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     \def\etal{{\it et al.\ }}
     \def\wn{cm$^{-1}$}
     \def\eg{\it e.g. \rm}
     \def\ie{\it i.e. \rm}
     \def\n2{N$_2$}
\begin{document} %==========================================================

\normalsize

{\bf $c'_m(v)~^1\Sigma^+_u\leftarrow X(v)~^1\Sigma^+_g$ Band of the $^{15}$N$_2$.
   Values with B are blended lines.} \\ [4mm]

\begin{tabular}{rllcllcll} \hline \hline
 \\
   & \multicolumn{2}{c}{$c'_4(0)-X(0)$} & & \multicolumn{2}{c}{$c'_4(1)-X(0)$} &
    & \multicolumn{2}{c}{$c'_4(2)-X(0)$}\\
    \cline{2-3} \cline{5-6} \cline{8-9}
 J & ~~~R(J) & ~~~P(J) & & ~~~R(J) & ~~~P(J) & & ~~~R(J) & ~~~P(J) \\ [1mm]
  0 & 104329.8  &           & & 106311.0  &          & & 108396.2B \\
  1 & 104333.2  & 104322.6  & & 106313.7B & 106304.0 & & 108397.9B & 108389.8B \\
  2 & 104336.6  & 104318.7  & & 106315.7B & 106299.9 & & 108397.9B & 108385.1B \\
  3 & 104339.6  & 104314.7  & & 106317.8B & 106295.1 & & 108397.9B & 108379.1B \\
  4 & 104342.6  & 104310.5  & & 106319.3B & 106290.0 & & 108396.2B & 108372.2B \\
  5 & 104345.4  & 104306.2  & & 106319.3B & 106284.3 & & 108393.7  & 108364.3 \\
  6 & 104347.9  & 104301.8  & & 106319.3B & 106278.1 & & 108389.8B & 108355.4 \\
  7 & 104350.5  & 104297.2  & & 106319.3B & 106271.3 & & 108385.1B & 108345.4 \\
  8 & 104352.7  & 104292.4  & & 106317.8B & 106263.9 & & 108379.1B & 108334.2 \\
  9 & 104354.3  & 104287.4  & & 106315.7B & 106255.8 & & 108372.2B & 108322.1 \\
 10 & 104362.4B & 104282.1  & & 106313.7B & 106247.1 & &           & 108308.7 \\
 11 & 104360.1  & 104276.2B & & 106308.6  & 106237.6 & &           & 108294.3 \\
 12 & 104360.9  & 104276.2B & &           & 106227.3 \\
 13 & 104362.4B & 104267.3  & &           & 106215.4 \\
 14 &           & 104260.7  & \\
 15 &           & 104254.2  & \\
 16 &           & 104247.7  & \\
 17 &           & 104240.5  & \\
 18 &           & 104233.0  & \\
 19 &           & 104225.0  & \\
 20 &           & 104216.4  & \\
  \hline \hline
\end{tabular}

\clearpage

\begin{tabular}{rllcllcll} \hline \hline
 \\
   & \multicolumn{2}{c}{$c'_4(3)-X(0)$} & & \multicolumn{2}{c}{$c'_4(4)-X(0)$} &
    & \multicolumn{2}{c}{$c'_4(5)-X(0)$}\\
    \cline{2-3} \cline{5-6} \cline{8-9}
 J & ~~~R(J) & ~~~P(J) & & ~~~R(J) & ~~~P(J) & & ~~~R(J) & ~~~P(J) \\ [1mm]
  0  & 110479.0B &           & & 112540.4  &          & & 114499.4 \\
  1  & 110481.5B & 110471.9B & & 112542.7B & 112533.1 & & 114502.2 & 114492.4 \\
  2  & 110484.3B & 110467.7  & & 112544.8B & 112529.0 & & 114504.3 & 114488.2 \\
  3  & 110484.3B & 110462.6  & & 112546.9B & 112524.0 & & 114507.4 & 114483.5 \\
  4  & 110484.3B & 110456.8  & & 112546.9B & 112518.6 & &          & 114478.4 \\
  5  & 110484.3B & 110450.8  & & 112546.9B & 112512.6 & &          & 114472.7 \\
  6  & 110484.3B & 110443.8  & & 112546.9B & 112506.1 & &          & 114466.1B \\
  7  & 110481.5B & 110436.1  & & 112546.9B & 112499.1 & &          & 114459.5B \\
  8  & 110479.0B & 110427.8  & & 112544.8B & 112491.6 & &          & 114451.9 \\
  9  & 110476.0  & 110418.7  & & 112542.7B & 112483.3 & &          & 114443.9 \\
 10  & 110471.9B & 110408.9  & & 112539.7  & 112474.5 & &          & 114435.0 \\
 11  & 110466.3  & 110398.1  & & 112530.8  & 112465.1 & &          & 114428.5B \\
 12  &           & 110386.1  & &           & 112454.0 & &          & 114420.6 \\
 13  &           & 110373.2  & &           & 112438.2 & &          & 114405.0 \\
 14  &           &           & &           &          & &          & 114395.0B \\
 15  &           &           & &           &          & &          & 114381.5B \\
 16  &           &           & &           &          & &          & 114367.9 \\
  \hline \hline
 \\
   & \multicolumn{2}{c}{$c'_4(6)-X(0)$} & & \multicolumn{2}{c}{$c'_6(0)-X(0)$} \\
    \cline{2-3} \cline{5-6}
 J & ~~~R(J) & ~~~P(J) & & ~~~R(J) & ~~~P(J) \\ [1mm]
  0  & 116494.1  &          & & 119944.3 \\
  1  & 116496.1B & 116487.4 & & 119947.7 & 119936.7 \\
  2  & 116498.3B & 116482.8 & & 119951.2 & 119932.8 \\
  3  & 116498.3B & 116477.7 & & 119954.7 & 119929.1 \\
  4  & 116498.3B & 116471.8 & & 119958.2 & 119925.2 \\
  5  & 116498.3B & 116465.2 & & 119961.7 & 119921.3 \\
  6  & 116498.3B & 116458.0 & & 119965.2 & 119917.2 \\
  7  & 116496.1B & 116450.0 & & 119968.5 & 119913.4 \\
  8  & 116492.8  & 116441.5 & &          & 119909.2 \\
  9  & 116489.8  & 116432.2 & & 119975.0 & 119905.3 \\
 10  & 116486.1  & 116422.4 & &          & 119901.7 \\
 11  &           & 116411.9 & &          & 119896.8 \\
 12  &           & 116400.8 & \\
 13  &           & 116384.3 & \\
  \hline \hline
\end{tabular}


\end{document}

