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\begin{document}
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\begin{tabular}{@{}r@{}c@{}lrr@{}c@{}r@{}c@{}r@{}c@{}rr@{}c@{}r@{}c@{}r@{}c@{}rr@{}c@{}r@{}c@{}r@{}c@{}r@{}}
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\multicolumn{4}{c}{$\mbox{$p_{\rm T}$}\xspace\,[\! {\mathrm{\,Ge\kern -0.1em V\!/}c}\xspace]$} & \multicolumn{7}{c}{$2.0<y<2.5$} & \multicolumn{7}{c}{$2.5<y<3.0$} & \multicolumn{7}{c}{$3.0<y<3.5$} \\
\midrule
$0$&$-$&$1$&&$99.3\,$ & $\,\pm\,$ & $ 4.8\,$ & $\,\pm\,$ & $9.6\,$ & $\,\pm\,$ & $5.1$& $98.8\,$ & $\,\pm\,$ & $ 2.8\,$ & $\,\pm\,$ & $6.1\,$ & $\,\pm\,$ & $2.6$& $92.3\,$ & $\,\pm\,$ & $ 2.6\,$ & $\,\pm\,$ & $5.4\,$ & $\,\pm\,$ & $2.2$\\
 $1$&$-$&$2$&&$242.3\,$ & $\,\pm\,$ & $ 6.1\,$ & $\,\pm\,$ & $20.6\,$ & $\,\pm\,$ & $8.7$& $238.1\,$ & $\,\pm\,$ & $ 3.8\,$ & $\,\pm\,$ & $14.2\,$ & $\,\pm\,$ & $4.2$& $216.4\,$ & $\,\pm\,$ & $ 3.4\,$ & $\,\pm\,$ & $12.6\,$ & $\,\pm\,$ & $3.6$\\
 $2$&$-$&$3$&&$275.6\,$ & $\,\pm\,$ & $ 5.8\,$ & $\,\pm\,$ & $19.9\,$ & $\,\pm\,$ & $9.5$& $233.4\,$ & $\,\pm\,$ & $ 3.4\,$ & $\,\pm\,$ & $13.4\,$ & $\,\pm\,$ & $3.9$& $211.3\,$ & $\,\pm\,$ & $ 3.1\,$ & $\,\pm\,$ & $12.0\,$ & $\,\pm\,$ & $3.5$\\
 $3$&$-$&$4$&&$204.3\,$ & $\,\pm\,$ & $ 4.6\,$ & $\,\pm\,$ & $13.1\,$ & $\,\pm\,$ & $6.3$& $174.8\,$ & $\,\pm\,$ & $ 2.7\,$ & $\,\pm\,$ & $9.6\,$ & $\,\pm\,$ & $3.2$& $150.6\,$ & $\,\pm\,$ & $ 2.3\,$ & $\,\pm\,$ & $8.2\,$ & $\,\pm\,$ & $2.7$\\
 $4$&$-$&$5$&&$137.3\,$ & $\,\pm\,$ & $ 3.3\,$ & $\,\pm\,$ & $8.1\,$ & $\,\pm\,$ & $4.7$& $120.0\,$ & $\,\pm\,$ & $ 2.0\,$ & $\,\pm\,$ & $6.4\,$ & $\,\pm\,$ & $2.3$& $96.0\,$ & $\,\pm\,$ & $ 1.7\,$ & $\,\pm\,$ & $5.1\,$ & $\,\pm\,$ & $1.9$\\
 $5$&$-$&$6$&&$84.9\,$ & $\,\pm\,$ & $ 2.3\,$ & $\,\pm\,$ & $4.7\,$ & $\,\pm\,$ & $2.9$& $76.3\,$ & $\,\pm\,$ & $ 1.5\,$ & $\,\pm\,$ & $4.0\,$ & $\,\pm\,$ & $1.6$& $59.8\,$ & $\,\pm\,$ & $ 1.3\,$ & $\,\pm\,$ & $3.1\,$ & $\,\pm\,$ & $1.3$\\
 $6$&$-$&$7$&&$56.2\,$ & $\,\pm\,$ & $ 1.7\,$ & $\,\pm\,$ & $3.0\,$ & $\,\pm\,$ & $2.1$& $48.2\,$ & $\,\pm\,$ & $ 1.1\,$ & $\,\pm\,$ & $2.5\,$ & $\,\pm\,$ & $1.1$& $38.3\,$ & $\,\pm\,$ & $ 1.0\,$ & $\,\pm\,$ & $2.0\,$ & $\,\pm\,$ & $1.0$\\
 $7$&$-$&$8$&&$36.3\,$ & $\,\pm\,$ & $ 1.3\,$ & $\,\pm\,$ & $1.9\,$ & $\,\pm\,$ & $1.6$& $28.9\,$ & $\,\pm\,$ & $ 0.8\,$ & $\,\pm\,$ & $1.5\,$ & $\,\pm\,$ & $0.8$& $23.3\,$ & $\,\pm\,$ & $ 0.7\,$ & $\,\pm\,$ & $1.2\,$ & $\,\pm\,$ & $0.7$\\
 $8$&$-$&$9$&&$21.5\,$ & $\,\pm\,$ & $ 0.9\,$ & $\,\pm\,$ & $1.1\,$ & $\,\pm\,$ & $1.0$& $19.6\,$ & $\,\pm\,$ & $ 0.7\,$ & $\,\pm\,$ & $1.0\,$ & $\,\pm\,$ & $0.6$& $15.2\,$ & $\,\pm\,$ & $ 0.6\,$ & $\,\pm\,$ & $0.8\,$ & $\,\pm\,$ & $0.6$\\
 $9$&$-$&$10$&&$15.7\,$ & $\,\pm\,$ & $ 0.7\,$ & $\,\pm\,$ & $0.8\,$ & $\,\pm\,$ & $0.8$& $12.3\,$ & $\,\pm\,$ & $ 0.5\,$ & $\,\pm\,$ & $0.6\,$ & $\,\pm\,$ & $0.5$& $9.9\,$ & $\,\pm\,$ & $ 0.5\,$ & $\,\pm\,$ & $0.5\,$ & $\,\pm\,$ & $0.5$\\
 $10$&$-$&$11$&&$10.1\,$ & $\,\pm\,$ & $ 0.6\,$ & $\,\pm\,$ & $0.5\,$ & $\,\pm\,$ & $0.6$& $9.0\,$ & $\,\pm\,$ & $ 0.5\,$ & $\,\pm\,$ & $0.5\,$ & $\,\pm\,$ & $0.4$& $7.6\,$ & $\,\pm\,$ & $ 0.4\,$ & $\,\pm\,$ & $0.4\,$ & $\,\pm\,$ & $0.5$\\
 $11$&$-$&$12$&&$8.0\,$ & $\,\pm\,$ & $ 0.5\,$ & $\,\pm\,$ & $0.4\,$ & $\,\pm\,$ & $0.6$& $6.3\,$ & $\,\pm\,$ & $ 0.4\,$ & $\,\pm\,$ & $0.3\,$ & $\,\pm\,$ & $0.3$& $4.4\,$ & $\,\pm\,$ & $ 0.3\,$ & $\,\pm\,$ & $0.2\,$ & $\,\pm\,$ & $0.3$\\
 $12$&$-$&$13$&&$5.3\,$ & $\,\pm\,$ & $ 0.4\,$ & $\,\pm\,$ & $0.3\,$ & $\,\pm\,$ & $0.4$& $4.2\,$ & $\,\pm\,$ & $ 0.3\,$ & $\,\pm\,$ & $0.2\,$ & $\,\pm\,$ & $0.3$& $3.4\,$ & $\,\pm\,$ & $ 0.3\,$ & $\,\pm\,$ & $0.2\,$ & $\,\pm\,$ & $0.3$\\
 $13$&$-$&$14$&&$4.5\,$ & $\,\pm\,$ & $ 0.4\,$ & $\,\pm\,$ & $0.2\,$ & $\,\pm\,$ & $0.4$& $3.5\,$ & $\,\pm\,$ & $ 0.3\,$ & $\,\pm\,$ & $0.2\,$ & $\,\pm\,$ & $0.3$& $2.0\,$ & $\,\pm\,$ & $ 0.2\,$ & $\,\pm\,$ & $0.1\,$ & $\,\pm\,$ & $0.2$\\
 \bottomrule
&&&& \multicolumn{7}{c}{$3.5<y<4.0$} & \multicolumn{7}{c}{$4.0<y<4.5$}\\ \midrule
$0$&$-$&$1$&&$83.5\,$ & $\,\pm\,$ & $ 2.7\,$ & $\,\pm\,$ & $5.5\,$ & $\,\pm\,$ & $2.5$& $65.0\,$ & $\,\pm\,$ & $ 3.8\,$ & $\,\pm\,$ & $4.8\,$ & $\,\pm\,$ & $3.5$&\\
 $1$&$-$&$2$&&$182.1\,$ & $\,\pm\,$ & $ 3.4\,$ & $\,\pm\,$ & $12.2\,$ & $\,\pm\,$ & $3.8$& $139.5\,$ & $\,\pm\,$ & $ 4.6\,$ & $\,\pm\,$ & $11.0\,$ & $\,\pm\,$ & $5.3$&\\
 $2$&$-$&$3$&&$176.3\,$ & $\,\pm\,$ & $ 3.0\,$ & $\,\pm\,$ & $11.5\,$ & $\,\pm\,$ & $3.8$& $118.7\,$ & $\,\pm\,$ & $ 3.6\,$ & $\,\pm\,$ & $9.5\,$ & $\,\pm\,$ & $5.0$&\\
 $3$&$-$&$4$&&$118.9\,$ & $\,\pm\,$ & $ 2.3\,$ & $\,\pm\,$ & $7.3\,$ & $\,\pm\,$ & $2.7$& $86.6\,$ & $\,\pm\,$ & $ 3.0\,$ & $\,\pm\,$ & $6.6\,$ & $\,\pm\,$ & $4.4$&\\
 $4$&$-$&$5$&&$79.4\,$ & $\,\pm\,$ & $ 1.7\,$ & $\,\pm\,$ & $4.6\,$ & $\,\pm\,$ & $2.0$& $52.7\,$ & $\,\pm\,$ & $ 2.1\,$ & $\,\pm\,$ & $3.7\,$ & $\,\pm\,$ & $2.7$&\\
 $5$&$-$&$6$&&$43.5\,$ & $\,\pm\,$ & $ 1.2\,$ & $\,\pm\,$ & $2.5\,$ & $\,\pm\,$ & $1.2$& $28.2\,$ & $\,\pm\,$ & $ 1.4\,$ & $\,\pm\,$ & $1.9\,$ & $\,\pm\,$ & $1.6$&\\
 $6$&$-$&$7$&&$28.8\,$ & $\,\pm\,$ & $ 0.9\,$ & $\,\pm\,$ & $1.6\,$ & $\,\pm\,$ & $1.0$& $17.8\,$ & $\,\pm\,$ & $ 1.0\,$ & $\,\pm\,$ & $1.1\,$ & $\,\pm\,$ & $1.1$&\\
 $7$&$-$&$8$&&$17.4\,$ & $\,\pm\,$ & $ 0.7\,$ & $\,\pm\,$ & $1.0\,$ & $\,\pm\,$ & $0.7$& $9.5\,$ & $\,\pm\,$ & $ 0.7\,$ & $\,\pm\,$ & $0.6\,$ & $\,\pm\,$ & $0.7$&\\
 $8$&$-$&$9$&&$10.0\,$ & $\,\pm\,$ & $ 0.5\,$ & $\,\pm\,$ & $0.6\,$ & $\,\pm\,$ & $0.5$& $5.3\,$ & $\,\pm\,$ & $ 0.5\,$ & $\,\pm\,$ & $0.3\,$ & $\,\pm\,$ & $0.4$&\\
 $9$&$-$&$10$&&$8.1\,$ & $\,\pm\,$ & $ 0.5\,$ & $\,\pm\,$ & $0.5\,$ & $\,\pm\,$ & $0.5$& $4.9\,$ & $\,\pm\,$ & $ 0.5\,$ & $\,\pm\,$ & $0.3\,$ & $\,\pm\,$ & $0.6$&\\
 $10$&$-$&$11$&&$4.4\,$ & $\,\pm\,$ & $ 0.3\,$ & $\,\pm\,$ & $0.3\,$ & $\,\pm\,$ & $0.3$& $2.9\,$ & $\,\pm\,$ & $ 0.3\,$ & $\,\pm\,$ & $0.2\,$ & $\,\pm\,$ & $0.4$&\\
 $11$&$-$&$12$&&$3.0\,$ & $\,\pm\,$ & $ 0.3\,$ & $\,\pm\,$ & $0.2\,$ & $\,\pm\,$ & $0.3$& $2.5\,$ & $\,\pm\,$ & $ 0.3\,$ & $\,\pm\,$ & $0.2\,$ & $\,\pm\,$ & $0.4$&\\
 $12$&$-$&$13$&&$1.8\,$ & $\,\pm\,$ & $ 0.2\,$ & $\,\pm\,$ & $0.1\,$ & $\,\pm\,$ & $0.2$& $1.6\,$ & $\,\pm\,$ & $ 0.3\,$ & $\,\pm\,$ & $0.1\,$ & $\,\pm\,$ & $0.5$&\\
 $13$&$-$&$14$&&$1.5\,$ & $\,\pm\,$ & $ 0.2\,$ & $\,\pm\,$ & $0.1\,$ & $\,\pm\,$ & $0.2$& $0.5\,$ & $\,\pm\,$ & $ 0.1\,$ & $\,\pm\,$ & $0.0\,$ & $\,\pm\,$ & $0.1$&\\
 
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