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\def\jpcrd#1{{\sl J.\ Phys.\ Chem.\ Ref.\ Data} {\bf #1}}
\def\refnum #1{\par\noindent \hangindent 26pt \hbox to 26pt 
   {#1\hfill}\ignorespaces}
\def\p{$\phantom{\hbox{\rm 0}}$}

$$\vbox{\vfill \hbox {{\bf Table I} \ Lines judged to be relatively unblended 
from a visual examination\hfill}\vskip 0.3cm 
\hrule \vskip .3cm
\halign {# \hfill\quad & # \hfill\quad & \tabskip=-12pt # \hfill & 
\tabskip=0pt # \hfill\quad & # \hfill 
&#\hfill\quad & # \hfill & #\hfill\quad & \hfill #\quad & \hfill#\quad & 
\hfill#\quad & \hfill#\quad & \hfill#\quad & \hfill#\quad & \hfill#\quad
& \tabskip=-28pt \hfill$#$ & \tabskip=0pt \hfill $#$ \cr
\ 1 & \ 2 & \ \ \ \ \ 3 & & \ 4 & \ \ \ \ \ 5 & \ \ \ \ \ 6 & \ 7 
& 8 \ \ & 9 \ \ & 10 \ \ & 11 \ & 12 \ & 13 \ \ & 14 \ & 15 \ \cr
$\lambda_\sun$ & $\sigma_\sun$ & \ \ Blend$\ddag$ & & Ion & \ \ \ 
$\lambda_{\rm lab}$ & Transition & Ref. & $\chi_e$ \ & 
$g_{\rm eff}^{\rm calc}$ 
& $g_{\rm eff}^{\rm emp}$ & $X_\pi$ & $X_\sigma$ & $Y_\sigma$ \ &
$\lambda_{\rm calc}$ & & \log(gf) \cr
(\AA) & (cm$^{-1}$) & I) & II) & & \ \ \ (\AA) & & & (eV) & & & & & & (\AA) 
& &\cr
\noalign{\vskip .3cm}
\noalign{\hrule}
\noalign{\vskip .3cm}
10003.093 & 9994.168 & 1 & 1 & Ti I & 10003.099 & 
\it{a} \rm{$^3D_2$ --- }\it{x} \rm{$^3D_2^\circ$} 
& [1,10] & 2.16 & 1.167 & 1.17\p\p\ & 0.000 & 0.000 & 0.000 & .099 & -1.14 &\cr
10009.158 & 9988.112 & 1--2 & 1--2 & CN & 10009.15 \da &
2,1 \rm{$P_1$ 48}
& [9] & 0.80 & & & & & & .15\p\ & &\cr
10011.736 & 9985.540 & 2--3 & 1 & Ti I & 10011.824 &
\cj a3D1 --- \cjo x3D1
& [1,10] & 2.15 & 0.500 & 0.50?\p\ & 0.000 & 0.000 & 0.000 & .825 & -1.26\cr
10017.417 & 9979.877 & 2 & 1 & CN & 10017.44 \da &
2,1 \rm{$Q_1$ 56}
& [9] & 0.99 & & & & & & .44\p\ &\cr
10019.795 & 9977.509 & 1--2 & 1--2 & Fe I & 10019.792 & 
\it{w} \rm{$^5D_2^\circ$ --- }\it{f} \rm{$^5G_3$} & [1,10,17] \st 
& 5.48 & 0.333 & 0.751\p\ & 0.544 & 0.408 & 0.238 & .793 & -1.60 &\cr
10022.276 & 9975.039 & 2--3 \di & 1 & Fe I & 10022.287 &
\it{w} \rm{$^5D_1^\circ$ ---} \it{g} \rm{$^5F_1$}
& [9,10,17] & 5.51 & 0.750 & 0.658? & 2.250 & 0.563 & 0.000 & .289 & -2.67 &\cr 
10032.859 & 9964.517 & 1 & 1 & Fe I & 10032.858 & 
\it{w} \rm{$^5D_1^\circ$ ---} \it{f} \rm{$^5G_2$} & [1,10,17] \st 
& 5.51 & $-$0.250 & $-$0.158? & 0.817 & 0.613 & 0.476 & .859 & -1.79 &\cr
10034.498 & 9962.889 & 1--2 & 1--2 & Ti I & 10034.480 & 
\it{b} \rm{$^3F_4$ --- }\it{z} \rm{$^3G_5^\circ$} 
& [1,10] & 1.46 & 1.100 & 1.11\p\p\ & 0.012 & 0.009 & 0.001 & .480 & -2.00 &\cr
10035.743 & 9961.653 & 1--2 & 1--2 & CN & 10035.74 \da & 
1,0 \rm{$Q_1$ 68}
& [9] & 1.08 & & & & & & .74\p\ & &\cr
10036.650 & 9960.753 & 1 & 0--1 & Sr II & 10036.66 & 
4\it{d }\rm{$^2D_{3/2}$ --- 5}\it{p} \rm{$^2P_{3/2}^\circ$}
& [9,11,15] & 3.04 & 1.067 & & 0.583 & 0.171 & 0.000 & .65\p\ & -1.31 & \flat\cr
10057.197 & 9940.403 & 1--2 & 1--2 & CN & 10057.19 \da & 
1,0 \rm{$P_1$ 61}
& [9] & 0.88 & & & & & & .19\p\ & &\cr
10057.651 & 9939.955 & 1 & 1 & Fe I & 10057.643 & 
\it{x} \rm{$^5F_4^\circ$ --- }\it{f} \rm{$^5D_3$} & [1,10,17] $\natural$
& 5.03 & 1.125 & 0.898\p\ & 0.068 & 0.051 & 0.010 & .641 & -1.21 &\cr
& & & & Ti I & 10057.69 & 
\it{a} \rm{$^3D_3$} --- \it{x} \rm{$^3D_3^\circ$} & [7,9,10] & 2.17 
& 1.333 & 1.35\p\p\ & 0.000 & 0.000 & 0.000 & .765 & -0.90 &\cr
10061.246 & 9936.403 & 1 & 1 & Ni I & 10061.276 &
\cjo y3G4 --- \cj g3F3
& [1,10] & 5.49 & 1.000 & 1.455\p\ & 0.003 & 0.002 & 0.000 & .276 & -0.61\cr
10065.053 & 9932.645 & 0 & 0 & Fe I & 10065.045 & 
\it{y} \rm{$^3D_1^\circ$} --- \it{e} \rm{$^3F_2$} & [9,10,17] & 
4.84 & 0.750 & 0.687\p\ & 0.017 & 0.012 & $-$0.001 & .046 & -2.10 &\cr
10068.365 & 9929.377 & 1 & 1 & Si I & 10068.37 & 
4\it{p} \rm{$^3P_2$ --- 4}\it{d} \rm{$^3D_3^\circ$} 
& [9] & 6.10 & 1.167 & & 0.044 & 0.033 & 0.006 & .33\p\ & &\cr
10070.521 & 9927.251 & 1--2 & 1--2 & Fe I & 10070.519 & 
\it{w} \rm{$^5D_0^\circ$} --- \it{g} \rm{$^5F_1$} 
& [9,10,17] & 5.51 & 0.000 & & 0.000 & 0.000 & 0.000 & .521 & -1.80 &\cr
10071.818 & 9925.973 & 0--1 & 0--1 & Fe I & 10071.88 &
& [9] & & & & & & & &\cr
10080.359 & 9917.563 & 0 & 0 & Fe I & 10080.437 &
\cjo x5F1 --- \cj f7D1
& [9,10] & 5.10 & 1.500 & 1.497? & 9.000 & 2.250 & 0.000 & .437 & -2.96\cr
10081.394 & 9916.545 & 1--2 & 0--1 & Fe I & 10081.394 &
\it{a} \rm{$^3P_1$ --- }\it{z} \rm{$^5P_2^\circ$} & [1,10,17] & 
2.42 & 2.000 & 2.003\p\ & 0.067 & 0.050 & $-$0.011 & .394 & -4.35 &\cr
10089.769 & 9908.313 & 2 & 1 & Fe I & 10089.775 &
\cjo w5D3 --- \cj g5F3
& [1,10,17] & 5.45 & 1.375 & 1.366? & 0.438 & 0.141 & 0.000 & .776 & -1.60\cr
10103.423 & 9894.923 & 1--2 & 1--2 & CN & 10103.44 \da &
2,1 \rm{$Q_2$ 60}
& [9] & 1.09 & & & & & & .44\p\ &\cr
10120.447 & 9878.279 & 1--2 & 1--2 & CN & 10120.46 \da &
1,0 \rm{$Q_1$ 71}
& [9] & 1.18 & & & & & & .46\p\ & &\cr
10123.874 & 9874.935 & 0--1 & 0--1 & C I & 10123.87 & 
3\it{p} \rm{$^1P_1$ --- 3}\it{d} \rm{$^1P_1^\circ$} 
& [7,9,11] & 8.54 & 1.000 & & 0.000 & 0.000 & 0.000 & .87\p\ & -0.33 & \flat\cr
10136.580 & 9862.557 & 1--2 & 1--2 & CN & 10136.60 \da &
2,1 \rm{$Q_1$ 61}
& [9] & 1.12 & & & & & & .60\p\ & &\cr
10137.098 & 9862.053 & 1 & 1 & Fe I & 10137.102 &
\it{x} \rm{$^5F_2^\circ$ --- }\it{f} \rm{$^5D_1$} & [1,10,17] & 
5.09 & 0.750 & 0.666\p\ & 0.150 & 0.112 & 0.038 & .101 & -1.70 &\cr
10149.075 & 9850.415 & 1 & 1 & Fe I & 10149.078 &
\cjo x5F1 --- \cj f5D0
& [1,10,17] & 5.10 & 0.000 & $-$0.006? & 0.000 & 0.000 & 0.000 & .076 & -2.09\cr
10149.812 & 9849.699 & 1 & 1 & CN & 10149.81 \da &
1,0 \rm{$Q_1$ 72}
& [9] & 1.21 & & & & & & .81\p\ &\cr
& & & & Mn I & 10149.883 &
\cjo z4I{13/2} --- \cj f4G{11/2}
& [10] & 7.30 & 0.654 & 0.59?\p\ & 0.225 & 0.169 & 0.060 & .884 & -2.97\cr
10155.163 & 9844.509 & 0--1 & 0--1 & Fe I & 10155.165 &
\it{a} \rm{$^5P_3$ --- }\it{z} \rm{$^5F_3^\circ$} & [1,10,17] \st & 
2.18 & 1.458 & 1.458\p\ & 1.215 & 0.391 & 0.000 & .163 & -4.23 &\cr
10167.470 & 9832.593 & 0--1 & 0 & Fe I & 10167.469 & 
\it{a} \rm{$^5P_2$ --- }\it{z} \rm{$^5F_2^\circ$} & [1,10,17] \st & 
2.20 & 1.417 & 1.412\p\ & 2.361 & 0.729 & 0.000 & .469 & -4.06 &\cr
& & & & Co I & 10167.525 & 
\it{y }\rm{$^2D_{5/2}^\circ$ --- }\it{e} \rm{$^2F_{7/2}$} 
& [1,10] & 4.47 & 1.071 & 1.082\p\ & 0.007 & 0.006 & 0.000 & .525 & -0.59 &\cr 
10193.230 & 9807.745 & 0--1 & 0--1 & Ni I & 10193.228 & 
\it{z} \rm{$^1P_1^\circ$ --- }\it{e} \rm{$^3D_2$}& [1,10] & 
4.09 & 1.250 & 1.125\p\ & 0.017 & 0.012 & $-$0.001 & .228 & -0.79 &\cr 
10195.109 & 9805.937 & 1 & 1 & Fe I & 10195.108 & 
\it{a} \rm{$^3G_4$ --- }\it{z} \rm{$^3F_3^\circ$} & [1,10,17] & 
2.73 & 1.000 & 0.999\p\ & 0.003 & 0.002 & 0.000 & .106 & -3.70 &\cr
\noalign{\vskip .3cm}
\noalign{\hrule}
}}$$

$$\vbox{\vfill \hbox {{\bf Table I} (contd.) \ Lines judged to be relatively 
unblended from a visual examination\hfill}\vskip 0.3cm 
\hrule \vskip .3cm
\halign {# \hfill\quad & # \hfill\quad & \tabskip=-12pt # \hfill & 
\tabskip=0pt # \hfill\quad & # \hfill 
&#\hfill\quad & # \hfill & #\hfill\quad & \hfill #\quad & \hfill#\quad & 
\hfill#\quad & \hfill#\quad & \hfill#\quad & \hfill#\quad & \hfill#\quad
& \tabskip=-28pt \hfill$#$ & \tabskip=0pt \hfill $#$ \cr
\ 1 & \ 2 & \ \ \ \ \ 3 & & \ 4 & \ \ \ \ \ 5 & \ \ \ \ \ 6 & \ 7 
& 8 \ \ & 9 \ \ & 10 \ \ & 11 \ & 12 \ & 13 \ \ & 14 \ & 15 \ \cr
$\lambda_\sun$ & $\sigma_\sun$ & \ \ Blend$\ddag$ & & Ion & \ \ \ 
$\lambda_{\rm lab}$ & Transition & Ref. & $\chi_e$ \ & 
$g_{\rm eff}^{\rm calc}$ 
& $g_{\rm eff}^{\rm emp}$ & $X_\pi$ & $X_\sigma$ & $Y_\sigma$ \ &
$\lambda_{\rm calc}$ & & \log(gf) \cr
(\AA) & (cm$^{-1}$) & I) & II) & & \ \ \ (\AA) & & & (eV) & & & & & & (\AA) 
& &\cr
\noalign{\vskip .3cm}
\noalign{\hrule}
\noalign{\vskip .3cm}
10216.321 & 9785.577 & 0 & 0 & Fe I & 10216.314 & 
\it{y} \rm{$^3D_3^\circ$} --- \it{e} \rm{$^3F_4$} & [1,10,17] & 
4.73 & 1.125 & 1.234\p\ & 0.021 & 0.016 & 0.002 & .313 & -0.22 &\cr
10218.410 & 9783.577 & 1 & 1 & Fe I & 10218.410 &
\it{c} \rm{$^3P_1$ --- }\it{z} \rm{$^3P_0^\circ$} & [1,10,17] & 
3.07 & 1.500 & 1.466? & 0.000 & 0.000 & 0.000 & .408 & -2.76 & \jmath\cr
10230.778 & 9771.749 & 1 & 1 & Fe I & 10230.787 &
\it{e} \rm{$^5F_4$ --- 4}\it{f} \rm{(7/2)$[7/2]_3^\circ$} 
& [17] & 5.87 & 1.230 & 1.183? & 0.019 & 0.014 & 0.002 & .781 & \cr
& & & & V I & 10230.840 &
\cj e4D{7/2} --- \cjo q4G{9/2}
& [10] & 4.74 & 0.722 & & 0.254 & 0.191 & 0.073 & .840 & -1.75\cr
10252.553 & 9750.996 & 1 & 1 & Fe I & 10252.554 &
\it{e} \rm{$^5F_5$ --- 4}\it{f} \rm{(9/2)$[13/2]_6^\circ$} 
& [17] & 5.83 & 1.068 & 1.015? & 0.063 & 0.047 & 0.009 & .553 & \cr
10265.219 & 9738.964 & 0--1 & 0--1 & Fe I & 10265.220 & 
\it{a} \rm{$^5P_1$ --- }\it{z} \rm{$^5F_1^\circ$} & [1,10,17] & 
2.22 & 1.250 & 1.244\p\ & 6.250 & 1.563 & 0.000 & .219 & -4.47 &\cr
10283.770 & 9721.396 & 1--2 & 1 & Fe I & 10283.778 &
\cjo w5D1 --- \cj h5D1
& [9,10,17] & 5.51 & 1.500 & 1.408? & 0.000 & 0.000 & 0.000 & .777 & -1.84\cr
& & & & Cr I & 10283.766 &
\cjo v5F4 --- \cj e5G3
& [10] & 5.91 & 2.000 & 1.98?\p\ & 0.563 & 0.423 & $-$0.244 & .766 & -3.38\cr
10288.943 & 9716.508 & 1--2 & 1--2 & Si I & 10288.94 & 
4\it{s} \rm{$^3P_0^\circ$ --- 4}\it{p} \rm{$^3S_1$} 
& [7,9,11] & 4.92 & 2.000 & & 0.000 & 0.000 & 0.000 & .920 & -1.36 & \flat\cr
10301.409 & 9704.750 & 0--1 & 0--1 & Si I & 10301.38 \da &
4\it{p} \rm{$^3P_2$ --- 4}\it{d} \rm{$^1F_3^\circ$} 
& [9,11] & 6.10 & 0.667 & & 0.278 & 0.208 & 0.087 & .38\p\ & -1.66 & \flat\cr
10302.617 & 9703.612 & 0--1 & 0--1 & Ni I & 10302.611 &
\it{y} \rm{$^3D_1^\circ$ --- }\it{e} \rm{$^3D_1$}
& [1,10] & 4.27 & 0.500 & 0.506? & 0.000 & 0.000 & 0.000 & .611 & -1.07 &\cr
10307.452 & 9699.060 & 1--2 & 1--2 & Fe I & 10307.454 & 
\it{d} \rm{$^3F_4$ --- }\it{u} \rm{$^5D_3^\circ$} 
& [17] & 4.59 & 0.875 & 1.030? & 0.188 & 0.141 & 0.047 & .455 & -2.11 &\cr
10327.343 & 9680.380 & 0 & 0 & Fe I & 10327.313 & 
\it{e} \rm{$^5D_4$ --- 5}\it{p} \rm{$^3G_3^\circ$} 
& [17] & 5.54 & 2.625 & 2.630? & 1.688 & 1.266 & $-$1.266 & .324 & \cr
& & & & Sr II & 10327.37 &
4\it{d} \rm{$^2D_{5/2}$ --- 5}\it{p} \rm{$^2P_{3/2}^\circ$} 
& [9,11] & 1.84 & 1.100 & & 0.019 & 0.014 & 0.002 & .31\p\ & -0.35 & \flat\cr
10330.241 & 9677.664 & 0--1 & 0--1 & Ni I & 10330.246 & 
\it{y} \rm{$^3F_3^\circ$ --- }\it{e} \rm{$^3D_2$}
& [1,10] & 4.11 & 1.000 & 1.301\p\ & 0.011 & 0.008 & 0.001 & .247 & -1.23 &\cr
10332.329 & 9675.708 & 1--2 & 1--2 & Fe I & 10332.329 & 
\it{b} \rm{$^3D_1$ --- }\it{y} \rm{$^3D_1^\circ$} & [1,10,17] & 
3.64 & 0.500 & 0.497? & 0.000 & 0.000 & 0.000 & .329 & -2.94 &\cr
10340.888 & 9667.700 & 0 & 0 & Fe I & 10340.886 & 
\it{a} \rm{$^5P_2$ --- }\it{z} \rm{$^5F_3^\circ$} & [1,10,17] \st & 
2.20 & 0.667 & 0.680\p\ & 0.544 & 0.408 & 0.238 & .885 & -3.49 &\cr
10343.832 & 9664.948 & 0 & 0 & Ca I & 10343.820 & 
4\it{p} \rm{$^1P_1^\circ$ --- 5}\it{s} \rm{$^1S_0$} 
& [9,10] & 2.93 & 1.000 & & 0.000 & 0.000 & 0.000 & .820 & -0.41 &\cr
10347.965 & 9661.088 & 0--1 & 0--1 & Fe I & 10347.966 & 
\it{w} \rm{$^5D_4^\circ$ --- }\it{f} \rm{$^5P_3$} & [1,10,17] & 5.39 & 
1.250 & 1.230? & 0.083 & 0.063 & 0.014 & .967 & -0.80 &\cr
10353.808 & 9655.636 & 0--1 & 0--1 & Fe I & 10353.807 & 
\it{w} \rm{$^5D_4^\circ$ --- }\it{h} \rm{$^5D_4$} & [9,10,17] & 
5.39 & 1.500 & 1.464\p\ & 0.000 & 0.000 & 0.000 & .806 & -1.09 &\cr
& & & & Fe I & 10353.839 & 
\it{w} \rm{$^5D_1^\circ$ --- }\it{f} \rm{$^3D_2$}
& [10] & 5.51 & 1.000 & 1.093? & 0.067 & 0.050 & 0.011 & .839 & -2.31\cr
10362.703 & 9647.348 & 1 & 1 & Fe I & 10362.704 & 
\it{w} \rm{$^5D_2^\circ$ --- }\it{g} \rm{$^5F_3$}
& [9,10,17] & 5.48 & 1.000 & 0.967? & 0.100 & 0.075 & 0.019 & .706 & -2.47\cr
10364.061 & 9646.084 & 0--1 & 0--1 & Fe I & 10364.062 & 
\it{w} \rm{$^5D_3^\circ$ --- }\it{f} \rm{$^5P_2$}
& [1,10,17] & 5.45 & 1.167 & 1.129? & 0.178 & 0.133 & 0.044 & .063 & -1.21\cr
10371.273 & 9639.376 & 1 & 1 & Si I & 10371.269 & 
4\it{s} \rm{$^3P_1^\circ$ --- 4}\it{p} \rm{$^3S_1$} 
& [9,11,15] & 6.12 & 1.750 & & 0.250 & 0.063 & 0.000 & .27\p\ & -0.64 & \flat\cr
10378.616 & 9632.556 & 1--2 & 1--2 & Ni I & 10378.623 & 
\it{y} \rm{$^3F_4^\circ$ --- }\it{e} \rm{$^3D_3$}
& [1,10] & 4.09 & 1.125 & 1.045\p\ & 0.021 & 0.016 & 0.002 & .623 & -0.97\cr
10388.741 & 9623.168 & 1 & 1 & Fe I & 10388.744 & 
\it{w} \rm{$^5D_3^\circ$ --- }\it{h} \rm{$^5D_3$}
& [1,10,17] & 5.45 & 1.500 & 1.491? & 0.000 & 0.000 & 0.000 & .745 & -1.30\cr  
10395.802 & 9616.632 & 0--1 & 0--1 & Fe I & 10395.797 & 
\it{a} \rm{$^5P_3$ --- }\it{z} \rm{$^5F_4^\circ$} & [1,10,17] \st & 
2.18 & 0.875 & 0.889\p\ & 0.301 & 0.226 & 0.095 & .796 & -3.33\cr
10396.814 & 9615.696 & 1 & 1 & Ti I & 10396.85 & 
\it{a} \rm{$^5F_5$} --- \it{z} \rm{$^5G_6^\circ$} & [7,9,10] & 
0.85 & 1.167 & 1.13\p\p\ & 0.031 & 0.023 & 0.003 & .760 & -1.54 &\cr
10423.033 & 9591.508 & 0 & 0 & Fe I & 10423.030 &
\it{a} \rm{$^3G_5$ --- }\it{z} \rm{$^3F_4^\circ$} & [1,10,17] & 
2.69 & 1.195 & 1.091\p\ & 0.000 & 0.000 & 0.000 & .028 & -3.78\cr
10423.746 & 9590.852 & 0 & 0 & Fe I & 10423.745 & 
\it{c} \rm{$^3P_1$ --- }\it{z} \rm{$^3P_1^\circ$} & [1,10,17] & 
3.07 & 1.500 & 1.481\p\ & 0.000 & 0.000 & 0.000 & .742 & -2.92\cr
10427.292 & 9587.590 & 0--1 & 0--1 & ? & &
& & & & & & & & &\cr
10455.456 & 9561.764 & 0--1 & 0--1 & S I & 10455.47 & 
4\it{s} \rm{$^3S_1^\circ$ --- 4}\it{p} \rm{$^3P_2$} 
& [8,9,11] & 6.86 & 1.250 & & 0.150 & 0.112 & 0.038 & .45\p\ & 0.28 & \flat\cr
& & & & Fe I & 10455.478 & 
\it{w} \rm{$^5D_4^\circ$ --- }\it{g} \rm{$^5F_5$}
& [1,10] & 5.39 & 1.200 & 1.216? & 0.048 & 0.036 & 0.006 & .478 & -1.14\cr
10456.764 & 9560.568 & 0--1 & 0--1 & S I & 10456.79 & 
4\it{s} \rm{$^3S_1^\circ$ --- 4}\it{p} \rm{$^3P_0$} 
& [8,9,11] & 6.86 & 2.000 & & 0.000 & 0.000 & 0.000 & .76\p\ & -0.42 & \flat\cr
\noalign{\vskip .3cm}
\noalign{\hrule}
}}$$


$$\vbox{\vfill \hbox {{\bf Table I} (contd.) \ Lines judged to be relatively 
unblended from a visual examination\hfill}\vskip 0.3cm 
\hrule \vskip .3cm
\halign {# \hfill\quad & # \hfill\quad & \tabskip=-12pt # \hfill & 
\tabskip=0pt # \hfill\quad & # \hfill 
&#\hfill\quad & # \hfill & #\hfill\quad & \hfill #\quad & \hfill#\quad & 
\hfill#\quad & \hfill#\quad & \hfill#\quad & \hfill#\quad & \hfill#\quad
& \tabskip=-28pt \hfill$#$ & \tabskip=0pt \hfill $#$ \cr
\ 1 & \ 2 & \ \ \ \ \ 3 & & \ 4 & \ \ \ \ \ 5 & \ \ \ \ \ 6 & \ 7 
& 8 \ \ & 9 \ \ & 10 \ \ & 11 \ & 12 \ & 13 \ \ & 14 \ & 15 \ \cr
$\lambda_\sun$ & $\sigma_\sun$ & \ \ Blend$\ddag$ & & Ion & \ \ \ 
$\lambda_{\rm lab}$ & Transition & Ref. & $\chi_e$ \ & 
$g_{\rm eff}^{\rm calc}$ 
& $g_{\rm eff}^{\rm emp}$ & $X_\pi$ & $X_\sigma$ & $Y_\sigma$ \ &
$\lambda_{\rm calc}$ & & \log(gf) \cr
(\AA) & (cm$^{-1}$) & I) & II) & & \ \ \ (\AA) & & & (eV) & & & & & & (\AA) 
& &\cr
\noalign{\vskip .3cm}
\noalign{\hrule}
\noalign{\vskip .3cm}
10459.420 & 9558.140 & 0--1 & 0--1 & S I & 10459.46 & 
4\it{s} \rm{$^3S_1^\circ$ --- 4}\it{p} \rm{$^3P_1$} 
& [8,9,11] & 6.86 & 1.750 & & 0.250 & 0.063 & 0.000 & .41\p\ & 0.06 & \flat\cr
10469.664 & 9548.788 & 1 & 1 & Fe I & 10469.654 & 
\it{z} \rm{$^3D_3^\circ$ --- }\it{$d^8$} \rm{$^3P_2$}
& [10,17] & 3.88 & 1.167 & 1.142? & 0.044 & 0.033 & 0.006 & .653 & -1.23\cr
10486.252 & 9533.683 & 0 & 0 & Cr I & 10486.212 &  
\it{b} \rm{$^5D_4$ --- }\it{z} \rm{$^5D_4^\circ$}
& [9,10] & 3.01 & 1.500 & 1.505\p\ & 0.000 & 0.000 & 0.000 & .212 & -0.97\cr
10496.126 & 9524.715 & 0--1 & 0--1 & Ti I & 10496.084 & 
\it{a} \rm{$^5F_4$} --- \it{z} \rm{$^5G_5^\circ$} 
& [9,10] & 0.84 & 1.100 & 1.05\p\p\ & 0.033 & 0.025 & 0.003 & .084 & -1.65\cr
10511.583 & 9510.709 & 0--1 & 0--1 & P I & 10511.584 &
4\cj s4P{1/2} --- 4\cjo p4D{3/2}
& [5,9] & 6.94 & 0.833 & & 0.538 & 0.403 & 0.296 & .57\p\ & -0.10 & \iota\cr
10529.523 & 9494.505 & 1--2 & 1--2 & P I & 10529.522 &
4\it{s} \rm{$^4P_{3/2}$ --- 4}\it{p} \rm{$^4D_{5/2}^\circ$}
& [5,9,11] & 6.95 & 1.100 & & 0.138 & 0.103 & 0.031 & .47\p\ & 0.27 & \iota\cr
10530.523 & 9493.603 & 0--1 & 0--1 & Ni I & 10530.531 &
\it{y} \rm{$^3F_3^\circ$ --- }\it{e} \rm{$^3D_3$}
& [1,10] & 4.11 & 1.208 & 1.267\p\ & 0.438 & 0.141 & 0.000 & .531 & -1.19\cr
10532.240 & 9492.055 & 0 & 0 & Fe I & 10532.236 & 
\it{z} \rm{$^3D_2^\circ$ --- }\it{$d^8$} \rm{$^3P_1$}
& [9,10,17] & 3.93 & 1.000 & 1.002? & 0.067 & 0.050 & 0.011 & .235 & -1.53\cr
10555.651 & 9471.003 & 1 & 1 & Fe I & 10555.651 & 
\it{w} \rm{$^5D_3^\circ$ --- }\it{g} \rm{$^5F_4$}
& [1,10,17] & 5.45 & 1.125 & 1.154? & 0.068 & 0.051 & 0.010 & .650 & -1.69\cr
10577.143 & 9451.759 & 0 & 0 & Fe I & 10577.141 & 
\it{b} \rm{$^3H_4$ --- }\it{z} \rm{$^3G_3^\circ$} 
& [1,10,17] & 3.30 & 0.875 & 0.805\p\ & 0.007 & 0.006 & 0.000 & .140 & -3.27\cr
10581.572 & 9447.803 & 1--2 & 1--2 & P I & 10581.569 &
4\cj s4P{5/2} --- 4\cjo p4D{7/2} 
& [5,9] & 6.99 & 1.214 & & 0.066 & 0.050 & 0.010 & .53\p\ & 0.49 & \iota\cr
10582.166 & 9447.273 & 1 & 1 & Si I & 10582.15 &
4\it{p} \rm{$^1D_2$ --- 6}\it{s} \rm{$(3/2,1/2)_1^\circ$}
& [9,11] & 6.22 & & & & & & .17\p\ & -1.01 & \flat\cr
10596.891 & 9434.145 & 1 & 1 & P I & 10596.900 & 
4\it{s} \rm{$^4P_{1/2}$ --- 4}\it{p} \rm{$^4D_{1/2}^\circ$}
& [5,9,11] & 6.94 & 1.333 & & 1.778 & 0.000 & 0.000 & .86\p\ & -0.17 & \iota\cr
10603.441 & 9428.317 & 1--2 & 1--2 & Si I & 10603.431 & 
4\it{s} \rm{$^3P_1^\circ$ --- 4}\it{p} \rm{$^3P_2$}
& [9,11,15] & 6.09 & 1.500 & & 0.000 & 0.000 & 0.000 & .43\p\ & -0.38 & \flat\cr
10611.682 & 9420.995 & 0 & 0 & Fe I & 10611.714 & 
5\it{p} \rm{$^7F_6^\circ$ --- }\it{sd} \rm{$^7G_7$}
& [10] & 6.17 & 1.214 & & 0.049 & 0.037 & 0.006 & .714 & -0.34\cr
10616.722 & 9416.523 & 0 & 0 & Fe I & 10616.723 &
\it{b} \rm{$^3H_5$ --- }\it{z} \rm{$^3G_4^\circ$} 
& [1,10,17] & 3.27 & 1.000 & 0.896\p\ & 0.001 & 0.001 & 0.000 & .721 & -3.26\cr
10627.651 & 9406.839 & 0--1 & 0 & Si I & 10627.65 & 
4\it{p} \rm{$^1P_1$ --- 4}\it{d} \rm{$^3P_2^\circ$} & [7,9,11] & 
5.86 & 1.750 & & 0.150 & 0.112 & $-$0.038 & .65\p\ & 0.00 & \flat\cr
& & & & Ti I & 10627.639  & 
\it{z} \rm{$^3S_1^\circ$ --- }\it{d} \rm{$^3P_1$}
& [10] & 3.09 & 1.750 & 1.745? & 0.250 & 0.063 & 0.000 & .640 & -1.95\cr       
10635.971 & 9399.481 & 0--1 & 0--1 & S I & 10636.00 &
4\it{$s'$} \rm{$^1D_2^\circ$ --- 4}\it{$p'$} \rm{$^1F_3$}
& [9] & 8.58 & 1.000 & & 0.000 & 0.000 & 0.000 & .00\p\ &\cr
10672.142 & 9367.623 & 1--2 \di & 1 & Cr I & 10672.158 & 
\it{b} \rm{$^5D_3$ --- }\it{z} \rm{$^5D_3^\circ$} 
& [1,10] & 3.01 & 1.500 & 1.524\p\ & 0.000 & 0.000 & 0.000 & .158 & -1.37\cr
10683.095 & 9358.019 & 1 & 1 & C I & 10683.08 & 
3\it{s} \rm{$^3P_1^\circ$ --- 3}\it{p} \rm{$^3D_2$} 
& [7,9,11] & 7.48 & 1.000 & & 0.067 & 0.050 & 0.011 & .08\p\ & 0.07 & \flat\cr
& & & & Fe I & 10683.113 & 
\it{b} \rm{$^3D_1$ --- }\it{y} \rm{$^3D_2^\circ$} 
& [10] & 3.64 & 1.500 & 1.477? & 0.267 & 0.200 & $-$0.089 & .113 & -4.09\cr    
10685.361 & 9356.035 & 0--1 & 0--1 & C I & 10685.35 & 
3\it{s} \rm{$^3P_0^\circ$ --- 3}\it{p} \rm{$^3D_1$} 
& [7,9,11] & 7.48 & 0.500 & & 0.000 & 0.000 & 0.000 & .34\p\ & -0.29 & \flat\cr 
10689.721 & 9352.219 & 1--2 & 1--2 & Si I & 10689.72 & 
4\it{p} \rm{$^3D_1$ --- 4}\it{d} \rm{$^3F_2^\circ$} & [7,9,11] & 
5.95 & 0.750 & & 0.017 & 0.012 & $-$0.001 & .72\p\ & -0.19 & \flat\cr
10691.262 & 9350.871 & 2 & 1--2 & C I & 10691.25 &
3\cjo s3P2 --- 3\cj p3D3
& [9] & 7.49 & 1.167 & & 0.044 & 0.033 & 0.006 & .24\p\ & 0.36 & \flat\cr
& & & & Ti II & 10691.263 &
\cj e4F{9/2} --- 5\cj p4G{11/2}
& [10] & 7.76 & 1.132 & & 0.021 & 0.016 & 0.002 & .263 & 0.75\cr
10694.258 & 9348.251 & 0--1 & 0--1 & Si I & 10694.251 & 
4\it{p} \rm{$^3D_2$ --- 4}\it{d} \rm{$^3F_3^\circ$} 
& [9,11,15] & 5.96 & 1.000 & & 0.011 & 0.008 & 0.001 & .25\p\ & -0.06 & \flat\cr
10707.345 & 9336.825 & 1 & 0--1 & C I & 10707.33 &
3\it{s} \rm{$^3P_1^\circ$ --- 3}\it{p} \rm{$^3D_1$} 
& [7,9,11] & 7.48 & 1.000 & & 1.000 & 0.250 & 0.000 & .32\p\ & -0.39 & \flat\cr
10725.187 & 9321.293 & 1 & 1 & Fe I & 10725.186 & 
\it{b} \rm{$^3D_2$ --- }\it{y} \rm{$^3D_2^\circ$} 
& [1,10,17] & 3.64 & 1.167 & 1.159? & 0.000 & 0.000 & 0.000 & .186 & -2.78\cr
& & & & Fe I & 10725.186 & 
\it{x} \rm{$^3G_5^\circ$ --- 5}\it{d} \rm{$^7G_4$} 
& [17] & 5.93 & 1.000 & 1.009? & 0.048 & 0.036 & 0.006 & .172 & \cr
10727.417 & 9319.355 & 2 & 1--2 & Si I & 10727.41 &
4\cj p3D3 --- 4\cjo d3F4
& [9] & 5.98 & 1.125 & & 0.021 & 0.016 & 0.002 & .41\p\ & 0.06 & \flat\cr
10729.545 & 9317.507 & 1 & 1 & C I & 10729.53 & 
3\it{s} \rm{$^3P_2^\circ$ --- 3}\it{p} \rm{$^3D_2$} 
& [7,9,11] & 7.49 & 1.333 & & 0.378 & 0.117 & 0.000 & .53\p\ & -0.34 & \flat\cr
10741.744 & 9306.925 & 0--1 & 0--1 & Ti I & 10741.77 & 
\it{x} \rm{$^5D_2^\circ$} --- \it{f} \rm{$^5F_3$} & [7,10] & 
3.71 & 1.000 & 1.000? & 0.100 & 0.075 & 0.019 & .535 & -0.40 &\cr
& & & & Si I & 10741.73 \da &
3\it{d} \rm{$^1F_3^\circ$ --- 6}\it{f} \rm{1/2$[7/2]_4$} 
& [9,11] & 6.62 & & & & & & .73\p\ & -1.11 & \flat\cr
\noalign{\vskip .3cm}
\noalign{\hrule}
}}$$


$$\vbox{\vfill \hbox {{\bf Table I} (contd.) \ Lines judged to be relatively 
unblended from a visual examination\hfill}\vskip 0.3cm 
\hrule \vskip .3cm
\halign {# \hfill\quad & # \hfill\quad & \tabskip=-12pt # \hfill & 
\tabskip=0pt # \hfill\quad & # \hfill 
&#\hfill\quad & # \hfill & #\hfill\quad & \hfill #\quad & \hfill#\quad & 
\hfill#\quad & \hfill#\quad & \hfill#\quad & \hfill#\quad & \hfill#\quad
& \tabskip=-28pt \hfill$#$ & \tabskip=0pt \hfill $#$ \cr
\ 1 & \ 2 & \ \ \ \ \ 3 & & \ 4 & \ \ \ \ \ 5 & \ \ \ \ \ 6 & \ 7 
& 8 \ \ & 9 \ \ & 10 \ \ & 11 \ & 12 \ & 13 \ \ & 14 \ & 15 \ \cr
$\lambda_\sun$ & $\sigma_\sun$ & \ \ Blend$\ddag$ & & Ion & \ \ \ 
$\lambda_{\rm lab}$ & Transition & Ref. & $\chi_e$ \ & 
$g_{\rm eff}^{\rm calc}$ 
& $g_{\rm eff}^{\rm emp}$ & $X_\pi$ & $X_\sigma$ & $Y_\sigma$ \ &
$\lambda_{\rm calc}$ & & \log(gf) \cr
(\AA) & (cm$^{-1}$) & I) & II) & & \ \ \ (\AA) & & & (eV) & & & & & & (\AA) 
& &\cr
\noalign{\vskip .3cm}
\noalign{\hrule}
\noalign{\vskip .3cm}
10749.395 & 9300.301 & 0--1 & 0 & Si I & 10749.384 & 
4\it{s} \rm{$^3P_1^\circ$ --- 4}\it{p} \rm{$^3P_1$} 
& [9,11,15] & 4.93 & 1.500 & & 0.000 & 0.000 & 0.000 & .39\p\ & -0.30 & \flat\cr
10753.009 & 9297.175 & 0 & 0 & Fe I & 10753.007 &
\it{z} \rm{$^3D_1^\circ$ --- }\it{$d^8$} \rm{$^3P_0$}
& [10,17] & 3.96 & 0.500 & 0.513? & 0.000 & 0.000 & 0.000 & .005 & -1.90\cr
10762.270 & 9289.175 & 1 & 0--1 & Ni I & 10762.273 & 
\it{y} \rm{$^3D_3^\circ$ --- }\it{e} \rm{$^3D_2$}
& [1,10] & 4.15 & 1.500 & 1.311\p\ & 0.044 & 0.033 & $-$0.006 & .273 & -2.03\cr
10780.697 & 9273.297 & 1--2 & 1--2 & Fe I & 10780.694 & 
\it{b} \rm{$^3H_6$ --- }\it{z} \rm{$^3G_5^\circ$} 
& [1,10,17] & 3.24 & 1.083 & 0.958\p\ & 0.008 & 0.006 & 0.000 & .695 & -3.41\cr
10783.053 & 9271.271 & 0--1 & 0--1 & Fe I & 10783.051 & 
\it{c} \rm{$^3P_0$ --- }\it{z} \rm{$^3P_1^\circ$} 
& [1,10,17] & 3.11 & 1.500 & 1.496? & 0.000 & 0.000 & 0.000 & .050 & -2.60\cr
10784.561 & 9269.975 & 0--1 & 0--1 & Si I & 10784.550 & 
4\it{p} \rm{$^3D_2$ --- 4}\it{d} \rm{$^3F_2^\circ$} 
& [9,11,15] & 5.96 & 0.917 & & 0.850 & 0.262 & 0.000 & .57\p\ & -0.91 & \flat\cr
10786.865 & 9267.995 & 0 & 0 & Si I & 10786.856 & 
4\it{s} \rm{$^3P_1^\circ$ --- 4}\it{p} \rm{$^3P_0$} 
& [9,11,15] & 4.93 & 1.500 & & 0.000 & 0.000 & 0.000 & .86\p\ & -0.39 & \flat\cr
10796.114 & 9260.055 & 1 & 1 & Si I & 10796.06 & 
3\cjo d3F2 --- 4\it{f} \rm{3/2$[5/2]_2$} 
& [9] & 6.18 & & & & & & .11\p\ & -1.34 & \flat\cr
10801.363 & 9255.555 & 0 & 0 & Cr I & 10801.346 & 
\it{b} \rm{$^5D_1$ --- }\it{z} \rm{$^5D_2^\circ$} 
& [1,10] & 3.01 & 1.500 & 1.506\p\ & 0.000 & 0.000 & 0.000 & .346 & -1.72\cr
10811.095 & 9247.223 & 3 & 0--1 & Mg I & 10811.09 &
3\cj d3D3 --- 5\cjo f3F2
& [9] & 5.95 & 2.000 & & 0.711 & 0.533 & $-$0.356 & .09\p\ & \cr
& & & & & &
3\cj d3D3 --- 5\cjo f3F3
& [9] & 5.95 & 1.208 & & 0.438 & 0.141 & 0.000 & .09\p\ & \cr
& & & & & &
3\cj d3D3 --- 5\cjo f3F4
& [9] & 5.95 & 1.125 & & 0.021 & 0.016 & 0.002 & .09\p\ & \cr
10818.279 & 9241.083 & 0--1 & 0--1 & Fe I & 10818.276 & 
\it{z} \rm{$^3D_1^\circ$ --- }\it{$d^8$} \rm{$^3P_1$}
& [9,10,17] & 3.96 & 1.000 & 1.007? & 1.000 & 0.250 & 0.000 & .274 & -2.00\cr
10827.103 & 9233.551 & 1 & 1 & Si I & 10827.09 & 
4\it{s} \rm{$^3P_2^\circ$ --- 4}\it{p} \rm{$^3P_2$} 
& [9,11] & 4.95 & 1.500 & & 0.000 & 0.000 & 0.000 & .09\p\ & 0.22 & \flat\cr
10838.983 & 9223.431 & 0--1 & 0 & Ca I & 10838.970 & 
4\it{$p'$} \rm{$^3P_2^\circ$ ---  3}\it{$d^2$} \rm{$^3P_2$} 
& [9,10] & 4.88 & 1.500 & & 0.000 & 0.000 & 0.000 & .971 & -0.03\cr
10843.859 & 9219.283 & 2 & 0--1 & Si I & 10843.85 &
4\cj p1P1 --- 4\cjo d1D2 
& [9] & 5.86 & 1.000 & & 0.000 & 0.000 & 0.000 & .86\p\ & -0.31 & \flat\cr
10846.789 & 9216.793 & 1--2 & 1--2 & Ca I & 10846.792 &
3\it{d}\rm{4}\cjo p3D3 --- 3\it{d}\rm{5}\cj s3D3
& [10] & 4.74 & 1.333 & & 0.000 & 0.000 & 0.000 & .792 & -1.14\cr
10849.456 & 9214.527 & 0--1 & 0 & Fe I & 10849.467 & 
\it{e} \rm{$^5D_4$ --- }\it{sp} \rm{$^5D_3^\circ$} 
& [9,10,17] & 5.54 & 1.500 & 1.541\p\ & 0.000 & 0.000 & 0.000 & .467 & -1.83\cr
10861.593 & 9204.231 & 1--2 & 1 & Ca I & 10861.582 & 
4\it{$p'$} \rm{$^3P_0^\circ$ ---  3}\it{$d^2$} \rm{$^3P_1$} 
& [9,10] & 4.88 & 1.500 & & 0.000 & 0.000 & 0.000 & .582 & -0.61\cr
10862.636 & 9203.347 & 2 & 1 & Fe II & 10862.644 &
\cjo z4F{5/2} --- \cj b4G{7/2}
& [10] & 5.59 & 0.929 & 0.878? & 0.004 & 0.003 & 0.000 & .644 & -2.12\cr
10879.877 & 9188.763 & 1--2 & 1--2 & Ca I & 10879.868 & 
4\it{$p'$} \rm{$^3P_1^\circ$ ---  3}\it{$d^2$} \rm{$^3P_0$} 
& [9,10] & 4.88 & 1.500 & & 0.000 & 0.000 & 0.000 & .868 & -0.62\cr
10881.760 & 9187.173 & 2--3 & 1--2 & Fe I & 10881.760 &
\cj b3P1 --- \cjo z3F2
& [10,17] & 2.85 & 0.250 & 0.278\p\ & 0.417 & 0.313 & 0.174 & .759 & -3.71\cr
10882.809 & 9186.287 & 1 & 0--1 & Si I & 10882.802 & 
4\it{p} \rm{$^3D_3$ --- 4}\it{d} \rm{$^3F_3^\circ$} 
& [9,11,15] & 5.98 & 1.208 & & 0.438 & 0.141 & 0.000 & .81\p\ & -0.87 & \flat\cr
10884.264 & 9185.059 & 1 & 1 & Fe I & 10884.265 & 
\it{z} \rm{$^3D_2^\circ$ --- }\it{$d^8$} \rm{$^3P_2$}
& [10,17] & 3.93 & 1.333 & 1.334? & 0.378 & 0.117 & 0.000 & .264 & -1.97\cr
10885.350 & 9184.143 & 0--1 & 0--1 & Si I & 10885.33 & 
3\it{d} \rm{$^3F_2^\circ$ --- 4}\it{f} \rm{3/2$[7/2]_3$} 
& [9,11] & 6.18 & & & & & & .33\p\ & 0.04 & \flat\cr
10896.303 & 9174.911 & 0 & 0 & Fe I & 10896.302 & 
\it{c} \rm{$^3P_1$ --- }\it{z} \rm{$^3P_2^\circ$} 
& [1,10,17] & 3.07 & 1.500 & 1.507\p\ & 0.000 & 0.000 & 0.000 & .298 & -2.73\cr
10905.712 & 9166.995 & 0--1 & 0 & ? & &
& & & & & & & & &\cr
10914.237 & 9159.835 & 1--2 & 1--2 & Mg II & 10914.23 & 
3\it{d} \rm{$^2D_{5/2}$ --- 4}\it{p} \rm{$^2P_{3/2}^\circ$} 
& [9,11] & 8.86 & 1.100 & & 0.019 & 0.014 & 0.002 & .24\p\ & 0.02 & \flat\cr
10926.230 & 9149.781 & 2 & 1 & CN & 10926.24 &
0,0 \rm{$R_2$ 8}
& [9] & 0.02 & & & & & & .28\p\ &\cr
10951.778 & 9128.437 & 1--2 & 1--2 & Mg II & 10951.79 & 
3\it{d} \rm{$^2D_{3/2}$ --- 4}\it{p} \rm{$^2P_{1/2}^\circ$} 
& [9,11,15] & 8.86 & 0.833 & & 0.004 & 0.003 & 0.000 & .77\p\ & -0.23 & \flat\cr
10957.304 & 9123.833 & 3 & 0--1 & Mg I & 10957.31 &
4\cjo p3P1 --- 5\cj d3D{2,1} 
& [9] & 5.93 & 1.000 & & 0.347 & 0.110 & $-$0.002 & .31\p\ &\cr
& & & & Co I & 10957.284 &
\cjo x4F{7/2} --- \cj e4P{5/2}
& [10] & 5.20 & 0.786 & 0.821\p\ & 0.295 & 0.221 & 0.093 & .284 & -1.87\cr
10963.454 & 9118.715 & 2 & 1 & CN & 10963.46 &
0,0 \rm{$R_1$ 11}
& [9] & 0.03 & & & & & & .45\p\ &\cr
& & & & CN & 10963.47 \da &
0,0 \rm{$R_1$ 10}
& [9] & 0.03 & & & & & & .47\p\ &\cr
\noalign{\vskip .3cm}
\noalign{\hrule}
}}$$


$$\vbox{\vfill \hbox {{\bf Table I} (contd.) \ Lines judged to be relatively 
unblended from a visual examination\hfill}\vskip 0.3cm 
\hrule \vskip .3cm
\halign {# \hfill\quad & # \hfill\quad & \tabskip=-12pt # \hfill & 
\tabskip=0pt # \hfill\quad & # \hfill 
&#\hfill\quad & # \hfill & #\hfill\quad & \hfill #\quad & \hfill#\quad & 
\hfill#\quad & \hfill#\quad & \hfill#\quad & \hfill#\quad & \hfill#\quad
& \tabskip=-28pt \hfill$#$ & \tabskip=0pt \hfill $#$ \cr
\ 1 & \ 2 & \ \ \ \ \ 3 & & \ 4 & \ \ \ \ \ 5 & \ \ \ \ \ 6 & \ 7 
& 8 \ \ & 9 \ \ & 10 \ \ & 11 \ & 12 \ & 13 \ \ & 14 \ & 15 \ \cr
$\lambda_\sun$ & $\sigma_\sun$ & \ \ Blend$\ddag$ & & Ion & \ \ \ 
$\lambda_{\rm lab}$ & Transition & Ref. & $\chi_e$ \ & 
$g_{\rm eff}^{\rm calc}$ 
& $g_{\rm eff}^{\rm emp}$ & $X_\pi$ & $X_\sigma$ & $Y_\sigma$ \ &
$\lambda_{\rm calc}$ & & \log(gf) \cr
(\AA) & (cm$^{-1}$) & I) & II) & & \ \ \ (\AA) & & & (eV) & & & & & & (\AA) 
& &\cr
\noalign{\vskip .3cm}
\noalign{\hrule}
\noalign{\vskip .3cm}
10982.077 & 9103.252 & 2--3 & 1--2 & Si I & 10982.06 &
3\cjo d3F3 --- \rm{4}\it{f} \rm{3/2$[7/2]_4$} 
& [9] & 6.19 & & & & & & .06\p\ & -0.05 & \flat\cr
10984.550 & 9101.203 & 2--3 & 1 & Si I & 10984.53 &
3\cjo d3F3 --- \rm{4}\it{f} \rm{3/2$[7/2]_3$} 
& [9] & 6.19 & & & & & & .53\p\ & -0.50 & \flat\cr
& & & & CN & 10984.54 &
0,0 \rm{$Q_2$ 12}
& [9] & 0.03 & & & & & & .55\p\ &\cr
& & & & CN & 10984.60 &
0,0 \rm{$P_2$ 7}
& [9] & 0.01 & & & & & & .71\p\ &\cr
10990.326 & 9096.419 & 2 & 0--1 & CN & 10990.34 &
0,0 \rm{$R_1$ 21}
& [9] & 0.11 & & & & & & .33\p\ &\cr
10995.659 & 9092.007 & 2--3 & 0--1 & CN & 10995.69 &
0,0 \rm{$R_1$ 22}
& [9] & 0.12 & & & & & & .67\p\ &\cr
11000.655 & 9087.878 & 2 \di & 1 & CN & 11000.68 &
0,0 \rm{$Q_1$ 7}
& [9] & 0.01 & & & & & & .67\p\ &\cr
11001.478 & 9087.198 & 2 & 1 & CN & 11001.49 &
0,0 \rm{$R_1$ 23}
& [9] & 0.13 & & & & & & .48\p\ &\cr
11006.091 & 9083.390 & 2 & 1 & CN & 11006.09 &
0,0 \rm{$Q_1$ 9}
& [9] & 0.02 & & & & & & .10\p\ &\cr
11009.601 & 9080.494 & 2--3 & 1 & CN & 11009.61 &
0,0 \rm{$Q_1$ 10}
& [9] & 0.03 & & & & & & .62\p\ &\cr
11014.540 & 9076.423 & 2 & 1 & CN & 11014.58 &
0,0 \rm{$R_1$ 25}
& [9] & 0.15 & & & & & & .53\p\ &\cr
& & & & CN & 11014.62 \da &
0,0 \rm{$P_1$ 4}
& [9] & 0.00 & & & & & & .62\p\ &\cr
11015.531 & 9075.606 & 2--3 & 1 & Cr I & 11015.62 &
\cjo y7P3 --- \cj e7S3
& [9,10] & 3.45 & 1.958 & & 0.049 & 0.016 & 0.000 & .66\p\ & -2.36 & \flat\cr
11021.369 & 9070.798 & 1--2 & 1 & CN & 11021.38 &
0,0 \rm{$Q_2$ 17}
& [9] & 0.07 & & & & & & .40\p\ &\cr
11026.781 & 9066.346 & 2 & 1 & Fe I & 11026.790 &
\cjo z3F3 --- 3\it{$d^8$} \rm{$^3P_2$}
& [10,17] & 3.94 & 0.667 & 0.672? & 0.278 & 0.208 & 0.087 & .789 & -2.90\cr
& & & & Ni I & 11026.852 &
\cjo x3P1 --- \cj h3F2
& [10] & 5.85 & 0.250 & & 0.417 & 0.313 & 0.174 & .853 & -1.64\cr
11029.485 & 9064.124 & 2 & 1 & CN & 11029.52 &
0,0 \rm{$R_1$ 27}
& [9] & 0.18 & & & & & & .49\p\ &\cr
11029.983 & 9063.714 & 3 & 1 & CN & 11029.99 &
0,0 \rm{$Q_2$ 18}
& [9] & 0.08 & & & & & & 3.00\p\ &\cr
11030.860 & 9062.994 & 3 & 1 & CN & 11030.87 &
0,0 \rm{$P_1$ 7}
& [9] & 0.01 & & & & & & .85\p\ &\cr
11054.263 & 9043.806 & 2--3 & 1 & Zn I & 11054.25 &
4\cjo p1P1 --- 5\cj s1S0
& [9] & 5.80 & 1.000 & & 0.000 & 0.000 & 0.000 & .25\p\ &\cr
11075.258 & 9026.662 & 2 & 0--1 & CN & 11075.29 &
0,0 \rm{$R_1$ 32}
& [9] & 0.25 & & & & & & .24\p\ &\cr
11104.488 & 9002.902 & 2--3 & 0--1 & CN & 11104.49 &
0,0 \rm{$P_2$ 18}
& [9] & 0.08 & & & & & & .53\p\ &\cr
11105.329 & 9002.221 & 2--3 & 1 & CN & 11105.37 &
0,0 \rm{$R_2$ 36}
& [9] & 0.31 & & & & & & .36\p\ &\cr
11114.280 & 8994.970 & 2--3 \di & 1--2 & CN & 11114.33 &
0,0 \rm{$Q_2$ 26}
& [9] & 0.16 & & & & & & .33\p\ &\cr
11119.803 & 8990.502 & 2 \di & 1--2 & Fe I &  11119.798 & 
\it{b} \rm{$^3P_1$ --- }\it{z} \rm{$^3D_1^\circ$} & [2,10,17] & 2.85 & 
1.000 & 1.001\p\ & 1.000 & 0.250 & 0.000 & .797 & -2.20 & \jmath\cr
11153.363 & 8963.450 & 2 & 1 & CN & 11153.39 &
0,0 \rm{$Q_2$ 29}
& [9] & 0.20 & & & & & & .40\p\ &\cr
11158.751 & 8959.122 & 3 & 1 & CN & 11158.78 &
0,0 \rm{$Q_1$ 28}
& [9] & 0.19 & & & & & & .77\p\ &\cr
11173.737 & 8947.107 & 2--3 & 1--2 & CN & 11173.77 &
0,0 \rm{$R_1$ 40}
& [9] & 0.38 & & & & & & .73\p\ &\cr
11175.863 & 8945.405 & 2--3 & 1 & CN & 11175.88 &
0,0 \rm{$P_2$ 23}
& [9] & 0.13 & & & & & & .90\p\ &\cr
11207.655 & 8920.030 & 2 & 1 & CN & 11207.67 &
0,0 \rm{$P_2$ 25}
& [9] & 0.15 & & & & & & .69\p\ &\cr
11227.993 & 8903.873 & 2--3 & 1 & CN & 11228.03 &
0,0 \rm{$Q_2$ 34}
& [9] & 0.28 & & & & & & .03\p\ &\cr
11228.793 & 8903.238 & 2--3 & 1 & CN & 11228.82 &
0,0 \rm{$Q_1$ 33}
& [9] & 0.26 & & & & & & .79\p\ &\cr
11238.487 & 8895.559 & 2--3 & 1 & CN & 11238.52 & 
0,0 \rm{$R_2$ 45}
& [9,12] & 0.48 & & & & & & .51\p\ &\cr
11308.398 & 8840.564 & 3 & 1--2 & Si I & 11308.48 & 
3\it{d} \rm{$^3F_3^\circ$ --- 4}\it{f} \rm{1/2$[5/2]_3$} 
& [9,11,12] & 6.19 & & & & & & .37\p\ & -0.79 & \flat\cr
\noalign{\vskip .3cm}
\noalign{\hrule}
}}$$


$$\vbox{\vfill \hbox {{\bf Table I} (contd.) \ Lines judged to be relatively 
unblended from a visual examination\hfill}\vskip 0.3cm 
\hrule \vskip .3cm
\halign {# \hfill\quad & # \hfill\quad & \tabskip=-12pt # \hfill & 
\tabskip=0pt # \hfill\quad & # \hfill 
&#\hfill\quad & # \hfill & #\hfill\quad & \hfill #\quad & \hfill#\quad & 
\hfill#\quad & \hfill#\quad & \hfill#\quad & \hfill#\quad & \hfill#\quad
& \tabskip=-28pt \hfill$#$ & \tabskip=0pt \hfill $#$ \cr
\ 1 & \ 2 & \ \ \ \ \ 3 & & \ 4 & \ \ \ \ \ 5 & \ \ \ \ \ 6 & \ 7 
& 8 \ \ & 9 \ \ & 10 \ \ & 11 \ & 12 \ & 13 \ \ & 14 \ & 15 \ \cr
$\lambda_\sun$ & $\sigma_\sun$ & \ \ Blend$\ddag$ & & Ion & \ \ \ 
$\lambda_{\rm lab}$ & Transition & Ref. & $\chi_e$ \ & 
$g_{\rm eff}^{\rm calc}$ 
& $g_{\rm eff}^{\rm emp}$ & $X_\pi$ & $X_\sigma$ & $Y_\sigma$ \ &
$\lambda_{\rm calc}$ & & \log(gf) \cr
(\AA) & (cm$^{-1}$) & I) & II) & & \ \ \ (\AA) & & & (eV) & & & & & & (\AA) 
& &\cr
\noalign{\vskip .3cm}
\noalign{\hrule}
\noalign{\vskip .3cm}
11367.636 & 8794.495 & 3 & 0--1 & CN & 11367.64 & 
0,0 \rm{$Q_1$ 41}
& [9,12] & 0.40 & & & & & & .63\p\ &\cr
11387.381 & 8779.247 & 2 & 1 & CN & 11387.38 & 
0,0 \rm{$Q_1$ 42}
& [9,12] & 0.42 & & & & & & .39\p\ &\cr
11388.538 & 8778.355 & 2 & 1--2 & Fe I & 11388.540 &
\cj e5D2 --- \cjo t5P2
& [17] & 5.62 & 1.667 & 1.602\p\ & 0.378 & 0.117 & 0.000 & .539 & -0.71\cr
11390.121 & 8777.135 & 1--2 & 1--2 & S I & 11390.14 & 
3\it{d} \rm{$^5D_4^\circ$ --- 4}\it{f} \rm{$^5F_4$} 
& [9,11,12] & 8.42 & 1.425 & & 0.266 & 0.087 & 0.000 & .127 & & \cr
& & & & & & 
3\it{d} \rm{$^5D_4^\circ$ --- 4}\it{f} \rm{$^5F_5$} 
& [9,11,12] & 8.42 & 1.200 & & 0.048 & 0.036 & 0.006 & .127 & & \cr
11390.770 & 8776.635 & 3 \di & 1--2 & Cr I & 11390.749 & 
\it{z} \rm{$^5P_2^\circ$} --- \it{c} \rm{$^5D_2$} 
& [3,10] & 3.32 & 1.667 & 1.665? & 0.378 & 0.117 & 0.000 & .737 & -0.49\cr
11393.899 & 8774.224 & 2--3 & 1 & CN & 11393.89 &
0,0 \rm{$Q_2$ 43}
& [9] & 0.44 & & & & & & .93\p\ &\cr
11407.667 & 8763.635 & 3 & 1--2 & CN & 11407.67 \da &
0,0 \rm{$Q_1$ 43}
& [9] & 0.44 & & & & & & .67\p\ &\cr
11422.333 & 8752.383 & 1--2 \bu & 1 & Fe I & 11422.323 & 
\it{a} \rm{$^5P_2$} --- \it{z} \rm{$^5D_1^\circ$} & [2,10,17] & 
2.20 & 2.000 & 1.983\p\ & 0.067 & 0.050 & $-$0.011 & .320 & -2.70 & \jmath\cr
11428.514 & 8747.649 & 2--3 & 1--2 & CN & 11428.49 &
0,0 \rm{$Q_1$ 44}
& [9] & 0.46 & & & & & & .53\p\ &\cr
11436.573 & 8741.485 & 2 & 1--2 & CN & 11436.54 &
0,0 \rm{$Q_2$ 45}
& [9] & 0.48 & & & & & & .61\p\ &\cr
11449.931 & 8731.286 & 3 & 1 & CN & 11449.93 \da & 
0,0 \rm{$Q_1$ 45}
& [9,12] & 0.48 & & & & & & .93\p\ &\cr
11465.315 & 8719.571 & 3 & 0--1 & Si I & 11465.32 \da & 
3\it{d} \rm{$^3F_4^\circ$ --- 4}\it{f} \rm{1/2$[5/2]_3$} 
& [9] & 6.21 & & & & & & .32\p\ & -2.43 & \flat\cr
11475.749 & 8711.644 * & 3 & 0--1 & Fe I & 11475.767 & 
\cj e5D4 --- 5\cjo p5F4  
& [2,12,17] & 5.54 & 1.425 & 1.426? & 0.266 & 0.087 & 0.000 & .767 &\cr
11479.328 & 8708.927 & 2--3 & 1--2 & CN & 11479.31 & 
0,0 \rm{$P_1$ 38}
& [9,12] & 0.35 & & & & & & .31\p\ &\cr
& & & & CN & 11479.34 \da & 
1,1 \rm{$Q_2$ 29}
& [9] & 0.45 & & & & & & .34\p\ &\cr
11481.432 & 8707.331 & 2--3 & 0--1 & CN & 11481.41 & 
0,0 \rm{$Q_2$ 47}
& [9,12] & 0.52 & & & & & & .49\p\ &\cr
11522.234 & 8676.497 & 3 & 1 & Fe I & 11522.214 & 
\it{b} \rm{$^3H_6$ --- }\it{z} \rm{$^5G_5^\circ$} 
& [1,10] & 3.24 & 0.917 & 1.033\p\ & 0.070 & 0.052 & 0.010 & .214 & -3.41\cr
11526.065 & 8673.613 & 3 & 1 & CN & 11526.07 & 
0,0 \rm{$P_1$ 40}
& [9,12] & 0.38 & & & & & & .06\p\ &\cr
11528.572 & 8671.727 & 2--3 \di & 1 & CN & 11528.56 &
0,0 \rm{$Q_2$ 49}
& [9] & 0.57 & & & & & & .61\p\ &\cr
11550.335 & 8655.388 & 3 & 1 & CN & 11550.31 & 
0,0 \rm{$P_1$ 41}
& [9,12] & 0.40 & & & & & & .29\p\ &\cr
11553.021 & 8653.376 & 3 & 1 & CN & 11552.98 & 
0,0 \rm{$Q_2$ 50}
& [9,12] & 0.59 & & & & & & 3.03\p\ &\cr
11572.526 & 8638.791 & 1--2 & 0 & Fe I & 11572.517 & 
\it{e} \rm{$^7G_7$ --- 5}\it{f} \rm{9/2$[15/2]_8^\circ$} 
& [2,17] & 6.28 & & & & & & .525 &\cr
11578.005 & 8634.703 & 2 & 1 & CN & 11578.04 \da & 
0,0 \rm{$Q_2$ 51}
& [9,12] & 0.62 & & & & & & .04\p\ &\cr
11588.699 & 8626.735 & 3 & 1 & Ni I & 11588.712 &
\cjo y3D2 --- \cj e3D2 & [1,4,10] & 
4.24 & 1.167 & 1.138\p\ & 0.000 & 0.000 & 0.000 & .696 & -1.43\cr
11591.506 & 8624.646 & 2 & 1 & Si I & 11591.51 & 
3\it{d} \rm{$^3P_1^\circ$ --- 4}\it{f} \rm{3/2$[3/2]_2$} 
& [9,11,12] & 6.27 & & & & & & .47\p\ & -0.90 & \flat\cr
11592.322 & 8624.039 & 3 & 1 & Si I & 11592.39 & 
3\it{d} \rm{$^3P_1^\circ$ --- 4}\it{f} \rm{3/2$[3/2]_1$} 
& [9,11,12] & 6.27 & & & & & & .29\p\ & -1.05 & \flat\cr
11593.618 & 8623.074 & 2--3 & 1--2 & Fe I & 11593.591 & 
\it{a} \rm{$^5P_1$ --- }\it{z} \rm{$^5D_0^\circ$} & [2,10,17] & 2.22 & 
2.500 & 2.499? & 0.000 & 0.000 & 0.000 & .590 & -2.45 & \jmath\cr
11603.597 & 8615.659 & 2--3 & 1 & CN & 11603.64 \da &
0,0 \rm{$Q_2$ 52}
& [9] & 0.64 & & & & & & .64\p\ &\cr
11607.585 & 8612.699 & 1--2 & 0 & Fe I & 11607.575 & 
\it{a} \rm{$^5P_2$ --- }\it{z} \rm{$^5D_2^\circ$} & [2,10,17] & 2.20 & 
1.667 & 1.662\p\ & 0.378 & 0.117 & 0.000 & .574 & -2.01 & \jmath\cr
11615.765 & 8606.634 & 2--3 & 0--1 & CN & 11615.77 \da & 
0,0 \rm{$Q_1$ 52}
& [9,12] & 0.64 & & & & & & .77\p\ &\cr
11619.293 & 8604.020 & 2--3 & 0--1 & C I & 11619.29 &
\cj {3p}3D1 --- \cjo {3d}3D1 
& [9,11,12] & 8.64 & 0.500 & & 0.000 & 0.000 & 0.000 & .307 & -0.50 & \flat\cr
11627.556 & 8597.906 & 1--2 & 1--2 & Si I & 11627.53 & 
\cj {4p}3D2 --- 3\it{$p^3$}\cjo{}3P1 
& [11,14] & 5.96 & 1.000 & & 0.067 & 0.050 & 0.011 & .528 & -2.88 & \flat\cr
11628.892 & 8596.918 & 2--3 \di & 1 & C I & 11628.83 & 
\cj {3p}3D2 --- \cjo {3d}3D2 
& [8,11] & 8.64 & 1.167 & & 0.000 & 0.000 & 0.000 & .822 & -0.09 & \flat\cr
\noalign{\vskip .3cm}
\noalign{\hrule}
}}$$


$$\vbox{\vfill \hbox {{\bf Table I} (contd.) \ Lines judged to be relatively 
unblended from a visual examination\hfill}\vskip 0.3cm 
\hrule \vskip .3cm
\halign {# \hfill\quad & # \hfill\quad & \tabskip=-12pt # \hfill & 
\tabskip=0pt # \hfill\quad & # \hfill 
&#\hfill\quad & # \hfill & #\hfill\quad & \hfill #\quad & \hfill#\quad & 
\hfill#\quad & \hfill#\quad & \hfill#\quad & \hfill#\quad & \hfill#\quad
& \tabskip=-28pt \hfill$#$ & \tabskip=0pt \hfill $#$ \cr
\ 1 & \ 2 & \ \ \ \ \ 3 & & \ 4 & \ \ \ \ \ 5 & \ \ \ \ \ 6 & \ 7 
& 8 \ \ & 9 \ \ & 10 \ \ & 11 \ & 12 \ & 13 \ \ & 14 \ & 15 \ \cr
$\lambda_\sun$ & $\sigma_\sun$ & \ \ Blend$\ddag$ & & Ion & \ \ \ 
$\lambda_{\rm lab}$ & Transition & Ref. & $\chi_e$ \ & 
$g_{\rm eff}^{\rm calc}$ 
& $g_{\rm eff}^{\rm emp}$ & $X_\pi$ & $X_\sigma$ & $Y_\sigma$ \ &
$\lambda_{\rm calc}$ & & \log(gf) \cr
(\AA) & (cm$^{-1}$) & I) & II) & & \ \ \ (\AA) & & & (eV) & & & & & & (\AA) 
& &\cr
\noalign{\vskip .3cm}
\noalign{\hrule}
\noalign{\vskip .3cm}
11629.791 & 8596.254 & 2--3 \di & 1--2 & CN & 11629.80 \da & 
0,0 \rm{$Q_2$ 53}
& [9,12] & 0.66 & & & & & & .80\p\ &\cr
11640.960 & 8588.006 & 2--3 & 0--1 & Si I & 11640.982 & 
\cj {3d}3P0 --- 4\it{$f'$} \rm{$[3/2]_1$} 
& [9,11,12] & 6.27 & & & & & & .941 & -0.95 & \flat\cr
11641.817 & 8587.374 & 1--2 & 1 & CN & 11641.81 \da &
0,0 \rm{$Q_1$ 53}
& [9,12] & 0.66 & & & & & & .81\p\ &\cr
& & & & Fe I & 11641.801 & 
\it{d} \rm{$^3F_3$ --- }\it{y} \rm{$^3G_3^\circ$} 
& [1,10,17] & 4.58 & 0.917 & 0.924? & 0.778 & 0.250 & 0.000 & .801 & -2.95\cr
11647.956 & 8582.848 & 2--3 & 1 & C I & 11647.994 & 
\cj {3p}3D2 --- \cjo {3d}3D1 & [9,11,12] & 8.64 
& 1.500 & & 0.267 & 0.200 & $-$0.089 & .981 & -0.99 & \flat\cr
11659.699 & 8574.204 & 2--3 & 1--2 & C I & 11659.677 & 
\cj {3p}3D3 --- \cjo {3d}3D3 
& [9,11,12] & 8.65 & 1.333 & & 0.000 & 0.000 & 0.000 & .676 & 0.10 & \flat\cr
11669.648 & 8566.894 & 2 & 1--2 & C I & 11669.626 & 
\cj {3p}3S1 --- \cjo {3d}3P2 
& [9,11,12] & 8.77 & 1.250 & & 0.150 & 0.112 & 0.038 & .640 & -0.24 & \flat\cr
& & & & Fe I & 11669.642 & 
\it{y} \rm{$^5P_3^\circ$ --- }\it{e} \rm{$^5D_2$} & [2,10,17] & 
4.56 & 1.833 & 1.819\p\ & 0.044 & 0.033 & $-$0.006 & .628 & -2.59\cr
& & & & Fe I & 11669.642 & 
\it{f} \rm{$^5F_5$ --- 5}\it{f} \rm{(7/2)$[13/2]_6^\circ$} 
& [17] & 6.34 & & & & & & .650 & & \cr
11680.463 & 8558.962 & 3 & 1--2 & CN & 11680.47 \da & 
0,0 & [12] & & & & & & & .47\p\ &\cr
11683.995 & 8556.374 & 3 & 1--2 & CN & 11683.99 \da & 
0,0 \rm{$Q_2$ 55}
& [9,12] & 0.71 & & & & & & .99\p\ &\cr
11695.758 & 8547.769 & 3 & 1 & CN & 11695.76 \da & 
0,0 \rm{$Q_1$ 55}
& [9,12] & 0.71 & & & & & & .76\p\ &\cr
11708.328 & 8538.592 & 2 & 0--1 & CN & 11708.33 \da & 
0,0 \rm{$P_1$ 47}
& [9,12] & 0.52 & & & & & & .33\p\ &\cr
11712.012 & 8535.906 & 0--1 & 0--1 & Ca I & 11711.989 & 
4\it{s}\rm{4}\it{d} \rm{$^3D_1^\circ$ --- 4}\it{s}\rm{8}\it{p} 
\rm{$^3P_0^\circ$}  
& [10] & 4.68 & 0.500 & & 0.000 & 0.000 & 0.000 & .989 & -1.47\cr
& & & & CN & 11712.01 \da & 
0,0 \rm{$Q_2$ 56}
& [9,12] & 0.74 & & & & & & .01\p\ &\cr
11723.675 & 8527.414 & 3 & 1--2 & CN & 11723.67 \da & 
0,0 \rm{$Q_1$ 56}
& [9,12] & 0.74 & & & & & & .67\p\ &\cr
11740.656 & 8515.081 & 2--3 & 1 & CN & 11740.66 \da & 
0,0 \rm{$Q_2$ 57}
& [9,12] & 0.77 & & & & & & .66\p\ &\cr
11748.237 & 8509.586 & 1 \bu & 0--1 & C I & 11748.19 &
3\it{p} \rm{$^3D_1$ --- 3}\it{d} \rm{$^3F_2^\circ$}
& [9] & 8.60 & 0.750 & & 0.017 & 0.012 & $-$0.001 & & 0.35 & \flat\cr 
& & & & Fe I & 11748.224 & 
& [2] & & & & & & & &\cr
11753.323 & 8505.904 & 2 & 1--2 & C I & 11753.315 &
3\it{p} \rm{$^3D_3$ --- 3}\it{d} \rm{$^3F_4^\circ$}
& [9,11,12] & 8.65 & 1.125 & & 0.021 & 0.016 & 0.002 & .315 & 0.69 & \flat\cr 
11754.791 & 8504.842 & 2--3 \di & 1--2 & C I & 11754.766 & 
\cj {3p}3D2 --- \cjo {3d}3F3 
& [9,11,12] & 8.64 & 1.000 & & 0.011 & 0.008 & 0.001 & .780 & 0.44 & \flat\cr
11781.364 & 8485.659 & 3 & 1 & CN & 11781.38 \da &
0,0 \rm{$P_2$ 50}
& [9,12] & 0.59 & & & & & & .38\p\ &\cr
11783.289 & 8484.272 & 2--3 \di & 0 & Fe I & 11783.267 &
\it{b} \rm{$^3P_2$ --- }\it{z} \rm{$^3D_3^\circ$} & [2,10,17] & 
2.83 & 1.167 & 1.144\p\ & 0.044 & 0.033 & 0.006 & .264 & -1.57 & \jmath\cr   
11793.191 & 8477.149 & 3 & 1--2 & Fe I & 11793.228 & 
& [2,13] & & & & & & & &\cr
11799.879 & 8472.344 & 0--1 & 0--1 & CN & 11799.87 \da &
0,0 \rm{$Q_2$ 59}
& [9,12] & 0.76 & & & & & & .87\p\ &\cr
11801.046 & 8471.506 & 2--3 \di & 0--1 & C I & 11801.08 & 
3\it{p} \rm{$^3D_3$ --- 3}\it{d} \rm{$^3F_3^\circ$} 
& [7,11] & 8.65 & 1.208 & & 0.438 & 0.141 & 0.000 & .083 & -2.39 & \flat\cr
11828.186 & 8452.068 & 2 & 1--2 & Mg I & 11828.171 &
3\cjo p1P1 --- 4\cj s1S0
& [9,13] & 4.35 & 1.000 & & 0.000 & 0.000 & 0.000 & .185 & -0.29 & \flat\cr
11838.994 & 8444.352 & 2 & 0--1 & Ca II & 11838.997 & 
5\it{s} \rm{$^2S_{1/2}$ --- 5}\it{p} \rm{$^2P_{3/2}^\circ$} 
& [10,12] & 6.47 & 1.167 & & 0.111 & 0.083 & 0.028 & .997 & 0.28\cr
11848.726 & 8437.416 & 2 & 1 & C I & 11848.721 & 
\cj {3p}3D2 --- \cjo {4s}3P2 
& [9,11,12] & 8.64 & 1.333 & & 0.378 & 0.117 & 0.000 & .707 & -0.68 & \flat\cr
11862.966 & 8427.288 & 2 & 1 & C I & 11862.992 & 
\cj {3p}3D1 --- \cjo {4s}3P1 
& [9,11,12] & 8.64 & 1.000 & & 1.000 & 0.250 & 0.000 & 3.006 & -0.74 & \flat\cr
11863.923 & 8426.608 & 1--2 & 1 & Si I & 11863.935 & 
\cj {4p}3D3 --- 3\it{$p^3$}\cjo{}3P2 
& [9,11,12] & 5.98 & 1.167 & & 0.044 & 0.033 & 0.006 & .920 & -2.73 & \flat\cr
11879.574 & 8415.507 & 3 & 1 & Fe I & 11879.540 & 
\it{e} \rm{$^5D_2$ --- 5}\it{p} \rm{$^5F_2^\circ$} 
& [10] & 5.62 & 1.250 & 1.252? & 0.850 & 0.262 & 0.000 & .540 & -1.92\cr
& & & & C I & 11879.584 & 
\cj {3p}3D1 --- \cjo {4s}3P0 
& [9,11,12] & 8.64 & 0.500 & & 0.000 & 0.000 & 0.000 & .584 & -0.64 & \flat\cr
11882.859 & 8413.181 & 2 & 0--1 & Fe I & 11882.847 & 
\it{a} \rm{$^5P_2$ --- }\it{z} \rm{$^5D_3^\circ$} & [2,10,17] & 2.20 & 
1.167 & 1.180\p\ & 0.178 & 0.133 & 0.044 & .846 & -1.67 & \jmath\cr
\noalign{\vskip .3cm}
\noalign{\hrule}
}}$$


$$\vbox{\vfill \hbox {{\bf Table I} (contd.) \ Lines judged to be relatively 
unblended from a visual examination\hfill}\vskip 0.3cm 
\hrule \vskip .3cm
\halign {# \hfill\quad & # \hfill\quad & \tabskip=-12pt # \hfill & 
\tabskip=0pt # \hfill\quad & # \hfill 
&#\hfill\quad & # \hfill & #\hfill\quad & \hfill #\quad & \hfill#\quad & 
\hfill#\quad & \hfill#\quad & \hfill#\quad & \hfill#\quad & \hfill#\quad
& \tabskip=-28pt \hfill$#$ & \tabskip=0pt \hfill $#$ \cr
\ 1 & \ 2 & \ \ \ \ \ 3 & & \ 4 & \ \ \ \ \ 5 & \ \ \ \ \ 6 & \ 7 
& 8 \ \ & 9 \ \ & 10 \ \ & 11 \ & 12 \ & 13 \ \ & 14 \ & 15 \ \cr
$\lambda_\sun$ & $\sigma_\sun$ & \ \ Blend$\ddag$ & & Ion & \ \ \ 
$\lambda_{\rm lab}$ & Transition & Ref. & $\chi_e$ \ & 
$g_{\rm eff}^{\rm calc}$ 
& $g_{\rm eff}^{\rm emp}$ & $X_\pi$ & $X_\sigma$ & $Y_\sigma$ \ &
$\lambda_{\rm calc}$ & & \log(gf) \cr
(\AA) & (cm$^{-1}$) & I) & II) & & \ \ \ (\AA) & & & (eV) & & & & & & (\AA) 
& &\cr
\noalign{\vskip .3cm}
\noalign{\hrule}
\noalign{\vskip .3cm}
11884.102 & 8412.300 & 1 & 0--1 & Fe I & 11884.085 &
\it{a} \rm{$^5P_1$ --- }\it{z} \rm{$^5D_2^\circ$} & [2,10,17] & 2.22 & 
1.000 & 1.005\p\ & 0.600 & 0.450 & 0.300 & .084 & -2.08 & \jmath\cr
11890.496 & 8407.776 & 1 & 1 & Fe I & 11890.490 & 
\it{e} \rm{$^5D_4$ --- 5}\it{p} \rm{$^5F_5^\circ$} 
& [2,10,17] & 5.54 & 1.200 & 1.196? & 0.048 & 0.036 & 0.006 & .490 & -0.42\cr
11892.890 & 8406.085 & 1 & 1 & C I & 11892.90 \da &
3\cj p3D2 --- 4\cj s3P1
& [6] & 8.63 & 1.000 & & 0.067 & 0.050 & 0.011 & .90\p\ & -0.28 & \varsigma\cr
& & & & Ti I & 11892.869 & 
\it{b} \rm{$^3F_2$ --- }\it{z} \rm{$^3D_1^\circ$} 
& [1,10] & 1.43 & 0.750 & 0.755? & 0.017 & 0.012 & $-$0.001 & .869 & -1.73\cr
11895.777 & 8404.045 & 2 & 0 & C I & 11895.741 & 
\cj {3p}3D3 --- \cjo {4s}3P2 
& [9,11,12] & 8.65 & 1.167 & & 0.044 & 0.033 & 0.006 & .755 & 0.00 & \flat\cr
11900.025 & 8401.044 & 3 & 0--1 & Si I & 11900.055 \da & 
\cj {4p}3D2 --- \cjo {4d}1D2 
& [11,14] & 5.96 & 1.083 & & 0.094 & 0.029 & 0.000 & .055 & -2.61 & \flat\cr
11923.192 & 8384.721 & 2 & 0--1 & Fe I & 11923.190 & 
& [2,12] & & & & & & & &\cr
11949.763 & 8366.077 & 1--2 & 1 & Ca II & 11949.745 &
5\it{s} \rm{$^2S_{1/2}$ --- 5}\it{p} \rm{$^2P_{1/2}^\circ$} 
& [10,12] & 6.47 & 1.333 & & 0.444 & 0.000 & 0.000 & .74\p\ & -0.02\cr
11955.954 & 8361.745 & 2 & 0--1 & Ca I & 11955.955 & 
4\it{s}\rm{5}\it{s} \rm{$^1S_0$ --- 4}\it{s}\rm{6}\it{p}\cjo{}1P1 
& [10,13] & 4.13 & 1.000 & & 0.000 & 0.000 & 0.000 & .956 & -0.14\cr
11959.421 & 8359.321 & 2 & 1 & CN & 11959.41 \da & 
0,0 \rm{$Q_2$ 64}
& [9,12] & 0.96 & & & & & & .41\p\ &\cr
11973.116 & 8349.759 & 3 & 1--2 & Fe I & 11973.050 &
\cj a5P3 --- \cjo z5D4 & [2,10,17] & 2.18 & 
1.250 & 1.256\p\ & 0.083 & 0.063 & 0.014 & .047 & -1.48 & \jmath\cr
11984.229 & 8342.017 & 3 & 0--1 & Si I & 11984.196 & 
4\it{s} \rm{$^3P_1^\circ$ --- 4}\it{p} \rm{$^3D_2$} 
& [11,12,13] & 4.93 & 1.000 & & 0.067 & 0.050 & 0.011 & .197 & 0.19 & \flat\cr
11991.583 & 8336.901 & 1 & 1 & Si I & 11991.570 & 
4\it{s} \rm{$^3P_0^\circ$ --- 4}\it{p} \rm{$^3D_1$} 
& [11,13,15] & 5.95 & 0.500 & & 0.000 & 0.000 & 0.000 & .569 & -0.16 & \flat\cr
12031.527 & 8309.223 & 2--3 & 0 & Si I & 12031.517 & 
4\it{s} \rm{$^3P_2^\circ$ --- 4}\it{p} \rm{$^3D_3$} 
& [11,12,13] & 4.95 & 1.167 & & 0.044 & 0.033 & 0.006 & .504 & 0.44 & \flat\cr
12038.794 & 8304.207 * & 3 & 1--2 & CN & 12038.79 \da & 
0,0 & [12] & & & & & & & .79\p\ &\cr
12039.838 & 8303.487 & 3 & 0--1 & Mg I & 12039.820 & 
3\it{d} \rm{$^1D_2$ --- 5}\it{p} \rm{$^1P_1^\circ$} 
& [11,12] & 5.75 & 1.000 & & 0.000 & 0.000 & 0.000 & .862 & -2.33 & \flat\cr
12045.144 & 8299.829 & 2 & 1 & CN & 12045.11 \da & 
0,0 & [12] & & & & & & & .11\p\ &\cr
12053.091 & 8294.357 & 1 & 0 & Fe I & 12053.083 &
\it{y} \rm{$^5P_3^\circ$ --- }\it{e} \rm{$^5D_3$} & [2,10,17] & 4.56 & 
1.583 & 1.585\p\ & 0.194 & 0.063 & 0.000 & .083 & -1.54 & \jmath\cr
12057.923 & 8291.033 & 1--2 & 1 & CN & 12057.91 \da & 
0,0 & [12] & & & & & & & .91\p\ &\cr
12074.111 & 8279.917 & 1 & 0--1 & CN & 12074.11 \da & 
0,0 & [12] & & & & & & & .11\p\ &\cr
12080.426 & 8275.589 & 1--2 & 1--2 & Si I & 12080.391 \da & 
\cjo{3d}3P2 --- 4\it{f} $[5/2]_2$
& [11,14] & 6.26 & & & & & & .391 & -2.23 & \flat\cr
12092.218 & 8267.519 * & 3 & 0--1 & Fe I & 12092.239 & 
\it{e} \rm{$^5D_3$ --- 5}\it{p} \rm{$^3F_4^\circ$}
& [2,12,17] & 5.59 & 0.875 & 0.863? & 0.188 & 0.141 & 0.047 & .239 &\cr
12093.847 & 8266.405 & 2--3 & 1 & CN & 12093.84 \da & 
0,0 & [12] & & & & & & & .84\p\ &\cr
12099.535 & 8262.519 & 3 & 1--2 & Fe I & 12099.527 & 
& [2,12] & & & & & & & &\cr
12105.844 & 8258.213 & 0--1 & 0--1 & Ca I & 12105.841 &
5\it{p} \rm{$^1P_1^\circ$ --- 6}\it{d} \rm{$^1D_2$}
& [10,13] & 4.55 & 1.000 & & 0.000 & 0.000 & 0.000 & .842 & -1.84\cr
12117.882 & 8250.009 & 1 & 0--1 & CN & 12117.88 \da & 
0,0 & [12] & & & & & & & .88\p\ &\cr
12119.500 & 8248.908 & 2--3 & 0--1 & Fe I & 12119.495 & 
\it{d} \rm{$^3F_4$ --- }\it{y} \rm{$^3G_5^\circ$}
& [2,10,17] & 4.59 & 1.100 & 1.121? & 0.012 & 0.009 & 0.001 & .496 & -2.02\cr
12133.987 & 8239.059 & 2 & 0--1 & ? & & 
& & & & & & & & &\cr
12175.754 & 8210.797 & 3 & 1 & Si I & 12175.749 \da & 
& [11,12] & 6.62 & & & & & & .749 & -2.82 & \flat\cr
12178.311 & 8209.073 & 3 & 1 & ? & & 
& & & & & & & & &\cr
12190.104 & 8201.131 * & 3 & 1--2 & Fe I & 12190.099 & 
\it{b} \rm{$^3D_1$ --- }\it{y} \rm{$^3F_2^\circ$} & [2,10,17] & 3.64 & 
0.750 & 0.782? & 0.017 & 0.012 & $-$0.001 & .100 & -2.33 & \jmath\cr
12213.339 & 8185.529 & 2 & 0--1 & Fe I & 12213.333 & 
\it{y} \rm{$^5P_1^\circ$ --- }\it{e} \rm{$^5D_0$}
& [2,10,17] & 4.64 & 2.500 & 2.502? & 0.000 & 0.000 & 0.000 & .337 & -1.95\cr
12227.120 & 8176.303 & 1--2 & 0--1 & Fe I & 12227.113 & 
\it{y} \rm{$^5P_2^\circ$ --- }\it{e} \rm{$^5D_2$}
& [2,10,17] & 4.61 & 1.667 & 1.670\p\ & 0.378 & 0.117 & 0.000 & .114 & -1.46\cr
12264.392 & 8151.455 & 2--3 & 1--2 & Fe II \al & 12264.353 & 
\cj {6s}6D{9/2} --- \cj {5p}4G{9/2} 
& [10] & 12.61 & 1.359 & & 2.295 & 0.752 & 0.000 & .354 & -4.11\cr
\noalign{\vskip .3cm}
\noalign{\hrule}
}}$$


$$\vbox{\vfill \hbox {{\bf Table I} (contd.) \ Lines judged to be relatively 
unblended from a visual examination\hfill}\vskip 0.3cm 
\hrule \vskip .3cm
\halign {# \hfill\quad & # \hfill\quad & \tabskip=-12pt # \hfill & 
\tabskip=0pt # \hfill\quad & # \hfill 
&#\hfill\quad & # \hfill & #\hfill\quad & \hfill #\quad & \hfill#\quad & 
\hfill#\quad & \hfill#\quad & \hfill#\quad & \hfill#\quad & \hfill#\quad
& \tabskip=-28pt \hfill$#$ & \tabskip=0pt \hfill $#$ \cr
\ 1 & \ 2 & \ \ \ \ \ 3 & & \ 4 & \ \ \ \ \ 5 & \ \ \ \ \ 6 & \ 7 
& 8 \ \ & 9 \ \ & 10 \ \ & 11 \ & 12 \ & 13 \ \ & 14 \ & 15 \ \cr
$\lambda_\sun$ & $\sigma_\sun$ & \ \ Blend$\ddag$ & & Ion & \ \ \ 
$\lambda_{\rm lab}$ & Transition & Ref. & $\chi_e$ \ & 
$g_{\rm eff}^{\rm calc}$ 
& $g_{\rm eff}^{\rm emp}$ & $X_\pi$ & $X_\sigma$ & $Y_\sigma$ \ &
$\lambda_{\rm calc}$ & & \log(gf) \cr
(\AA) & (cm$^{-1}$) & I) & II) & & \ \ \ (\AA) & & & (eV) & & & & & & (\AA) 
& &\cr
\noalign{\vskip .3cm}
\noalign{\hrule}
\noalign{\vskip .3cm}
12270.712 & 8147.257 & 2 & 0--1 & Si I & 12270.693 \da & 
4\it{s} \rm{$^3P_2^\circ$ --- 4}\it{p} \rm{$^3D_2$} 
& [11,12,13] & 4.95 & 1.333 & & 0.378 & 0.117 & 0.000 & .693 & -0.41 & \flat\cr
12283.279 & 8138.922 & 1--2 & 0--1 & Fe I & 12283.296 & 
\it{n} \rm{$^7F_6^\circ$ --- 7}\it{s} \rm{$^7D_5$} 
& [17] & 6.17 & 1.250 & & 0.070 & 0.052 & 0.010 & .299 &\cr
12293.910 & 8131.884 & 1--2 & 1--2 & ? & & & & & & & & & & &\cr
12314.105 & 8118.547 & 2 & 1--2 & C I & 12314.086 \da & 
\cjo {3d}3D1 --- 5\it{f} \rm{$[5/2]_2$} 
& [11] & 9.71 & & & & & & .086 & -0.07 & \flat\cr
12342.922 & 8099.593 & 1 & 1 & Fe I & 12342.914 & 
\it{y} \rm{$^5P_1^\circ$ --- }\it{e} \rm{$^5D_1$}
& [2,10,17] & 4.64 & 2.000 & 2.010\p\ & 1.000 & 0.250 & 0.000 & .916 & -1.56\cr
12390.172 & 8068.705 & 0 & 0 & Si I & 12390.165 & 
4\it{s} \rm{$^1P_1^\circ$ --- 4}\it{p} \rm{$^3P_1$} 
& [11,12] & 5.08 & 1.250 & & 0.250 & 0.063 & 0.000 & .154 & -1.87 & \flat\cr
12395.838 & 8065.017 & 1--2 & 1--2 & Si I & 12395.834 &
4\it{s} \rm{$^3P_2^\circ$ --- 4}\it{p} \rm{$^3D_1$} 
& [11,12] & 4.95 & 2.000 & & 0.600 & 0.450 & $-$0.300 & .832 & -1.63 & \flat\cr
12417.924 & 8050.673 & 0 & 0 & Mg I & 12417.929 & 
4\it{p} \rm{$^3P_0^\circ$ --- 6}\it{s} \rm{$^3S_1$} 
& [11,12] & 5.93 & 2.000 & & 0.000 & 0.000 & 0.000 & .912 & -1.66 & \flat\cr
12423.022 & 8047.369 & 1--2 & 1--2 & Mg I & 12423.029 &
4\cjo p3P1 --- 6\cj s3S1
& [12] & 5.93 & 1.750 & & 0.250 & 0.063 & 0.000 & 2.998 & -1.18 & \flat\cr
12432.267 & 8041.385 & 1--2 & 1--2 & K I & 12432.244 & 
4\it{p} \rm{$^2P_{1/2}^\circ$ --- 5}\it{s} \rm{$^2S_{1/2}$} 
& [11,12,13] & 1.61 & 1.333 & & 0.444 & 0.000 & 0.000 & .274 & -0.46 & \flat\cr
12449.424 & 8030.303 & 3 & 1 & Ni I & 12449.416 & 
& [4,12] & & & & & & & &\cr
12457.053 & 8025.385 & 0--1 & 0--1 & ? & & & & & & & & & & &\cr
12460.702 & 8023.035 & 1--2 & 1--2 & Ti I & 12460.616 &
\cj d3P0 --- \cjo p3D1 
& [10] & 4.24 & 0.500 & & 0.000 & 0.000 & 0.000 & .616 & -2.40\cr
12476.956 & 8012.583 & 1--2 & 1--2 & ? & & & & & & & & & & &\cr
12499.876 & 7997.891 & 1 & 1 & Fe II \al & 12499.858 & 
\cj {5p}4F{3/2} --- \cj {5s}2P{5/2} 
& [10] & 11.29 & 2.200 & & 1.111 & 0.833 & $-$0.714 & .858 & -3.48\cr
12510.528 & 7991.081 & 1 & 1 & Fe I & 12510.519 & 
\it{x} \rm{$^5D_3^\circ$ --- }\it{e} \rm{$^3F_4$}
& [2,10,17] & 4.96 & 0.875 & 0.964\p\ & 0.188 & 0.141 & 0.047 & .521 & -1.65\cr
12524.967 & 7981.869 & 0--1 & 0--1 & ? & & & & & & & & & & &\cr
12532.846 & 7976.851 & 0 & 0 & Cr I & 12532.838 & 
\it{a} \rm{$^5P_2$ --- }\it{y} \rm{$^5P_3^\circ$} 
& [1,3,10] & 2.71 & 1.500 & 1.491\p\ & 0.044 & 0.033 & 0.006 & .817 & -1.87\cr
12549.501 & 7966.265 & 0 & 0 & C I & 12549.48 \da & 
3\it{p} \rm{$^3P_0$ --- 3}\it{d} \rm{$^3P_1^\circ$} 
& [7,11] & 8.85 & 1.500 & & 0.000 & 0.000 & 0.000 & .48\p\ & -1.01 & \flat\cr
12557.007 & 7961.503 & 0 & 0 & Fe I & 12556.999 &
\it{a} \rm{$^3P_2$ --- }\it{z} \rm{$^5D_2^\circ$} & [2,10,17] & 2.28 & 
1.500 & 1.505\p\ & 0.000 & 0.000 & 0.000 & .999 & -3.63 & \jmath\cr
12583.953 & 7944.455 & 0--1 & 0 & Si I & 12583.977 \da & 
3\it{d} \rm{$^1F_3^\circ$ --- 5}\it{f} \rm{$[7/2]_4$} 
& [11,12] & 6.62 & & & & & & .977 & -1.01 & \flat\cr
12601.508 & 7933.388 * & 3 & 0--1 & C I & 12601.489 \da & 
\cj {3p}3P2 --- \cjo {3d}3P1 
& [11,12] & 8.85 & 1.500 & & 0.000 & 0.000 & 0.000 & .489 & -0.89 & \flat\cr
12615.935 & 7924.315 & 1--2 \di & 0--1 & Fe I & 12615.926 & 
\it{y} \rm{$^5P_1^\circ$ --- }\it{e} \rm{$^5D_2$} & [2,10,17] & 
4.64 & 1.000 & 1.004\p\ & 0.600 & 0.450 & 0.300 & .928 & -1.60\cr    
12634.978 & 7912.372 & 2 & 1 & ? & & & & & & & & & & &\cr
12638.717 & 7910.031 & 2 & 0 & Fe I & 12638.706 & 
\it{y} \rm{$^5P_3^\circ$ --- }\it{e} \rm{$^5D_4$}
& [2,10,17] & 4.56 & 1.250 & 1.264\p\ & 0.083 & 0.063 & 0.014 & .706 & -0.86\cr
12648.744 & 7903.761 & 3 & 1 & Fe I & 12648.742 &
\cjo y5P2 --- \cj e5D3 & [2,10,17] & 4.61 & 
1.167 & 1.180\p\ & 0.178 & 0.133 & 0.044 & .744 & -1.14 & \jmath\cr
12679.148 & 7884.808 & 2--3 & 1 & Na I & 12679.145 & 
3\it{d} \rm{$^2D_{5/2}$ --- 5}\it{f} \rm{$^2F_{7/2}^\circ$} 
& [11,12,13] & 3.62 & 1.071 & & 0.007 & 0.006 & 0.000 & .144 & -0.04 & \flat\cr
12749.865 & 7841.075 & 2 & 1 & Al I \be & 12749.906 & 
3\it{d} \rm{$^2D_{5/2}$ --- 5}\it{p} \rm{$^2P_{3/2}^\circ$}
& [11,12] & 4.02 & 1.100 & & 0.019 & 0.014 & 0.002 & .835 & -2.21 & \flat\cr
12789.546 & 7816.747 & 3 \di & 1 & ? & & & & & & & & & & &\cr
12807.162 & 7805.995 & 1--2 & 1--2 & Fe I & 12807.150 &
\it{b} \rm{$^3D_2$ --- }\it{y} \rm{$^3F_3^\circ$} 
& [2,10,17] & 3.64 & 1.000 & 1.005? & 0.011 & 0.008 & 0.001 & .153 & -2.52\cr
12808.252 & 7805.331 & 2 & 1--2 & Fe I & 12808.244 & 
\it{x} \rm{$^5D_2^\circ$ --- }\it{e} \rm{$^5F_2$}
& [2,10,17] & 4.99 & 1.250 & 1.246\p\ & 0.850 & 0.262 & 0.000 & .244 & -1.54\cr
12831.414 & 7791.242 & 3 & 1--2 & Ti I & 12831.437 & 
\it{b} \rm{$^3F_2$ --- }\it{z} \rm{$^3F_2^\circ$}
& [10,13] & 1.43 & 0.667 & 0.670\p\ & 0.000 & 0.000 & 0.000 & .437 & -1.55\cr
12840.581 & 7785.679 & 1--2 & 1--2 & Fe I & 12840.574 & 
\it{x} \rm{$^5D_3^\circ$ --- }\it{e} \rm{$^5F_3$}
& [2,10,17] & 4.96 & 1.375 & 1.370\p\ & 0.438 & 0.141 & 0.000 & .576 & -1.50\cr
12847.050 & 7781.759 & 1--2 & 1 & Ti I & 12847.029 & 
\it{b} \rm{$^3F_3$ --- }\it{z} \rm{$^3F_3^\circ$}
& [1,10] & 1.44 & 1.083 & 1.075\p\ & 0.000 & 0.000 & 0.000 & .030 & -1.43\cr
\noalign{\vskip .3cm}
\noalign{\hrule}
}}$$


$$\vbox{\vfill \hbox {{\bf Table I} (contd.) \ Lines judged to be relatively 
unblended from a visual examination\hfill}\vskip 0.3cm 
\hrule \vskip .3cm
\halign {# \hfill\quad & # \hfill\quad & \tabskip=-12pt # \hfill & 
\tabskip=0pt # \hfill\quad & # \hfill 
&#\hfill\quad & # \hfill & #\hfill\quad & \hfill #\quad & \hfill#\quad & 
\hfill#\quad & \hfill#\quad & \hfill#\quad & \hfill#\quad & \hfill#\quad
& \tabskip=-28pt \hfill$#$ & \tabskip=0pt \hfill $#$ \cr
\ 1 & \ 2 & \ \ \ \ \ 3 & & \ 4 & \ \ \ \ \ 5 & \ \ \ \ \ 6 & \ 7 
& 8 \ \ & 9 \ \ & 10 \ \ & 11 \ & 12 \ & 13 \ \ & 14 \ & 15 \ \cr
$\lambda_\sun$ & $\sigma_\sun$ & \ \ Blend$\ddag$ & & Ion & \ \ \ 
$\lambda_{\rm lab}$ & Transition & Ref. & $\chi_e$ \ & 
$g_{\rm eff}^{\rm calc}$ 
& $g_{\rm eff}^{\rm emp}$ & $X_\pi$ & $X_\sigma$ & $Y_\sigma$ \ &
$\lambda_{\rm calc}$ & & \log(gf) \cr
(\AA) & (cm$^{-1}$) & I) & II) & & \ \ \ (\AA) & & & (eV) & & & & & & (\AA) 
& &\cr
\noalign{\vskip .3cm}
\noalign{\hrule}
\noalign{\vskip .3cm}
12879.778 & 7761.986 & 1 & 0 & Fe I & 12879.769 &
\it{a} \rm{$^3P_2$ --- }\it{z} \rm{$^5D_3^\circ$} & [2,10,17] & 2.28 & 
1.500 & 1.494\p\ & 0.000 & 0.000 & 0.000 & .769 & -3.46 & \jmath\cr
& & & & Co I & 12879.772 &
\cjo {w}4G{7/2} --- \cj {e}2G{9/2} 
& [10] & 5.50 & 1.333 & 1.323\p\ & 0.062 & 0.047 & $-$0.009 & .771 & -1.48\cr
12896.123 & 7752.148 & 1 & 0--1 & Fe I & 12896.119 &
\it{x} \rm{$^5D_4^\circ$ --- }\it{e} \rm{$^5F_4$} 
& [2,10,17] & 4.91 & 1.425 & 1.410\p\ & 0.266 & 0.087 & 0.000 & .119 & -1.58\cr
12909.079 & 7744.368 & 0--1 & 0 & Ca I & 12909.070 & 
4\it{p} \rm{$^3F_2^\circ$ --- 3}\it{$d^2$} \rm{$^3F_2$} 
& [10,13] & 4.43 & 0.667 & 0.711? & 0.000 & 0.000 & 0.000 & .070 & -0.43\cr
12910.099 & 7743.756 & 1--2 & 0 & Cr I & 12910.089 & 
\it{a} \rm{$^5P_3$ --- }\it{y} \rm{$^5P_2^\circ$}
& [3,10,13] & 2.71 & 1.500 & 1.364\p\ & 0.044 & 0.033 & 0.006 & .059 & -1.75\cr
12916.321 & 7740.026 & 1--2 & 1 & Fe I & 12916.316 & 
& [2,12] & & & & & & & &\cr
12932.331 & 7730.444 & 1 & 1 & Ni I & 12932.327 & 
\it{a} \rm{$^1G_4$ --- }\it{z} \rm{$^5F_3^\circ$} 
& [1,4,10] & 2.74 & 0.625 & 0.663\p\ & 0.188 & 0.141 & 0.047 & .302 & -3.90\cr
12933.013 & 7730.036 & 1 & 1 & Fe I & 12933.006 & 
\it{x} \rm{$^5D_0^\circ$ --- }\it{e} \rm{$^5F_1$}
& [2,10,17] & 5.02 & 0.000 & 0.007? & 0.000 & 0.000 & 0.000 & .006 & -1.73\cr
12934.674 & 7729.043 & 2--3 & 0 & Fe I & 12934.667 & 
\it{w} \rm{$^5D_4^\circ$ --- }\it{e} \rm{$^7G_5$}
& [2,10,17] & 5.39 & 1.100 & 1.153\p\ & 0.085 & 0.064 & 0.014 & .667 & -0.82\cr
12937.030 & 7727.636 & 0--1 & 0--1 & Cr I & 12937.018 & 
\it{a} \rm{$^5P_1$ --- }\it{y} \rm{$^5P_2^\circ$} 
& [3,10] & 2.71 & 1.500 & 1.504\p\ & 0.267 & 0.200 & 0.089 & 6.956 & -1.89\cr
13006.700 & 7686.243 & 2--3 & 0--1 & Fe I & 13006.688 & 
\it{b} \rm{$^3G_4$ --- }\it{z} \rm{$^3F_3^\circ$}
& [2,10,17] & 2.99 & 1.000 & 0.991\p\ & 0.003 & 0.002 & 0.000 & .686 & -4.12\cr
13014.846 & 7681.432 & 0--1 & 0 & Fe I & 13014.842 &
\it{w} \rm{$^5D_3^\circ$ --- }\it{f} \rm{$^5F_3$} 
& [2,10,17] & 5.45 & 1.375 & 1.366? & 0.438 & 0.141 & 0.000 & .840 & -1.75\cr
13029.542 & 7672.768 & 2 & 0--1 & Si I & 13029.573 \da & 
\cj {4p}3P1 --- 3\it{$p^3$}\cjo{}3P0 
& [11,12] & 6.08 & 1.500 & & 0.000 & 0.000 & 0.000 & .573 & -2.41 & \flat\cr
13030.975 & 7671.925 & 3 & 0--1 & Si I & 13030.966 \da & 
\cj {4p}3P0 --- 3\it{$p^3$}\cjo{}3P1 
& [11,12] & 6.08 & 1.500 & & 0.000 & 0.000 & 0.000 & .966 & -2.40 & \flat\cr
13033.558 & 7670.404 & 0--1 & 0--1 & Ca I & 13033.555 & 
4\it{p} \rm{$^3F_3^\circ$ --- 3}\it{$d^2$} \rm{$^3F_3$} 
& [10,13] & 4.44 & 1.083 & 1.080? & 0.000 & 0.000 & 0.000 & .555 & -0.27\cr
13039.658 & 7666.816 * & 3 & 1 & Fe I & 13039.652 & 
\it{x} \rm{$^5G_6^\circ$ --- }\it{e} \rm{$^5H_7$} 
& [2,10,17] & 5.66 & 1.143 & 1.192\p\ & 0.022 & 0.016 & 0.002 & .650 & -2.40\cr
13053.640 & 7658.604 & 1 & 0--1 & Zn I & 13053.58 & 
5\it{s} \rm{$^3S_1$ --- 5}\it{p} \rm{$^3P_2^\circ$}
& [16] & 6.65 & 1.250 & & 0.150 & 0.112 & 0.038 & &\cr
13098.919 & 7632.130 & 2--3 \di\bu & 1 & Fe I & 13098.876 &
\it{x} \rm{$^5D_1^\circ$ --- }\it{e} \rm{$^5F_2$}
& [2,10,17] & 5.01 & 0.750 & 0.738\p\ & 0.150 & 0.112 & 0.038 & .876 & -1.48\cr
13123.440 & 7617.870 & 1--2 & 0 & Al I \be & 13123.440 & 
4\it{s} \rm{$^2S_{1/2}$ --- 4}\it{p} \rm{$^2P_{3/2}^\circ$}
& [6,13] & 3.14 & 1.167 & & 0.111 & 0.083 & 0.028 & .411 & 0.21 & \varsigma\cr
13134.937 & 7611.202 & 2--3 & 0--1 & Ca I & 13134.942 & 
3\it{d}\rm{4}\it{p} \rm{$^3F_4^\circ$ --- 3}\it{$d^2$} \rm{$^3F_4$}
& [10,13] & 4.45 & 1.250 & 1.247? & 0.000 & 0.000 & 0.000 & .942 & -0.12\cr
13147.929 & 7603.681 & 3 & 0 & Fe I & 13147.922 & 
\it{w} \rm{$^5D_4^\circ$ --- }\it{f} \rm{$^5F_5$}
& [2,10,17] & 5.39 & 1.200 & 1.168\p\ & 0.048 & 0.036 & 0.006 & .922 & -1.08\cr
13150.773 & 7602.037 & 2--3 & 0--1 & Al I \be & 13150.785 & 
4\it{s} \rm{$^2S_{1/2}$ --- 4}\it{p} \rm{$^2P_{1/2}^\circ$}
& [6,13] & 3.14 & 1.333 & & 0.444 & 0.000 & 0.000 & .753 & -0.09 & \varsigma\cr
13154.560 & 7599.848 & 3 & 1 & Si I & 13154.530 \da & 
\cjo {3d}1F3 --- \cj {6p}1D2 
& [11,14] & 6.62 & 1.000 & & 0.011 & 0.008 & 0.001 & .530 & -2.68 & \flat\cr
13176.905 & 7586.961 & 2 & 0 & Si I & 13176.906 & 
4\it{p} \rm{$^1P_1$ --- 5}\it{s} \rm{$^1P_1^\circ$} 
& [11,12,13] & 5.86 & 1.000 & & 0.000 & 0.000 & 0.000 & .889 & -0.50 & \flat\cr
13201.161 & 7573.020 & 3 & 1--2 & Cr I & 13201.144 & 
\it{a} \rm{$^5P_2$ --- }\it{y} \rm{$^5P_1^\circ$}
& [1,3,10] & 2.71 & 1.500 & 1.514\p\ & 0.267 & 0.200 & 0.089 & .161 & -1.82\cr
13212.445 & 7566.552 & 3 & 0 & Ni I & 13212.458 & 
\it{a} \rm{$^1G_4$ --- }\it{z} \rm{$^3D_3^\circ$}
& [1,4,10] & 2.74 & 0.500 & 0.525\p\ & 0.333 & 0.250 & 0.111 & .416 & -2.58\cr
13264.179 & 7537.041 & 2 & 1 & Ni I & 13264.172 & 
& [4,12] & & & & & & & &\cr
13291.783 & 7521.389 * & 3 & 1 & Fe I & 13291.786 & 
\it{w} \rm{$^5D_2^\circ$ --- }\it{f} \rm{$^5F_2$}
& [10,12,17] & 5.48 & 1.250 & 1.250\p\ & 0.850 & 0.262 & 0.000 & .786 & -1.92\cr
13293.834 & 7520.227 & 2 & 0 & Mn I & 13293.795 & 
\it{a} \rm{$^6D_{7/2}$ --- }\it{z} \rm{$^6P_{7/2}^\circ$}
& [1,10] & 2.14 & 1.651 & 1.649\p\ & 0.149 & 0.048 & 0.000 & .795 & -1.61\cr
13317.997 & 7506.584 & 2--3 & 1--2 & Ca I & 13317.984 & 
4\it{s}\rm{4}\it{d} \rm{$^1D_2$ --- 4}\it{s}\rm{5}\it{f} \rm{$^1F_3^\circ$}
& [10,13] & 4.62 & 1.000 & & 0.000 & 0.000 & 0.000 & .984 & 0.56\cr
13319.055 & 7505.987 & 2 & 0--1 & Mn I & 13319.068 & 
\it{a} \rm{$^6D_{7/2}$ --- }\it{z} \rm{$^6P_{5/2}^\circ$} & [1,10,13] 
& 2.14 & 1.214 & 1.220\p\ & 0.200 & 0.150 & 0.052 & 8.944 & -1.62\cr
13352.177 & 7487.367 & 1--2 & 0 & Fe I & 13352.176 & 
\it{e} \rm{$^7D_5$ --- }\it{n} \rm{$^7F_4^\circ$} 
& [17] & 5.31 & 1.800 & 1.755? & 0.048 & 0.036 & $-$0.006 & .172 & -0.74\cr
13392.110 & 7465.041 & 1--2 & 0 & Fe I & 13392.102 &
\it{e} \rm{$^7D_4$ --- }\it{n} \rm{$^7P_3^\circ$} 
& [17] & 5.35 & 1.250 & 1.262? & 0.213 & 0.160 & 0.057 & .102 & -0.17\cr
\noalign{\vskip .3cm}
\noalign{\hrule}
}}$$

\vfill\eject

%  Tabelle der schwachen IR Linien (siehe Paper Solanki, Biemont, Muerset)

\hsize=18cm
\hoffset=-2.3cm
\vsize=19.4cm
\voffset=-1.6cm

$$\vbox{\vfill \hbox {{\bf Table II} \ Possible blends rejected as too 
weak\hfill}\vskip 0.3cm 
\hrule \vskip .3cm
\halign {# \hfill \enskip & # \hfill & # \hfill \enskip & \hfill # \enskip
& \tabskip=-28pt \hfill$#$ & \tabskip=0pt \hfill$#$ & #  
\hfill \qquad \qquad & # \hfill \enskip & # \hfill & # \hfill \enskip & 
\hfill # \enskip
& \tabskip=-28pt \hfill$#$ & \tabskip=0pt \hfill$#$ & #  
\hfill \qquad \qquad & # \hfill \enskip & # \hfill & # \hfill \enskip & 
\hfill # \enskip
& \tabskip=-28pt \hfill$#$ & \tabskip=0pt \hfill$#$ & #\cr
$\lambda_\sun$ & Ion & \ \ \ $\lambda_{\rm lab}$ & $\chi_e$ \ & 
& \log (gf) & &
$\lambda_\sun$ & Ion & \ \ \ $\lambda_{\rm lab}$ & $\chi_e$ \ & 
& \log (gf) & &
$\lambda_\sun$ & Ion & \ \ \ $\lambda_{\rm lab}$ & $\chi_e$ \ & 
& \log (gf) \cr
(\AA) & & \ \ \ (\AA) & (eV) & & & & (\AA) & & \ \ \ (\AA) & (eV) & & 
& & (\AA) & & \ \ \ (\AA) & (eV) & & \cr
\noalign{\vskip .3cm}
\noalign{\hrule}
\noalign{\vskip .3cm}
10009.158 & Cr II & 10009.220 & 12.12 & -3.98 & & &
10729.545 & Ni I & 10729.574 & 5.33 & -3.06 & & &
11753.323 & Mn II & 11753.328 & 12.39 & 0.33 & \cr
10019.795 & Cr II & 10019.794 & 13.11 & -0.26 & & & 
10762.270 & Ti I & 10762.311 & 4.67 & -3.74 & & &
11783.289 & Fe I & 11783.208 & 5.70 & -4.12 & \cr
10032.859 & V I & 10032.846 & 4.73 & -3.39 & & &
10818.279 & Fe II & 10818.318 & 13.00 & -1.62 & & &
11863.923 & Cr II & 11863.851 & 13.32 & -2.08 & \cr
& Cr II & 10032.856 & 13.12 & -3.37 & & &
10861.593 & Co I & 10861.642 & 5.59 & -3.96 & & &
11882.859 & Sc I & 11882.860 & 4.65 & -3.49 & \cr
10035.743 & Mn II & 10035.797 & 6.91 & -4.80 & & &
10879.877 & Sc I & 10879.928 & 5.20 & -2.98 & & &
11892.890 & Mn II & 11892.868 & 13.21 & -3.81 & \cr
10057.197 & Mn I & 10057.200 & 6.54 & -3.93 & & &
10884.264 & Ti II & 10884.252 & 8.12 & -0.89 & & &
11984.229 & Cr I & 11984.181 & 6.74 & -3.44 & \cr
10065.053 & Cr II & 10065.037 & 13.10 & -2.30 & & &
10926.230 & Ni II & 10926.220 & 15.07 & -3.10 & & &
11991.583 & Fe II & 11991.520 & 11.66 & -2.54 & \cr
10068.365 & V II & 10068.413 & 10.00 & -1.82 & & &
10984.550 & Fe II & 10984.566 & 12.09 & -2.45 & & &    
12057.923 & Mn I & 12057.913 & 5.98 & -2.28 & \cr
10120.447 & Cr I & 10120.497 & 4.24 & -3.96 & & &
11001.478 & Sc I & 11001.537 & 4.57 & -3.35 & & &
12074.111 & Sc I & 12074.049 & 5.78 & -3.28 & \cr
10136.580 & Ni II & 10136.608 & 12.55 & -3.57 & & &
11021.369 & Sc I & 11021.428 & 4.54 & -2.35 & & &
12133.987 & Ni II & 12134.016 & 15.02 & -3.14 & \cr
10155.163 & Cr II & 10155.245 & 13.13 & -2.84 & & &
11029.983 & Cr I & 11030.001 & 2.54 & -6.20 & & &      
12178.311 & Cr I & 12178.271 & 6.05 & -3.40 & \cr
10252.553 & Ca I & 10252.546 & 4.77 & -8.72 & & & 
11105.329 & Ni II & 11105.342 & 15.14 & -0.15 & & &
12270.712 & Ni II & 12270.692 & 15.14 & -1.17 & \cr
10302.617 & Mn I & 10302.694 & 5.92 & -3.51 & & & 
& Co II & 11105.342 & 5.05 & -4.93 & & &
12283.279 & Co II & 12283.191 & 5.47 & -6.72 & \cr
10327.343 & Fe I & 10327.313 & 5.54 & -3.45 & & &
11119.803 & Ni II & 11119.881 & 15.14 & -0.15 & & &
12342.922 & Ni II & 12342.911 & 15.14 & -2.10 & \cr
& V I & 10327.364 & 1.06 & -5.65 & & &
11153.363 & Cr II & 11153.414 & 13.24 & -1.73 & & & 
12449.424 & Cr II & 12449.367 & 13.36 & -1.56 & \cr
10332.329 & Mn I & 10332.359 & 7.11 & -2.79 & & &
11173.737 & Co I & 11173.696 & 5.70 & -3.83 & & &
12460.702 & Co I & 12460.679 & 5.40 & -3.95 & \cr
10347.965 & Ti I & 10347.951 & 5.02 & -2.63 & & &
11175.863 & Fe II & 11175.851 & 12.35 & -2.20 & & &
12532.846 & Sc I & 12532.832 & 4.59 & -2.60 & \cr
10353.808 & Ni II & 10353.825 & 15.06 & -3.14 & & &
& Ni II & 11175.882 & 15.97 & -1.04 & & & 
12638.717 & Ti I & 12638.723 & 3.71 & -3.84 & \cr
10364.061 & Mn I & 10364.044 & 5.91 & -3.20 & & &
11207.655 & Ni II & 11207.681 & 15.98 & -2.71 & & & 
12847.050 & Cr II & 12847.049 & 13.33 & -1.69 & \cr
10371.273 & Ca II & 10371.323 & 9.68 & -1.47 & & &
11367.636 & Cr I & 11367.656 & 4.61 & -1.76 & & &
12896.123 & Fe II & 12896.081 & 10.45 & -2.49 & \cr
10395.802 & Mn II & 10395.837 & 12.58 & -0.90 & & & 
11436.573 & Cr I & 11436.605 & 5.71 & -3.71 & & &
12916.321 & Fe II & 12916.260 & 10.33 & -3.87\cr
10396.814 & V II & 10396.885 & 10.00 & -1.57 & & &
11449.931 & Fe I & 11449.982 & 6.11 & -3.83 & & &
12937.030 & Cr I & 12936.973 & 6.23 & -2.67\cr
& Sc II & 10396.896 & 9.43 & -0.38 & & &
11465.315 & Si I & 11465.32 \da & 6.21 & -2.43 & \flat & &
& Mn II & 12937.056 & 12.48 & -2.95\cr
10423.746 & Fe II & 10423.814 & 12.17 & -0.73 & & & 
& Ni II & 11465.356 & 15.98 & -2.28 & & &
13030.975 & Cr II & 13030.915 & 10.75 & -0.79\cr
10455.456 & Fe II & 10455.539 & 12.22 & -2.67 & & & 
11522.234 & Mg I & 11522.20 \da & 6.12 & -3.62 & \flat & &
13033.558 & Fe II & 13033.480 & 13.05 & -3.62\cr
10459.420 & Ni II & 10459.475 & 13.14 & -3.80 & & & 
11572.526 & Ni II & 11572.527 & 13.97 & -3.17 & & &
13039.658 & Fe II & 13039.705 & 12.75 & -0.84\cr
10486.252 & Sc I & 10486.278 & 4.68 & -2.76 & & &
11647.956 & V I & 11647.966 & 4.87 & -0.85 & & &
& Mn II & 13039.736 & 7.76 & -6.02\cr
10530.523 & Co II & 10530.527 & 10.24 & -3.93 & & &   
11659.699 & Cr I & 11659.745 & 5.67 & -3.39 & & &
13134.937 & Cr II & 13134.940 & 13.37 & -3.00\cr
10555.651 & Fe II & 10555.666 & 12.28 & -3.49 & & & 
11680.463 & Co I & 11680.533 & 5.70 & -2.89 & & &
13176.905 & Cr I & 13176.888 & 5.83 & -3.72\cr
10582.166 & Ti I & 10582.162 & 4.18 & -3.67 & & &
11695.758 & V I & 11695.742 & 1.22 & -8.80 & & &
13212.445 & Cr II & 13212.432 & 13.63 & -3.74\cr
10603.441 & Ti I & 10603.510 & 4.69 & -3.37 & & &
11740.656 & V I & 11740.698 & 5.16 & -3.30 & & &
13291.783 & Ni II & 13291.833 & 15.87 & -1.91\cr
10627.651 & V I & 10627.730 & 1.95 & -4.23 & & &
& Mn II & 11740.671 & 12.39 & 0.53 & & &
13317.997 & Fe I & 13318.004 & 3.65 & -6.25\cr
10683.095 & Fe II & 10683.174 & 12.46 & -2.83 & & &
11748.237 & V I & 11748.287 & 5.22 & -3.86 & & &
13319.055 & Fe II & 13319.033 & 13.19 & -2.77\cr
10685.361 & Cr I & 10685.390 & 6.03 & -2.54 & & &
& Cr I & 11748.315 & 5.56 & -3.95 & & &
& & & & \cr
\noalign{\vskip .3cm}
\noalign{\hrule}
}}$$

\vfill\eject

\voffset=-1cm
\vsize=20cm
\hsize=25cm
\hoffset=-2cm

\ti{References:}

\refnum{[1] =} Bi\'emont (1976) \hglue7.54cm [10] = Kurucz (1991c)

\refnum{[2] =} Bi\'emont et al. (1985a) \hglue6.43cm [11] = Kurucz 
\& Peytremann (1975)

\refnum{[3] =} Bi\'emont et al. (1985b) \hglue6.41cm [12] = Livingston \&
Wallace (1991)

\refnum{[4] =} Bi\'emont et al. (1986) \hglue6.6cm [13] = Wallace \&
Livingston (1991) 

\refnum{[5] =} Bi\'emont et al. (1994) \hglue6.6cm [14] = Martin \& 
Zalubas (1983) 

\refnum{[6] =} Bi\'emont \& Grevesse (1973) \hglue5.7cm [15] = Reader 
et al. (1980)

\refnum{[7] =} Striganov \& Sventitskii (1968) \hglue5.27cm [16] = Hall (1974)

\refnum{[8] =} Zaidel', Prokof'ev, Raiskii, Slavnyi, Shreider (1970) 
\hglue2.05cm [17] = Nave et al. (1994)

\refnum{[9] =} Swensson et al. (1970)  


\ti{Notes to tables I and II:}

\n * (in column: $\sigma_{\odot}$): The wavenumber of this line was taken
from the purely solar component of the Livingston \& Wallace (1991)
spectral atlas due to the too strong telluric blending of the line in the
Delbouille et al. (1981) spectral atlas.

\medskip

\n $\ddag$ (in column: Blend): Subcolumn marked I) lists the blending index 
derived from the Delbouille et al. (1981) spectral atlas and II) the 
blending index determined from the Wallace et al. (1993) atlas (spectral 
region 1.0 $-$  1.1 $\mu$m) and from the Livingston \& Wallace (1991) atlas 
(1.1 $-$ 1.8 $\mu$m). The latter blends were obtained from the purely solar 
component of the observed spectrum.

\medskip

\n \di\ (in subcolumn: I): In the Delbouille et al. (1981) atlas 
these lines look less blended than the values given here, but according 
to the Wallace et al. (1993) and the Livingston \& Wallace (1991) 
atlases the lines are blended with a telluric line having almost the same 
wavelength, so that the blends show no readily visible effects.

\medskip

\n \bu\ Line is blended according to Bi\'emont et al. 
(1985a).

\medskip

\n \al\ (in column: Ion): According to the available $log(gf)$ this 
identification is extremely unlikely.

\medskip

\n \be\ According to Bi\'emont \& Brault (1987a,b) this line is a blend
of different hyperfine components.

\medskip

\n \da\ (in column: $\lambda_{lab}$): For this line no laboratory
wavelength is available in the above references therefore the calculated 
wavelength has been written instead.

\medskip

\n \st\ (in column: Ref.): This transition involves a change in orbital 
angular momentum $\Delta L >1$, making the identification uncertain. Such 
identifications are listed only where no other possible identification is 
known. 

\medskip

\n $\natural$\ The order of the multiple line identifications represents 
their probable contribution to the line (e.g. due to the huge equivalent 
width of the primary identification, the secondary (blend) probably 
provides only a very small contribution to the line). 

\medskip

\n ?\ (in column: $g_{\rm eff}^{\rm emp}$): If only $g_l$ or $g_u$ is
available from laboratory measurements, the missing atomic level Land\'e
factor is assumed to be represented by its LS coupling value. 

\medskip

\n $\flat$\ (in column: $log(gf)$): This $log(gf)$ value has been taken
from the compilation by Kurucz \& Peytremann (1975). 

\medskip

\n $\jmath$\ This $log(gf)$ value was derived from Nave et al. (1994). 

\medskip

\n $\iota$\ This $log(gf)$ value was obtained from Bi\'emont et al. (1994). 

\medskip

\n $\varsigma$\ This $log(gf)$ value has been taken from Bi\'emont \&
Grevesse (1973). All other $log(gf)$ values are from Kurucz (1991c).

\vfill\eject

\bye

