20$  &  $1.84\pm0.08$  &  $1.06\pm0.05$  &  $\phantom{0}~1.20\pm0.09$  &  $\phantom{0}~1.97\pm0.24$    \\  
2 $-$ 3&  $2.72\pm0.17$  &  $1.81\pm0.07$  &  $1.07\pm0.05$  &  $\phantom{0}~1.09\pm0.08$  &  $\phantom{0}~1.64\pm0.21$    \\  
3 $-$ 4&  $2.62\pm0.16$  &  $1.77\pm0.07$  &  $1.02\pm0.05$  &  $\phantom{0}~0.91\pm0.08$  &  $\phantom{0}~1.28\pm0.20$    \\  
4 $-$ 5&  $2.54\pm0.18$  &  $1.70\pm0.07$  &  $0.95\pm0.06$  &  $\phantom{0}~0.72\pm0.10$  &  $\phantom{0}~0.91\pm0.22$    \\  
5 $-$ 6&  $2.33\pm0.18$  &  $1.65\pm0.08$  &  $0.84\pm0.07$  &  $\phantom{0}~0.51\pm0.11$  &  $\phantom{0}~0.56\pm0.27$    \\  
6 $-$ 7&  $2.21\pm0.21$  &  $1.51\pm0.09$  &  $0.69\pm0.08$  &  $\phantom{0}~0.29\pm0.14$  &  $\phantom{0}~0.29\pm0.31$    \\  
7 $-$ 8&  $2.11\pm0.24$  &  $1.43\pm0.10$  &  $0.53\pm0.09$  &  \multirow{2}{*}{$\phantom{0}~0.09\pm0.12$}  &  \multirow{2}{*}{$-0.06\pm0.28$}    \\  
8 $-$ 9&  $1.94\pm0.26$  &  $1.23\pm0.10$  &  $0.44\pm0.10$  &  $ ~ $&  $ ~ $  \\  
9 $-$ 10&  $1.74\pm0.28$  &  $1.22\pm0.11$  &  $0.42\pm0.10$  &  \multirow{2}{*}{$-0.11\pm0.14$}  &  \multirow{2}{*}{$-0.52\pm0.33$}    \\  
10 $-$ 13&  $1.60\pm0.19$  &  $1.05\pm0.07$  &  $0.31\pm0.08$  &  $ ~ $&  $ ~ $  \\  
13 $-$ 20&  $1.42\pm0.21$  &  $0.87\pm0.07$  &  $0.34\pm0.08$  &  $-0.11\pm0.18$  &  $-0.55\pm0.62$    \\  
\hline
\end{tabular}
\end{document}
