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\begin{document}

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%Title of paper
\title{Precision Measurement of the Proton Flux in Primary Cosmic Rays from 1\,GV to 1.8\,TV with the Alpha Magnetic Spectrometer on the International Space Station
\\
Supplemental Material}
\collaboration{AMS Collaboration}
\noaffiliation
%
\maketitle
%
\begin{center}
\begin{longtable}[p]{ccc|ccccccr@{}l}
\caption{The proton flux $\Phi$ as a function of rigidity at the top of AMS 
in units of $\mathrm{[m^2\cdot sr \cdot s \cdot GV]^{-1}}$
including errors due to statistics (stat.);
contributions to the systematic error from the
trigger (trig.);
acceptance, background contamination, geomagnetic cutoff, and event selection (acc.);
the rigidity resolution function and unfolding (unf.);
and
the absolute rigidity scale (scale);
and the total systematic error (syst.).
\label{tab:flux}}
\\
\hline
\multicolumn{3}{c|}{Rigidity [GV]}&%
$\Phi$&%
$\sigma_\mathrm{stat.}$&%
$\sigma_\mathrm{trig.}$&%
$\sigma_\mathrm{acc.}$&%
$\sigma_\mathrm{unf.}$&%
$\sigma_\mathrm{scale}$&
\multicolumn{1}{c}{$\sigma_\mathrm{syst.}$~}&
\\
\hline
\endfirsthead
\multicolumn{10}{c}%
{\tablename\ \thetable\ -- \textit{(Continued).}} 
\\
\hline
\multicolumn{3}{c|}{Rigidity [GV]}&%
$\Phi$&%
$\sigma_\mathrm{stat.}$&%
$\sigma_\mathrm{trig.}$&%
$\sigma_\mathrm{acc.}$&%
$\sigma_\mathrm{unf.}$&%
$\sigma_\mathrm{scale}$&%
\multicolumn{1}{c}{$\sigma_\mathrm{syst.}$~}&
\\
\hline
\endhead
\hline \multicolumn{11}{c}{\textit{Table continued}}\\
\endfoot
\hline
\endlastfoot
1.00& $-$ & 1.16 &~(6.269~ & ~0.008~ & ~0.012~ &  ~0.249~ &  ~0.087~ &  ~0.015~ & ~0.268)&$\times 10^{2}$ \\
1.16& $-$ & 1.33 & (6.625 &   0.004 &   0.011 &   0.206 &   0.086 &   0.013 &   0.226)&$\times 10^{2}$ \\
1.33& $-$ & 1.51 & (6.432 &   0.004 &   0.007 &   0.158 &   0.077 &   0.008 &   0.177)&$\times 10^{2}$ \\
1.51& $-$ & 1.71 & (6.059 &   0.003 &   0.006 &   0.134 &   0.068 &   0.004 &   0.151)&$\times 10^{2}$ \\
1.71& $-$ & 1.92 & (5.544 &   0.002 &   0.005 &   0.110 &   0.059 &   0.002 &   0.126)&$\times 10^{2}$ \\
1.92& $-$ & 2.15 & (4.993 &   0.002 &   0.004 &   0.090 &   0.051 &   0.001 &   0.104)&$\times 10^{2}$ \\
2.15& $-$ & 2.40 & (4.420 &   0.002 &   0.004 &   0.073 &   0.043 &   0.003 &   0.085)&$\times 10^{2}$ \\
2.40& $-$ & 2.67 & (3.878 &   0.001 &   0.003 &   0.059 &   0.037 &   0.004 &   0.069)&$\times 10^{2}$ \\
2.67& $-$ & 2.97 & (3.359 &   0.001 &   0.003 &   0.046 &   0.031 &   0.004 &   0.056)&$\times 10^{2}$ \\
2.97& $-$ & 3.29 & (2.882 &   0.001 &   0.002 &   0.037 &   0.026 &   0.004 &   0.046)&$\times 10^{2}$ \\
3.29& $-$ & 3.64 & (2.453 &   0.001 &   0.002 &   0.030 &   0.021 &   0.004 &   0.037)&$\times 10^{2}$ \\
3.64& $-$ & 4.02 & (2.068 &   0.001 &   0.002 &   0.024 &   0.018 &   0.004 &   0.030)&$\times 10^{2}$ \\
4.02& $-$ & 4.43 & (1.731 &   0.001 &   0.001 &   0.019 &   0.015 &   0.004 &   0.025)&$\times 10^{2}$ \\
4.43& $-$ & 4.88 & (1.438 &   0.000 &   0.001 &   0.016 &   0.012 &   0.003 &   0.020)&$\times 10^{2}$ \\
4.88& $-$ & 5.37 & (1.184 &   0.000 &   0.001 &   0.012 &   0.010 &   0.003 &   0.016)&$\times 10^{2}$ \\
5.37& $-$ & 5.90 & (9.691 &   0.003 &   0.007 &   0.099 &   0.079 &   0.026 &   0.130)&$\times 10^{1}$ \\
5.90& $-$ & 6.47 & (7.903 &   0.002 &   0.006 &   0.079 &   0.063 &   0.023 &   0.104)&$\times 10^{1}$ \\
6.47& $-$ & 7.09 & (6.420 &   0.002 &   0.005 &   0.063 &   0.051 &   0.019 &   0.083)&$\times 10^{1}$ \\
7.09& $-$ & 7.76 & (5.197 &   0.002 &   0.004 &   0.050 &   0.041 &   0.016 &   0.067)&$\times 10^{1}$ \\
7.76& $-$ & 8.48 & (4.200 &   0.001 &   0.003 &   0.040 &   0.033 &   0.014 &   0.054)&$\times 10^{1}$ \\
8.48& $-$ & 9.26 & (3.386 &   0.001 &   0.003 &   0.032 &   0.026 &   0.012 &   0.043)&$\times 10^{1}$ \\
9.26& $-$ & 10.1 & (2.724 &   0.001 &   0.002 &   0.025 &   0.021 &   0.010 &   0.034)&$\times 10^{1}$ \\
10.1& $-$ & 11.0 & (2.190 &   0.001 &   0.002 &   0.020 &   0.017 &   0.008 &   0.028)&$\times 10^{1}$ \\
11.0& $-$ & 12.0 & (1.758 &   0.001 &   0.001 &   0.016 &   0.014 &   0.006 &   0.022)&$\times 10^{1}$ \\
12.0& $-$ & 13.0 & (1.417 &   0.001 &   0.001 &   0.013 &   0.011 &   0.005 &   0.018)&$\times 10^{1}$ \\
13.0& $-$ & 14.1 & (1.148 &   0.000 &   0.001 &   0.011 &   0.009 &   0.004 &   0.015)&$\times 10^{1}$ \\
14.1& $-$ & 15.3 & (9.266 &   0.004 &   0.008 &   0.086 &   0.072 &   0.036 &   0.118)&$\times 10^{0}$ \\
15.3& $-$ & 16.6 & (7.460 &   0.003 &   0.006 &   0.069 &   0.058 &   0.029 &   0.095)&$\times 10^{0}$ \\
16.6& $-$ & 18.0 & (5.995 &   0.003 &   0.005 &   0.055 &   0.047 &   0.024 &   0.077)&$\times 10^{0}$ \\
18.0& $-$ & 19.5 & (4.832 &   0.002 &   0.004 &   0.045 &   0.038 &   0.019 &   0.062)&$\times 10^{0}$ \\
19.5& $-$ & 21.1 & (3.894 &   0.002 &   0.003 &   0.036 &   0.031 &   0.016 &   0.050)&$\times 10^{0}$ \\
21.1& $-$ & 22.8 & (3.151 &   0.002 &   0.003 &   0.029 &   0.025 &   0.013 &   0.041)&$\times 10^{0}$ \\
22.8& $-$ & 24.7 & (2.538 &   0.001 &   0.002 &   0.023 &   0.020 &   0.011 &   0.033)&$\times 10^{0}$ \\
24.7& $-$ & 26.7 & (2.040 &   0.001 &   0.002 &   0.019 &   0.016 &   0.009 &   0.026)&$\times 10^{0}$ \\
26.7& $-$ & 28.8 & (1.650 &   0.001 &   0.002 &   0.015 &   0.013 &   0.007 &   0.021)&$\times 10^{0}$ \\
28.8& $-$ & 31.1 & (1.335 &   0.001 &   0.001 &   0.012 &   0.011 &   0.006 &   0.017)&$\times 10^{0}$ \\
31.1& $-$ & 33.5 & (1.082 &   0.001 &   0.001 &   0.010 &   0.009 &   0.005 &   0.014)&$\times 10^{0}$ \\
33.5& $-$ & 36.1 & (8.791 &   0.006 &   0.009 &   0.081 &   0.071 &   0.038 &   0.115)&$\times 10^{-1}$ \\
36.1& $-$ & 38.9 & (7.132 &   0.005 &   0.007 &   0.066 &   0.058 &   0.031 &   0.093)&$\times 10^{-1}$ \\
38.9& $-$ & 41.9 & (5.793 &   0.005 &   0.006 &   0.054 &   0.047 &   0.025 &   0.076)&$\times 10^{-1}$ \\
41.9& $-$ & 45.1 & (4.716 &   0.004 &   0.005 &   0.044 &   0.038 &   0.021 &   0.062)&$\times 10^{-1}$ \\
45.1& $-$ & 48.5 & (3.839 &   0.004 &   0.004 &   0.036 &   0.031 &   0.017 &   0.051)&$\times 10^{-1}$ \\
48.5& $-$ & 52.2 & (3.128 &   0.003 &   0.003 &   0.029 &   0.026 &   0.014 &   0.042)&$\times 10^{-1}$ \\
52.2& $-$ & 56.1 & (2.549 &   0.003 &   0.003 &   0.024 &   0.021 &   0.012 &   0.034)&$\times 10^{-1}$ \\
56.1& $-$ & 60.3 & (2.080 &   0.002 &   0.002 &   0.020 &   0.017 &   0.009 &   0.028)&$\times 10^{-1}$ \\
60.3& $-$ & 64.8 & (1.701 &   0.002 &   0.002 &   0.016 &   0.014 &   0.008 &   0.023)&$\times 10^{-1}$ \\
64.8& $-$ & 69.7 & (1.393 &   0.002 &   0.002 &   0.013 &   0.011 &   0.007 &   0.019)&$\times 10^{-1}$ \\
69.7& $-$ & 74.9 & (1.132 &   0.002 &   0.001 &   0.011 &   0.009 &   0.005 &   0.015)&$\times 10^{-1}$ \\
74.9& $-$ & 80.5 & (9.263 &   0.013 &   0.012 &   0.089 &   0.076 &   0.046 &   0.127)&$\times 10^{-2}$ \\
80.5& $-$ & 86.5 & (7.530 &   0.012 &   0.010 &   0.073 &   0.062 &   0.038 &   0.104)&$\times 10^{-2}$ \\
86.5& $-$ & 93.0 & (6.146 &   0.010 &   0.008 &   0.060 &   0.051 &   0.031 &   0.085)&$\times 10^{-2}$ \\
93.0& $-$ &  100 & (5.026 &   0.009 &   0.007 &   0.049 &   0.042 &   0.026 &   0.070)&$\times 10^{-2}$ \\
 100& $-$ &  108 & (4.085 &   0.007 &   0.006 &   0.040 &   0.035 &   0.022 &   0.058)&$\times 10^{-2}$ \\
 108& $-$ &  116 & (3.294 &   0.007 &   0.005 &   0.033 &   0.028 &   0.018 &   0.047)&$\times 10^{-2}$ \\
 116& $-$ &  125 & (2.698 &   0.006 &   0.004 &   0.027 &   0.023 &   0.016 &   0.039)&$\times 10^{-2}$ \\
 125& $-$ &  135 & (2.174 &   0.005 &   0.004 &   0.022 &   0.019 &   0.013 &   0.032)&$\times 10^{-2}$ \\
 135& $-$ &  147 & (1.727 &   0.004 &   0.003 &   0.018 &   0.016 &   0.011 &   0.026)&$\times 10^{-2}$ \\
 147& $-$ &  160 & (1.358 &   0.003 &   0.003 &   0.014 &   0.013 &   0.009 &   0.021)&$\times 10^{-2}$ \\
 160& $-$ &  175 & (1.065 &   0.003 &   0.002 &   0.011 &   0.010 &   0.007 &   0.017)&$\times 10^{-2}$ \\
 175& $-$ &  192 & (8.212 &   0.023 &   0.017 &   0.087 &   0.079 &   0.059 &   0.133)&$\times 10^{-3}$ \\
 192& $-$ &  211 & (6.299 &   0.019 &   0.014 &   0.068 &   0.062 &   0.047 &   0.104)&$\times 10^{-3}$ \\
 211& $-$ &  233 & (4.793 &   0.015 &   0.011 &   0.053 &   0.049 &   0.039 &   0.083)&$\times 10^{-3}$ \\
 233& $-$ &  259 & (3.605 &   0.012 &   0.009 &   0.040 &   0.039 &   0.031 &   0.065)&$\times 10^{-3}$ \\
 259& $-$ &  291 & (2.647 &   0.009 &   0.007 &   0.030 &   0.029 &   0.024 &   0.049)&$\times 10^{-3}$ \\
 291& $-$ &  330 & (1.884 &   0.007 &   0.006 &   0.022 &   0.022 &   0.019 &   0.037)&$\times 10^{-3}$ \\
 330& $-$ &  379 & (1.288 &   0.005 &   0.004 &   0.016 &   0.016 &   0.015 &   0.027)&$\times 10^{-3}$ \\
 379& $-$ &  441 & (8.695 &   0.038 &   0.034 &   0.110 &   0.112 &   0.111 &   0.195)&$\times 10^{-4}$ \\
 441& $-$ &  525 & (5.545 &   0.026 &   0.025 &   0.073 &   0.078 &   0.078 &   0.135)&$\times 10^{-4}$ \\
 525& $-$ &  643 & (3.357 &   0.017 &   0.018 &   0.047 &   0.052 &   0.057 &   0.092)&$\times 10^{-4}$ \\
 643& $-$ &  822 & (1.860 &   0.010 &   0.012 &   0.028 &   0.032 &   0.040 &   0.060)&$\times 10^{-4}$ \\
 822& $-$ & 1130 & (8.571 &   0.053 &   0.071 &   0.139 &   0.192 &   0.254 &   0.355)&$\times 10^{-5}$ \\
1130& $-$ & 1800 & (2.933 &   0.021 &   0.035 &   0.055 &   0.092 &   0.130 &   0.173)&$\times 10^{-5}$ \\
\hline 
\end{longtable} 
\end{center}
\end{document}