
\documentclass[border=5pt,multi=true]{standalone}
\usepackage{standalone}
\usepackage{ifthen}
\usepackage{microtype}
\usepackage{lineno}
\usepackage{xspace}
\usepackage{caption}
\usepackage{graphicx}
\usepackage{color}
\usepackage{colortbl}
\usepackage{amsmath}
\usepackage{amssymb}
\usepackage{amsfonts}
\usepackage{upgreek}
\usepackage{hyperref}
\usepackage{hypcap}
\usepackage{cite}
\usepackage{mciteplus}
\usepackage{longtable}
\usepackage{multirow}
\usepackage{afterpage}

\begin{document}
		
		
			\setlength\extrarowheight{2pt}
			\scalebox{0.7}{
				\begin{tabular}{c|cccc}
					& $0.10<q^2<0.98\mathrm{\,Ge\kern -0.1em V}\xspace^{2}/c^4$ & $1.1<q^2<2.0\mathrm{\,Ge\kern -0.1em V}\xspace^{2}/c^4$ & $2.0<q^2<3.0\mathrm{\,Ge\kern -0.1em V}\xspace^{2}/c^4$ & $3.0<q^2<4.0\mathrm{\,Ge\kern -0.1em V}\xspace^{2}/c^4$ \\ \hline                              
					$P_1$  & $-0.038\,{}^{+0.157}_{-0.158} \pm 0.020 $ & $\phantom{-}0.439\,{}^{+1.916}_{-1.013} \pm 0.012 $ & $\phantom{-}0.055\,{}^{+0.677}_{-0.756} \pm 0.007 $ & $\phantom{-}0.421\,{}^{+18.35}_{-1.190} \pm 0.018 $ \\                                                                                                                                     
					$P_2$  & $-0.119\,{}^{+0.080}_{-0.081} \pm 0.063 $ & $-0.667\,{}^{+0.149}_{-1.939} \pm 0.017 $ & $-0.323\,{}^{+0.147}_{-0.316} \pm 0.033 $ & $-0.117\,{}^{+0.485}_{-4.435} \pm 0.015 $ \\
					$P_3$  & $\phantom{-}0.147\,{}^{+0.086}_{-0.080} \pm 0.005 $ & $\phantom{-}0.363\,{}^{+1.088}_{-0.506} \pm 0.001 $ & $\phantom{-}0.005\,{}^{+0.362}_{-0.364} \pm 0.012 $ & $\phantom{-}0.905\,{}^{+17.51}_{-0.258} \pm 0.009 $ \\
					$P'_4$  & $\phantom{-}0.086\,{}^{+0.221}_{-0.209} \pm 0.026 $ & $\phantom{-}0.266\,{}^{+0.648}_{-0.406} \pm 0.057 $ & $-0.765\,{}^{+0.271}_{-0.359} \pm 0.099 $ & $-0.134\,{}^{+0.810}_{-1.343} \pm 0.108 $ \\
					$P'_5$  & $\phantom{-}0.300\,{}^{+0.171}_{-0.152} \pm 0.023 $ & $\phantom{-}0.606\,{}^{+0.769}_{-0.326} \pm 0.017 $ & $\phantom{-}0.461\,{}^{+0.313}_{-0.256} \pm 0.019 $ & $-0.295\,{}^{+0.508}_{-7.112} \pm 0.023 $ \\
					$P'_6$  & $\phantom{-}0.086\,{}^{+0.152}_{-0.145} \pm 0.024 $ & $-0.632\,{}^{+0.347}_{-0.753} \pm 0.009 $ & $-0.549\,{}^{+0.276}_{-0.393} \pm 0.005 $ & $\phantom{-}0.449\,{}^{+19.04}_{-0.397} \pm 0.007 $ \\
					$P'_8$  & $\phantom{-}0.143\,{}^{+0.195}_{-0.184} \pm 0.022 $ & $-0.244\,{}^{+0.433}_{-0.645} \pm 0.012 $ & $-0.393\,{}^{+0.332}_{-0.388} \pm 0.002 $ & $\phantom{-}0.303\,{}^{+1.394}_{-0.719} \pm 0.006 $ \\
					\multicolumn{1}{c}{} \\  
					& $4.0<q^2<5.0\mathrm{\,Ge\kern -0.1em V}\xspace^{2}/c^4$ & $5.0<q^2<6.0\mathrm{\,Ge\kern -0.1em V}\xspace^{2}/c^4$ & $6.0<q^2<7.0\mathrm{\,Ge\kern -0.1em V}\xspace^{2}/c^4$ & $7.0<q^2<8.0\mathrm{\,Ge\kern -0.1em V}\xspace^{2}/c^4$ \\ \hline
					$P_1$  & $\phantom{-}2.296\,{}^{+17.71}_{-0.694} \pm 0.024 $ & $-0.540\,{}^{+0.521}_{-1.100} \pm 0.025 $ & $-0.353\,{}^{+0.469}_{-0.602} \pm 0.026 $ & $-0.284\,{}^{+0.513}_{-0.548} \pm 0.025 $ \\
					$P_2$  & $\phantom{-}0.174\,{}^{+3.034}_{-0.376} \pm 0.010 $ & $\phantom{-}0.089\,{}^{+0.227}_{-0.155} \pm 0.012 $ & $\phantom{-}0.104\,{}^{+0.136}_{-0.115} \pm 0.013 $ & $\phantom{-}0.393\,{}^{+0.231}_{-0.093} \pm 0.013 $ \\
					$P_3$  & $-0.801\,{}^{+0.221}_{-17.42} \pm 0.007 $ & $\phantom{-}0.178\,{}^{+0.465}_{-0.286} \pm 0.007 $ & $-0.161\,{}^{+0.246}_{-0.291} \pm 0.001 $ & $-0.063\,{}^{+0.244}_{-0.298} \pm 0.002 $ \\
					$P'_4$  & $-0.415\,{}^{+0.438}_{-1.911} \pm 0.104 $ & $-0.561\,{}^{+0.345}_{-0.465} \pm 0.101 $ & $-0.641\,{}^{+0.222}_{-0.294} \pm 0.106 $ & $-0.503\,{}^{+0.253}_{-0.288} \pm 0.118 $ \\
					$P'_5$  & $-0.799\,{}^{+0.266}_{-18.19} \pm 0.022 $ & $-0.197\,{}^{+0.287}_{-0.334} \pm 0.018 $ & $-0.713\,{}^{+0.228}_{-0.268} \pm 0.015 $ & $-0.808\,{}^{+0.226}_{-0.303} \pm 0.010 $ \\
					$P'_6$  & $-0.215\,{}^{+0.397}_{-1.243} \pm 0.006 $ & $\phantom{-}0.074\,{}^{+0.309}_{-0.288} \pm 0.005 $ & $\phantom{-}0.017\,{}^{+0.267}_{-0.261} \pm 0.007 $ & $-0.201\,{}^{+0.261}_{-0.274} \pm 0.007 $ \\
					$P'_8$  & $\phantom{-}0.293\,{}^{+1.522}_{-0.441} \pm 0.006 $ & $-0.068\,{}^{+0.338}_{-0.372} \pm 0.006 $ & $\phantom{-}0.162\,{}^{+0.289}_{-0.267} \pm 0.005 $ & $-0.623\,{}^{+0.255}_{-0.295} \pm 0.005 $ \\
					\multicolumn{1}{c}{} \\  
					& $11.0<q^2<11.75\mathrm{\,Ge\kern -0.1em V}\xspace^{2}/c^4$ & $11.75<q^2<12.5\mathrm{\,Ge\kern -0.1em V}\xspace^{2}/c^4$ & $15.0<q^2<16.0\mathrm{\,Ge\kern -0.1em V}\xspace^{2}/c^4$ & $16.0<q^2<17.0\mathrm{\,Ge\kern -0.1em V}\xspace^{2}/c^4$ \\ \hline
					$P_1$  & $-0.869\,{}^{+0.304}_{-0.408} \pm 0.030 $ & $-1.002\,{}^{+0.502}_{-1.360} \pm 0.030 $ & $-0.199\,{}^{+0.280}_{-0.285} \pm 0.014 $ & $-0.726\,{}^{+0.239}_{-0.241} \pm 0.014 $ \\
					$P_2$  & $\phantom{-}0.494\,{}^{+0.134}_{-0.071} \pm 0.013 $ & $\phantom{-}0.637\,{}^{+0.599}_{-0.100} \pm 0.008 $ & $\phantom{-}0.433\,{}^{+0.074}_{-0.054} \pm 0.005 $ & $\phantom{-}0.430\,{}^{+0.063}_{-0.049} \pm 0.007 $ \\
					$P_3$  & $\phantom{-}0.166\,{}^{+0.221}_{-0.192} \pm 0.005 $ & $-0.105\,{}^{+0.349}_{-0.42} \pm 0.004 $ & $\phantom{-}0.087\,{}^{+0.144}_{-0.135} \pm 0.007 $ & $\phantom{-}0.019\,{}^{+0.122}_{-0.119} \pm 0.006 $ \\
					$P'_4$  & $-0.522\,{}^{+0.203}_{-0.222} \pm 0.128 $ & $-0.701\,{}^{+0.215}_{-0.342} \pm 0.114 $ & $-0.673\,{}^{+0.178}_{-0.199} \pm 0.013 $ & $-0.552\,{}^{+0.191}_{-0.213} \pm 0.055 $ \\
					$P'_5$  & $-0.485\,{}^{+0.203}_{-0.224} \pm 0.028 $ & $-0.827\,{}^{+0.205}_{-0.357} \pm 0.026 $ & $-0.758\,{}^{+0.165}_{-0.179} \pm 0.013 $ & $-0.567\,{}^{+0.157}_{-0.186} \pm 0.014 $ \\
					$P'_6$  & $-0.233\,{}^{+0.227}_{-0.224} \pm 0.004 $ & $-0.473\,{}^{+0.233}_{-0.344} \pm 0.004 $ & $\phantom{-}0.083\,{}^{+0.189}_{-0.187} \pm 0.004 $ & $\phantom{-}0.328\,{}^{+0.192}_{-0.195} \pm 0.012 $ \\
					$P'_8$  & $-0.159\,{}^{+0.241}_{-0.250} \pm 0.007 $ & $-0.211\,{}^{+0.255}_{-0.274} \pm 0.007 $ & $-0.120\,{}^{+0.192}_{-0.198} \pm 0.010 $ & $\phantom{-}0.122\,{}^{+0.199}_{-0.196} \pm 0.010 $ \\
					\multicolumn{1}{c}{} \\  
					& $17.0<q^2<18.0\mathrm{\,Ge\kern -0.1em V}\xspace^{2}/c^4$ & $18.0<q^2<19.0\mathrm{\,Ge\kern -0.1em V}\xspace^{2}/c^4$ & $15.0 <  q^2\xspace < 19.0\mathrm{\,Ge\kern -0.1em V}\xspace^2/c^{4}$ \\ \hline
					$P_1$  & $-0.313\,{}^{+0.286}_{-0.293} \pm 0.019 $ & $-0.450\,{}^{+0.440}_{-0.447} \pm 0.022 $ & $-0.424\,{}^{+0.139}_{-0.150} \pm 0.028 $ \\
					$P_2$  & $\phantom{-}0.288\,{}^{+0.075}_{-0.064} \pm 0.006 $ & $\phantom{-}0.393\,{}^{+0.159}_{-0.100} \pm 0.011 $ & $\phantom{-}0.385\,{}^{+0.035}_{-0.036} \pm 0.010 $\\
					$P_3$  & $\phantom{-}0.144\,{}^{+0.149}_{-0.147} \pm 0.002 $ & $\phantom{-}0.134\,{}^{+0.219}_{-0.208} \pm 0.010 $ & $\phantom{-}0.089\,{}^{+0.071}_{-0.072} \pm 0.019 $\\
					$P'_4$  & $-0.486\,{}^{+0.190}_{-0.200} \pm 0.092 $ & $-1.221\,{}^{+0.280}_{-0.388} \pm 0.119 $ & $-0.663\,{}^{+0.102}_{-0.105} \pm 0.055 $ \\
					$P'_5$  & $-0.646\,{}^{+0.176}_{-0.190} \pm 0.027 $ & $-1.070\,{}^{+0.237}_{-0.349} \pm 0.029 $ & $-0.709\,{}^{+0.093}_{-0.090} \pm 0.016 $\\
					$P'_6$  & $\phantom{-}0.047\,{}^{+0.198}_{-0.197} \pm 0.023 $ & $\phantom{-}0.128\,{}^{+0.246}_{-0.265} \pm 0.012 $  & $\phantom{-}0.140\,{}^{+0.101}_{-0.100} \pm 0.032 $\\
					$P'_8$  & $-0.006\,{}^{+0.199}_{-0.215} \pm 0.001 $ & $\phantom{-}0.300\,{}^{+0.297}_{-0.276} \pm 0.022 $ & $\phantom{-}0.049\,{}^{+0.106}_{-0.102} \pm 0.021 $\\
				\end{tabular}
			}
		
	
\end{document}
