\input papdef \hsize=18cm \hoffset=-2.3cm \vsize=18.7cm \voffset=-1.4cm \baselineskip=12.5pt \hfuzz=3000pt \nopagenumbers \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 III} \ 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) & \ \P\ \ \ \ & & & & & (\AA) & &\cr \noalign{\vskip .3cm} \noalign{\hrule} \noalign{\vskip .3cm} 14929.153 & 6696.474 * & 3 & 1 & Fe I & 14929.151 & \cjo w5D2 --- \cj f5D1 & [2,12,19] & 5.48 & 1.500 & 1.467\p\ & 0.000 & 0.000 & 0.000 & .153 & -2.00\cr 14933.698 & 6694.435 & 3 & 0--1 & CN & 14933.67 \da & 0,1 & [14] & & & & & & & .67\p\ &\cr 14959.169 & 6683.037 & 3 \di & 1--2 & Fe I & 14959.224 & \cj g5D4 --- 5\cjo p5D3 & [2,17,19] & 6.37 & 1.500 & & 0.000 & 0.000 & 0.000 & .222 &\cr 14979.719 & 6673.867 & 2 & 1--2 & Fe I & 14979.707 & \cjo n7F6 --- 5\cj d7D5 & [2,17,19] & 6.17 & 1.250 & & 0.070 & 0.052 & 0.010 & .698 &\cr 14982.819 & 6672.488 & 1--2 & 1 & Fe I & 14982.805 & \cj e7P4 --- 4{\it{f}} (7/2)[11/2]$^\circ_5$ & [19] & 6.26 & 0.310 & 0.640? & 1.106 & 0.829 & 0.664 & .805 &\cr 14988.781 & 6669.834 & 3 & 0--1 & Fe I & 14988.780 & \cjo n7F6 --- 5\cj d7F6 & [2,17,19] & 6.17 & 1.500 & & 0.000 & 0.000 & 0.000 & .782 &\cr 15017.716 & 6656.983 & 0--1 & 0--1 & Fe I & 15017.702 & \cjo n7P4 --- 5\cj d7F5 & [17,19] & 6.22 & 1.000 & & 0.300 & 0.225 & 0.094 & .704 &\cr 15025.015 & 6653.749 & 2--3 & 1--2 & Mg I & 15024.99 & 4\cj s3S1 --- 4\cjo p3P2 & [15] & 5.11 & 1.250 & & 0.150 & 0.112 & 0.038 & .99\p\ &\cr 15067.021 & 6635.199 & 1--2 & 1 & Fe I & 15066.961 & \cj e5D2 --- \cjo u3D3 & [12,19] $\natural$ & 5.62 & 1.167 & 1.109\p\ & 0.044 & 0.033 & 0.006 & .961 & -1.37\cr & & & & Ca I & 15067.041 & \cj{4s4d}1D2 --- \cj{3d4p}1P1 & [12] & 4.62 & 1.000 & & 0.000 & 0.000 & 0.000 & .041 & -2.18\cr 15077.296 & 6630.677 & 2 & 1 & Fe I & 15077.291 & \cj e5D3 --- \cjo u5P3 & [12,15,19] & 5.59 & 1.583 & 1.588? & 0.194 & 0.063 & 0.000 & .289 & -0.51\cr & & & & Fe I & 15077.291 & \cj a5P3 --- \cjo z7P3 & [2,12,19] & 2.18 & 1.792 & 1.787\p\ & 0.438 & 0.141 & 0.000 & .291 & -4.20 & \jmath\cr 15120.552 & 6611.708 & 3 & 1--2 & Fe I & 15120.509 & \cjo w5D3 --- \cj f5D3 & [2,12,19] & 5.45 & 1.500 & 1.548\p\ & 0.000 & 0.000 & 0.000 & .507 & -0.80 & \jmath\cr 15122.392 & 6610.904 & 1--2 & 1--2 & Fe I & 15122.382 & \cj e5D2 --- \cjo u5P2 & [2,12,19] & 5.62 & 1.667 & 1.668? & 0.378 & 0.117 & 0.000 & .380 & -0.38\cr 15173.596 & 6588.595 & 2 & 1--2 & Ni I & 15173.585 & \cj e1D2 --- \cjo {5p}3D1 & [1,4,12] & 5.49 & 1.250 & 1.295? & 0.150 & 0.112 & $-$0.038 & .583 & -0.69\cr 15176.720 & 6587.239 & 0--1 & 0--1 & Fe I & 15176.717 & \cj e5F3 --- \cjo {5p}3D2 & [8,12,19] & 5.92 & 1.333 & 1.305? & 0.011 & 0.008 & $-$0.001 & .715 & -1.26\cr 15183.023 & 6584.504 & 3 & 0--1 & Si I & 15182.92 \da & & [14] & & & & & & & .92\p\ &\cr & & & & Fe I & 15182.922 & \cj f7D1 --- 4{\it{f}} (3/2)[5/2]$^\circ_2$ & [19] & 6.33 & $-$0.101 & & 2.563 & 1.923 & 2.649 & .927 &\cr 15194.499 & 6579.531 & 1--2 & 1--2 & Fe I & 15194.492 & \cj a5P1 --- \cjo z7P2 & [12,19] & 2.22 & 2.250 & 2.250\p\ & 0.017 & 0.012 & 0.001 & .492 & -4.78\cr 15201.574 & 6576.469 & 1 & 0--1 & Fe I & 15201.563 & \cjo {3d^6 4s4p}5F2 --- \cj f7D3 & [8] & 5.49 & 2.500 & 2.383? & 0.900 & 0.675 & $-$0.506 & .796 &\cr 15207.545 & 6573.887 & 0 & 0 & Fe I & 15207.530 & \cj e7D3 --- \cjo n7D2 & [19] & 5.39 & 1.500 & 1.510? & 0.100 & 0.075 & 0.019 & .525 & 0.21\cr 15213.038 & 6571.513 & 2 & 1--2 & Fe I & 15213.026 & \cj e7P2 --- 4{\it{f}} (5/2)[5/2]$^\circ_3$ & [2,11,19] & 6.31 & 0.403 & & 1.490 & 1.117 & 1.078 & .024 &\cr 15219.637 & 6568.664 & 1 & 0--1 & Fe I & 15219.622 & \cj e5D3 --- \cjo t5D2 & [1,12,19] & 5.59 & 1.500 & 1.516? & 0.000 & 0.000 & 0.000 & .620 & -0.82 & \jmath\cr 15224.741 & 6566.462 & 1 & 1 & Fe I & 15224.731 & \cj e5F2 --- \cjo {5p}5D1 & [2,19] & 5.96 & 0.750 & 0.737? & 0.150 & 0.112 & 0.038 & .733 &\cr 15239.737 & 6560.000 & 3 \di & 1 & Fe I & 15239.714 & \cj g5D3 --- 5\cjo p5D2 & [2,17,19] & 6.42 & 1.500 & & 0.000 & 0.000 & 0.000 & .714 &\cr 15243.560 & 6558.355 & 1--2 & 1--2 & Si I & 15243.59 \da & \cjo{3d}3D3 --- \cj {6p}3P2 & [7,13] & 6.73 & 1.167 & & 0.044 & 0.033 & 0.006 & .59\p\ & -0.60 & \flat\cr 15244.988 & 6557.741 & 2 & 0--1 & Fe I & 15244.973 & \cj e5D3 --- \cjo u5F3 & [12,15,19] & 5.59 & 1.375 & 1.379? & 0.438 & 0.141 & 0.000 & .975 & -0.09\cr 15246.503 & 6557.089 & 2 & 1--2 & Fe I & 15246.495 & \cj c3F3 --- \cjo x5D3 & [1,2,12] & 4.14 & 1.292 & 1.285\p\ & 1.215 & 0.391 & 0.000 & & -3.67\cr & & & & Fe I & 15246.498 & \cj f5D1 --- 6\cjo p5P2 & [17,19] & 6.31 & 2.000 & & 0.067 & 0.050 & $-$0.011 & .498 &\cr 15301.562 & 6533.495 & 1--2 \di & 0--1 & Fe I & 15301.562 & \cj e5F3 --- 5\cjo p3F3 & [19] & 5.92 & 1.167 & 1.159? & 0.194 & 0.063 & 0.000 & .560 &\cr 15343.809 & 6515.506 & 3 & 1 & Fe I & 15343.802 & \cj e5D0 --- \cjo u5P1 & [2,12,19] & 5.65 & 2.500 & 2.633? & 0.000 & 0.000 & 0.000 & .790 & -0.69\cr 15348.951 & 6513.323 & 3 & 1--2 & Fe I & 15348.968 & \cjo v5P3 --- 6\cj s5D4 & [19] & 5.95 & 1.250 & 1.281? & 0.083 & 0.063 & 0.014 & .968 &\cr & & & & Mn I & 15348.888 & \cj i6D{3/2} --- \cjo y2D{5/2} & [12] & 7.01 & 0.700 & 0.770? & 0.467 & 0.350 & 0.194 & .888 & -1.21\cr 15361.163 & 6508.145 & 2 & 1 & Si I & 15361.16 & \cj {4p}3D1 --- \cjo {5s}3P2 & [7,8,13] & 5.95 & 2.000 & & 0.600 & 0.450 & $-$0.300 & .59\p\ & -1.99 & \flat\cr \noalign{\vskip .3cm} \noalign{\hrule} }}$$ $$\vbox{\vfill \hbox {{\bf Table III} (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) & \ \P\ \ \ \ & & & & & (\AA) & &\cr \noalign{\vskip .3cm} \noalign{\hrule} \noalign{\vskip .3cm} 15376.850 & 6501.506 & 2--3 \di\bu & 1 & Si I & 15376.831 & \cjo {3d}3D2 --- \cj {6p}3P1 & [7,13] & 6.72 & 1.000 & & 0.067 & 0.050 & 0.011 & .94\p\ & -0.29 & \flat\cr & & & & Fe I & 15376.926 & & [2] & & & & & & & &\cr 15381.976 & 6499.339 & 2 & 1 & Fe I & 15381.967 & \cj b3D2 --- \cjo z5G2 & [2,18] & 3.64 & 0.750 & 0.751? & 2.361 & 0.729 & 0.000 & .217 &\cr 15451.329 & 6470.167 & 2 & 1--2 & Fe I & 15451.308 & \cj g5D2 --- 5\cjo p5D1 & [17,19] & 6.45 & 1.500 & & 0.000 & 0.000 & 0.000 & .306 &\cr 15459.331 & 6466.818 & 1--2 & 1 & Fe I & 15459.311 & & [2] & & & & & & & &\cr 15469.801 & 6462.441 & 1 & 0--1 & S I & 15469.80 & 4\cj p3P1 --- 5\cjo s3S1 & [13,14] & 8.05 & 1.750 & & 0.250 & 0.063 & 0.000 & .816 & -0.22 & \flat\cr 15485.453 & 6455.909 & 1--2 & 1--2 & Fe I & 15485.461 & \cjo n7P3 --- 5\cj d7F3 & [17,19] & 6.28 & 1.708 & & 1.215 & 0.391 & 0.000 & .459 &\cr 15499.408 & 6450.097 & 1 & 1 & Fe I & 15499.392 & \cj e7F4 --- (3/2)[7/2]$_3^\circ$ & [11] & 6.35 & 2.150 & 2.442? & 0.562 & 0.422 & $-$0.244 & .386 &\cr 15522.640 & 6440.443 & 2 & 1 & Fe I & 15522.614 & \cj f5D0 --- 4{\it{f}} (5/2)[1/2]$^\circ_1$ & [19] & 6.32 & 1.085 & & 0.000 & 0.000 & 0.000 & .612 &\cr & & & & Co I & 15522.600 & \cjo {4s4p}4F{3/2} --- \cj g4P{5/2} & [12] & 6.21 & 2.500 & 2.373? & 1.512 & 1.134 & $-$1.134 & .600 & -2.76\cr 15524.326 & 6439.744 & 0--1 & 0--1 & Fe I & 15524.311 & \cjo u5D4 --- \cj f5P3 & [19] & 5.79 & 1.250 & 0.852? & 0.083 & 0.063 & 0.014 & .313 &\cr 15527.235 & 6438.537 & 1--2 & 1 & Fe I & 15527.211 & \cj f7D2 --- 6\cjo p5P2 & [17,19] & 6.32 & 1.917 & & 0.094 & 0.029 & 0.000 & .211 &\cr 15531.769 & 6436.658 & 1--2 & 1--2 & Fe I & 15531.758 & \cj e5D1 --- \cjo u5F1 & [1,12,19] & 5.64 & 0.750 & 0.759? & 2.250 & 0.563 & 0.000 & .751 & -0.35\cr & & & & Fe I & 15531.756 & \cj e7F6 --- (9/2)[15/2]$_7^\circ$ & [2,11] & 6.24 & 0.668 & 0.698? & 0.415 & 0.312 & 0.151 & .812 &\cr 15534.257 & 6435.627 & 1 & 1 & Fe I & 15534.247 & \cj e5D1 --- \cjo u5P2 & [10,12,19] & 5.64 & 2.000 & 1.991? & 0.067 & 0.050 & $-$0.011 & .245 & -0.42\cr 15540.591 & 6433.004 & 1 & 1 & Ni I & 15540.596 & & [4] & & & & & & & & \cr 15542.089 & 6432.384 & 1 \di & 0--1 & Fe I & 15542.083 & \cj e5D1 --- \cjo t5D0 & [1,12,19] & 5.64 & 1.500 & 1.518? & 0.000 & 0.000 & 0.000 & .081 & -0.46\cr & & & & Si I & 15542.016 & \cj{3p4d}1D2 --- \cj{3p6f}{ }{(7/2)}3 & [?] & 6.73 & & & & & & & \cr 15543.779 & 6431.685 & 1 & 1 & Ti I & 15543.68 & \cj a3G4 --- \cjo z3G4 & [1,12] & 1.88 & 1.050 & 1.06\p\p\ & 0.000 & 0.000 & 0.000 & .720 & -1.22\cr 15557.786 & 6425.894 & 0 & 0 & Si I & 15557.81 & \cj {4p}3D2 --- \cjo {5s}3P2 & [7,8] & 5.96 & 1.333 & & 0.378 & 0.117 & 0.000 & .78\p\ &\cr 15565.251 & 6422.812 & 1 & 1 & Fe I & 15565.231 & \cj f7D2 --- 4{\it{f}} (5/2)[1/2]$^\circ_1$ & [19] & 6.32 & 2.458 & 2.224? & 0.502 & 0.377 & $-$0.230 & .224 &\cr & & & & Fe II & 15565.232 & \cjo{4p}4S{3/2}{\thinspace}--- 104761.10{\thinspace}cm$^{-1}$ & [12] & 12.19 & & & & & & .23\p\ & -2.92\cr 15566.749 & 6422.194 & 0--1 & 0--1 & Fe I & 15566.729 & \cj e5G3 --- 4{\it{f}} (3/2)[7/2]$_4^\circ$ & [11,19] & 6.35 & 1.832 & 1.266? & 0.403 & 0.302 & $-$0.147 & .727 &\cr 15579.098 & 6417.103 & 1--2 & 1--2 & Fe I & 15579.086 & \cj f7D2 --- 6\cjo p5D2 & [2,19] & 6.32 & 1.750 & & 0.850 & 0.262 & 0.000 & .081 &\cr 15588.264 & 6413.330 & 0--1 & 0--1 & Fe I & 15588.259 & \cjo {3d^6 4s4p}5F2 --- \cj f5D2 & [8] & 5.49 & 1.250 & 1.366\p\ & 0.850 & 0.263 & 0.000 & .627 &\cr & & & & Fe I & 15588.264 & \cj g5D4 --- 5\cjo p5D4 & [17,19] & 6.37 & 1.500 & & 0.000 & 0.000 & 0.000 & .264 &\cr 15591.520 & 6411.991 & 1 & 1 & Fe I & 15591.497 & \cj e7F6 --- 4{\it{f}} (9/2)[13/2]$_7^\circ$ & [11,19] & 6.24 & 1.104 & 1.134? & 0.094 & 0.071 & 0.016 & .495 &\cr & & & & & & \cj e7F2 --- 4{\it{f}} (1/2)[5/2]$_3^\circ$ & [19] & 6.36 & 0.688 & & 0.264 & 0.198 & 0.080 & .502 &\cr 15593.743 & 6411.077 & 1 & 1 & Fe I & 15593.752 & \cjo x5F4 --- \cj e5F5 & [1,12,19] & 5.03 & 1.500 & 1.607\p\ & 0.012 & 0.009 & $-$0.001 & .752 & -2.09\cr 15598.889 & 6408.962 & 1 & 1 & Fe I & 15598.876 & \cj e7F6 --- 4{\it{f}} (9/2)[11/2]$_5^\circ$ & [11,19] & 6.24 & 1.665 & 1.630? & 0.030 & 0.023 & $-$0.003 & .874 &\cr & & & & Ti I & 15599.035 & \cj e3F4 --- \cjo o3D3 & [1,12] & 4.69 & 1.125 & 1.175? & 0.368 & 0.276 & 0.129 & .035 & 0.37 & \flat\cr 15604.240 & 6406.764 & 0--1 & 0--1 & Fe I & 15604.225 & \cj e7F6 --- 4{\it{f}} (9/2)[11/2]$_6^\circ$ & [11,19] & 6.24 & 1.467 & 1.462? & 0.112 & 0.037 & 0.000 & .225 &\cr 15605.685 & 6406.171 & 1--2 & 1--2 & Ni I & 15605.657 & & [4] & & & & & & & &\cr 15611.151 & 6403.928 & 0 & 0 & Fe I & 15611.138 & \cj a1P1 --- \cjo z3P2 & [1,12,19] \st\st & 3.42 & 1.750 & 1.831\p\ & 0.150 & 0.113 & $-$0.038 & .148 & -3.89\cr % (dat geff<0) !!!!!! \noalign{\vskip .3cm} \noalign{\hrule} }}$$ $$\vbox{\vfill \hbox {{\bf Table III} (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) & \ \P\ \ \ \ & & & & & (\AA) & &\cr \noalign{\vskip .3cm} \noalign{\hrule} \noalign{\vskip .3cm} 15621.679 & 6399.612 & 1 & 0--1 & Fe I & 15621.659 & \cj e5D4 --- \cjo t5D4 & [1,12,19] & 5.54 & 1.500 & 1.494\p\ & 0.000 & 0.000 & 0.000 & .654 & -0.36\cr 15648.518 & 6388.636 & 0--1 & 0--1 & Fe I & 15648.515 & \cj e7D1 --- \cjo n7D1 & [19] & 5.43 & 3.000 & 3.001? & 0.000 & 0.000 & 0.000 & .510 & -0.67\cr 15652.889 & 6386.852 & 0 & 0 & Fe I & 15652.874 & \cj f7D5 --- 4{\it{f}} (9/2)[7/2]$_4^\circ$ & [11,19] & 6.25 & 1.802 & 1.532? & 0.049 & 0.037 & $-$0.006 & .876 &\cr 15662.031 & 6383.124 & 1 & 0--1 & Fe I & 15662.018 & \cj e5F5 --- \cjo {5p}5F4 & [19] & 5.83 & 1.500 & 1.563? & 0.012 & 0.009 & $-$0.001 & .018 &\cr & & & & Fe II & 15662.013 & \cjo {4s4p}2G{7/2}{\thinspace}--- \cj {3d^6 4d}2H{9/2} & [12] & 12.35 & 0.944 & & 0.002 & 0.001 & 0.000 & .033 & -2.23\cr 15671.023 & 6379.461 & 1--2 \di & 1--2 & Fe I & 15670.999 & \cj f7D1 --- 4{\it{f}} (5/2)[3/2]$^\circ_2$ & [2,11,19] & 6.33 & 0.544 & & 1.608 & 1.206 & 1.316 & 1.006 &\cr 15723.609 & 6358.126 & 1--2 & 0 & Fe I & 15723.593 & \cj e5D2 --- \cjo u5P3 & [1,12,19] & 5.62 & 1.833 & 1.830? & 0.044 & 0.033 & $-$0.006 & .588 & -0.14\cr 15729.777 & 6355.633 & 2--3 & 1--2 & Fe I & 15729.763 & \cj e5F4 --- \cjo {sp3}5F3 & [19] & 5.87 & 1.500 & 0.827? & 0.030 & 0.023 & $-$0.003 & .768 & & \cr 15731.428 & 6354.965 & 2--3 & 1 & Fe I & 15731.414 & \cj e3D1 --- 5\cjo p3D1 & [2,17,19] & 6.45 & 0.500 & & 0.000 & 0.000 & 0.000 & .414 &\cr 15733.515 & 6354.123 & 2--3 & 1 & Fe I & 15733.511 & \cj f5D4 --- 4{\it{f}} (9/2)[5/2]$^\circ_3$ & [2,11,19] & 6.25 & 1.242 & 1.277? & 0.089 & 0.067 & 0.015 & .513 &\cr 15749.006 & 6347.873 & 2 & 0--1 & Mg I & 15748.988 & \cjo{4p}3P1 --- \cj{4d}3D2 & [13,15] & 5.93 & 1.000 & & 0.067 & 0.050 & 0.011 & .988 & -0.06 & \flat\cr & & & & Ti I & 15748.963 & \cjo p3D3 --- \cj e3D2 & [12] & 5.25 & 1.500 & & 0.044 & 0.033 & $-$0.006 & .963 & -1.42\cr 15774.084 & 6337.781 & 3 & 1 & Fe I & 15774.070 & \cj f7D4 --- 4{\it{f}} (7/2)[9/2]$_5^\circ$ & [19] & 6.30 & 0.936 & 1.088? & 0.272 & 0.204 & 0.081 & .072 & \cr 15789.018 & 6331.786 & 1 & 0--1 & Fe I & 15789.000 & \cj f5D4 --- 4{\it{f}} (9/2)[9/2]$_4^\circ$ & [11,19] & 6.25 & 1.461 & 1.468? & 0.072 & 0.023 & 0.000 & 8.998 &\cr 15821.721 & 6318.698 & 1--2 & 1--2 & Fe I & 15821.712 & \cj e5D1 --- \cjo t5D1 & [9,12,19] & 5.64 & 1.500 & 1.509? & 0.000 & 0.000 & 0.000 & .712 & -0.86\cr & & & & Cr I & 15821.736 & & [2] & & & & & & & & \cr 15822.834 & 6318.254 & 1--2 & 1--2 & Fe I & 15822.821 & \cj e5D1 --- \cjo u5F2 & [1,12,19] & 5.64 & 0.750 & 0.741? & 0.150 & 0.113 & 0.038 & .818 & 0.07\cr 15837.660 & 6312.339 & 1--2 & 1--2 & Fe I & 15837.643 & \cj e7F5 --- 4{\it{f}} (7/2)[9/2]$_5^\circ$ & [19] & 6.30 & 1.456 & 1.458? & 0.138 & 0.045 & 0.000 & .648 &\cr & & & & Si I & 15837.659 \da & \cj{3p4d}3F3 --- \cj{3p7f}{ }{(7/2)}4 & [13] & 7.12 & & & & & & .659 & -1.46 & \flat\cr % 9m\AA !!!! 15840.211 & 6311.323 & 0--1 & 0--1 & Fe I & 15840.195 & \cj e7F2 --- 4{\it{f}} (3/2)[7/2]$_3^\circ$ & [11,19] & 6.36 & 0.634 & & 0.300 & 0.225 & 0.097 & .195 &\cr 15858.730 & 6303.953 & 2--3 \di & 0--1 & Fe I & 15858.661 & \cj e5D3 --- \cjo v3F3 & [2,19] & 5.59 & 1.292 & 1.302\p\ & 1.215 & 0.391 & 0.000 & .658 &\cr 15860.233 & 6303.355 & 0 & 0 & Cr I & 15860.214 & \cj e5S2 --- \cjo w5P2 & [1] & 4.70 & 1.917 & 1.90?\p\ & 0.094 & 0.029 & 0.000 & &\cr 15863.738 & 6301.963 & 2 & 1--2 & Fe I & 15863.714 & \cj e7P4 --- 4{\it{f}} (9/2)[5/2]$^\circ_3$ & [2,11,19] & 6.26 & 1.867 & 1.455? & 0.018 & 0.014 & $-$0.001 & .711 &\cr 15868.544 & 6300.054 & 2 & 1 & Fe I & 15868.526 & \cj e5D3 --- \cjo t5D3 & [2,12,19] & 5.59 & 1.500 & 1.504? & 0.000 & 0.000 & 0.000 & .526 & 0.05\cr 15871.459 & 6298.897 & 0--1 & 0--1 & Fe I & 15871.452 & & [2] & & & & & & & & \cr 15873.852 & 6297.947 & 0--1 & 0--1 & ? & & & & & & & & & & & \cr 15901.526 & 6286.987 & 0--1 & 0--1 & Fe I & 15901.520 & \cj e5F3 --- \cjo {5p}5F2 & [19] & 5.92 & 1.500 & 1.472? & 0.100 & 0.075 & $-$0.019 & .523 & -0.53\cr 15904.397 & 6285.852 & 1 & 1 & Fe I \al & 15904.397 & \cjo v5P2 --- \cj f3D1 & [12] & 5.97 & 2.500 & 2.360? & 1.067 & 0.800 & $-$0.711 & .397 & -3.32\cr 15906.060 & 6285.195 & 1 & 1 & Fe I & 15906.044 & \cj e5D2 --- \cjo u5F3 & [1,12,19] & 5.62 & 1.000 & 0.997? & 0.100 & 0.075 & 0.019 & .044 & 0.18\cr & & & & Mg I & 15905.90 & \cjo{5p}3P1 --- \cj{10d}3D2 & [7,13] & 6.73 & 1.000 & & 0.067 & 0.050 & 0.011 & .91\p\ & -1.71 & \flat\cr % 9--17 m\AA !!! & & & & & & \cjo{5p}3P1 --- \cj{10d}3D1 & [7,13] & 6.73 & 1.000 & & 1.000 & 0.250 & 0.000 & .91\p\ & -2.01 & \flat\cr % 9--17 m\AA !!! 15911.318 & 6283.118 & 1 & 1 & Fe I & 15911.304 & \cj e5F4 --- \cjo {5p}5F3 & [19] & 5.87 & 1.500 & 1.51\p\p\ & 0.030 & 0.023 & $-$0.003 & .307 & -1.80\cr 15912.581 & 6282.619 & 2--3 \di & 1 & Mg I & 15912.60 & \cjo{5p}3P2 --- \cj{10d}3D1 & [7,13] & 6.73 & 2.000 & & 0.600 & 0.450 & $-$0.300 & .59\p\ & -3.19 & \flat\cr % 27 m\AA !!! & & & & & & \cjo{5p}3P2 --- \cj{10d}3D2 & [7,13] & 6.73 & 1.333 & & 0.378 & 0.117 & 0.000 & .59\p\ & -2.18 & \flat\cr \noalign{\vskip .3cm} \noalign{\hrule} }}$$ $$\vbox{\vfill \hbox {{\bf Table III} (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) & \ \P\ \ \ \ \ & & & & & (\AA) & &\cr \noalign{\vskip .3cm} \noalign{\hrule} \noalign{\vskip .3cm} & & & & & & \cjo{5p}3P2 --- \cj{10d}3D3 & [7,13] & 6.73 & 1.167 \hglue 1.75mm & & 0.044 & 0.033 & 0.006 & .59\p\ & -1.26 & \flat\cr & & & & Fe I & 15912.594 & \cj e7G3 --- 4{\it{f}} (1/2)[7/2]$_4^\circ$ & [11,19] & 6.38 & 1.835 \hglue 1.75mm & 1.719? & 0.214 & 0.161 & $-$0.057 & .597 &\cr 15928.176 & 6276.468 & 0--1 & 0--1 & Fe I & 15928.168 & \cj e3F4 --- \cjo t3G4 & [8,12,19] & 5.95 & 1.150 \hglue 1.75mm & 1.236\p\ & 0.472 & 0.154 & 0.000 & .163 & -0.97\cr 15929.493 & 6275.949 & 2 & 1--2 & Fe I & 15929.477 & \cj f5D1 --- 4{\it{f}} (7/2)[1/2]$^\circ_0$ & [2,19] & 6.31 & 1.500 \hglue 1.75mm & 1.662? & 0.000 & 0.000 & 0.000 & .474 &\cr 15934.035 & 6274.160 & 0--1 & 0--1 & Fe I & 15934.022 & \cj f5D1 --- 4{\it{f}} (7/2)[3/2]$_2^\circ$ & [11,19] & 6.31 & 1.257 \deg & 1.176? & 0.016 & 0.012 & 0.001 & .022 &\cr 15941.854 & 6271.083 & 1--2 & 1--2 & Fe I & 15941.848 & \cj e3D3 --- \cjo {sp}3D3 & [17] & 6.36 & 1.333 \hglue1.75mm & & 0.000 & 0.000 & 0.000 & & \cr 15943.867 & 6270.291 & 1 & 1 & Fe I & 15943.851 & \cj g5D4 --- 4{\it{f}} (3/2)[9/2]$_5^\circ$ & [2,19] & 6.37 & 1.056 \hglue 1.75mm & 1.082? & 0.105 & 0.079 & 0.019 & .848 & \cr & & & & Fe I & 15943.851 & \cj g5F4 --- 5{\it{f}} (7/2)[11/2]$_5^\circ$ & [19] & 6.62 & & & & & & .869 & \cr 15945.286 & 6269.733 & 1 & 1 & Fe I & 15945.259 & & [2] & & & & & & & &\cr 15960.080 & 6263.921 & 1 & 1 & Si I & 15960.04 & \cj {4p}3D3 --- \cjo {5s}3P2 & [7,8,13] & 5.98 & 1.167 \hglue 1.75mm & & 0.044 & 0.033 & 0.006 & .06\p\ & 0.13 & \flat\cr 15964.878 & 6262.039 & 1 & 0--1 & Fe I & 15964.869 & \cj e5F3 --- \cjo {5p}3G4 & [9,12,19] & 5.92 & 0.750 \deg & 0.771? & 0.120 & 0.090 & 0.024 & .866 & -0.21\cr 15971.254 & 6259.539 & 2 \di & 1 & Fe I & 15971.253 & \cj e3D2 --- 5\cjo p3P2 & [2,17,19] & 6.42 & 1.333 \hglue 1.75mm & & 0.378 & 0.117 & 0.000 & .250 & \cr 15972.979 & 6258.863 & 2 & 1 & ? & & & & & & & & & & & \cr 15980.756 & 6255.817 & 2 & 1--2 & Fe I & 15980.728 & \cj e5G6 --- 4{\it{f}} (9/2)[15/2]$_7^\circ$ & [11,15,19] & 6.26 & 1.169 \hglue 1.75mm & 1.115\p\ & 0.016 & 0.012 & 0.001 & .728 & \cr 15997.736 & 6249.177 & 2 & 1--2 & Fe I & 15997.725 & \cjo w5F2 --- \cj f3D3 & [2,18] & 5.49 & 1.667 \hglue 1.75mm & 1.383? & 0.178 & 0.133 & $-$0.044 & &\cr & & & & Fe I & 15997.728 & \cj e5F3 --- \cjo t5P3 & [19] & 5.92 & 1.458 \hglue 1.75mm & 1.452? & 1.215 & 0.391 & 0.000 & .725 & \cr 16009.634 & 6244.533 & 2 & 1--2 & Fe I & 16009.615 & \cj e7D1 --- \cjo n7D2 & [19] & 5.43 & 1.500 \hglue 1.75mm & 1.499? & 0.600 & 0.450 & 0.300 & .610 & -0.55\cr 16021.696 & 6239.832 & 3 & 1 & C I & 16021.62 & & [14] & & & & & & & & \cr & & & & Fe I & 16021.710 & \cjo x3D3 --- \cj e7G3 & [19] & 5.61 & 1.250 \hglue 1.75mm & 1.298\p\ & 0.194 & 0.063 & 0.000 & .684 & \cr 16029.425 & 6236.823 & 2 & 1--2 & Fe I & 16029.422 & \cj e7F4 --- 4{\it{f}} (5/2)[11/2]$^\circ_5$ & [2,11,19] & 6.35 & 0.729 \hglue 1.75mm & 0.495? & 0.317 & 0.238 & 0.102 & .427 &\cr 16037.834 & 6233.553 & 2--3 & 1 & Fe I & 16037.826 & \cj e5G6 --- 4{\it{f}} (9/2)[13/2]$^\circ_6$ & [19] & 6.26 & 1.319 \hglue 1.75mm & 1.328? & 0.020 & 0.007 & 0.000 & .823 &\cr & & & & Fe I & 16037.816 & \cj b3F4 --- \cjo z5F5 & [15] & 2.56 & 1.700 \hglue 1.75mm & 1.727\p\ & 0.108 & 0.081 & $-$0.020 & 8.125 &\cr & & & & Ca I & 16037.844 & \cjo {4s6p}3P2 --- \cj {4s15d}1D2 & [12] & 5.27 & 1.250 \hglue 1.75mm & & 0.850 & 0.262 & 0.000 & .844 & -5.28\cr 16051.757 & 6228.146 & 1 & 1 & Fe I & 16051.741 & \cj e5G6 --- 4{\it{f}} (9/2)[11/2]$_5^\circ$ & [11,19] & 6.26 & 1.082 \hglue 1.75mm & 1.143? & 0.071 & 0.053 & 0.011 & .738 &\cr 16060.042 & 6224.933 & 3 & 1 & Si I & 16060.024 & \cj {4p}3D1 --- \cj {5s}3P0 & [13,15] & 5.95 & 0.500 \hglue 1.75mm & & 0.000 & 0.000 & 0.000 & .008 & -0.44 & \flat\cr 16070.216 & 6220.992 & 1--2 & 1--2 & Fe I & 16070.185 & \cj e5F2 --- \cjo {5p}5G2 & [19] & 5.96 & 0.667 \hglue 1.75mm & 0.662? & 1.511 & 0.467 & 0.000 & .182 & \cr 16073.866 & 6219.579 & 3 & 1 & Fe I & 16073.869 & \cj e7F1 --- 4{\it{f}} (5/2)[3/2]$^\circ_2$ & [2,11,19] & 6.35 & 1.294 \hglue 1.75mm & 0.799? & 0.011 & 0.008 & 0.001 & .872 &\cr 16075.930 & 6218.781 & 2 \di & 0--1 & Fe I & 16075.922 & \cj e5G3 --- 4{\it{f}} (5/2)[7/2]$_4^\circ$ & [19] & 6.35 & 2.040 \hglue 1.75mm & 1.474? & 0.606 & 0.454 & $-$0.272 & .919 &\cr 16088.754 & 6213.824 & 2--3 \di & 1 & Fe I & 16088.736 & \cj e5G3 --- 4{\it{f}} (5/2)[5/2]$_3^\circ$ & [2,11,19] & 6.35 & 1.142 \hglue 1.75mm & 1.331? & 1.426 & 0.458 & 0.000 & .736 &\cr 16094.818 & 6211.483 & 2 & 1--2 & Si I & 16094.800 & \cj {4p}3D2 --- \cj {5s}3P1 & [13,15] & 5.96 & 1.000 \hglue 1.75mm & & 0.067 & 0.050 & 0.011 & .787 & -0.11 & \flat\cr 16102.413 & 6208.553 & 2 \di & 0--1 & Fe I & 16102.408 & \cj e5F4 --- \cjo {5p}5G5 & [12,19] & 5.87 & 1.100 \hglue 1.75mm & 1.138? & 0.033 & 0.025 & 0.003 & .411 & 0.16\cr & & & & Fe I & 16102.408 & \cj e5G3 --- 4{\it{f}} (5/2)[3/2]$^\circ_2$ & [2,11,19] & 6.35 & 0.470 \hglue 1.75mm & 1.225? & 0.318 & 0.239 & 0.106 & .395 &\cr 16126.088 & 6199.438 & 3 & 1 & ? & & & & & & & & & & & \cr 16150.763 & 6189.967 & 1--2 & 0--1 & Ca I & 16150.763 & \cjo {5p}3P1 --- \cj {5d}3D2 & [7,12] & 4.53 & 1.000 \hglue 1.75mm & & 0.067 & 0.050 & 0.011 & .763 & 0.36\cr \noalign{\vskip .3cm} \noalign{\hrule} }}$$ $$\vbox{\vfill \hbox {{\bf Table III} (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) & \ \P\ \ \ \ & & & & & (\AA) & &\cr \noalign{\vskip .3cm} \noalign{\hrule} \noalign{\vskip .3cm} 16155.268 & 6188.241 & 2--3 & 1 & Ca I & 16155.236 & \cjo {5p}3P1 --- \cj {5d}3D1 & [12] & 4.53 & 1.000 & & 1.000 & 0.250 & 0.000 & .236 & -0.12\cr 16171.919 & 6181.869 & 3 \di & 0 & Fe I & 16171.932 & \cj e7G3 --- 4{\it{f}} (3/2)[7/2]$^\circ_3$ & [2,11,19] & 6.38 & 1.117 & 1.155? & 0.070 & 0.023 & 0.000 & .935 &\cr 16174.996 & 6180.693 & 2 & 1--2 & Fe I & 16174.978 & \cj e7G3 --- 4{\it{f}} (3/2)[7/2]$^\circ_4$ & [2,11,19] & 6.38 & 1.458 & 1.342? & 0.040 & 0.030 & $-$0.005 & .978 &\cr & & & & & & \cj f5F4 --- (3/2)[7/2]$^\circ_3$ & [11] & 6.38 & 1.775 & 1.787? & 0.240 & 0.180 & $-$0.068 & 5.00\p\ &\cr 16178.016 & 6179.539 & 2--3 & 1--2 & Fe I & 16177.998 & \cj f5F4 --- 4{\it{f}} (3/2)[7/2]$^\circ_4$ & [2,11,19] & 6.38 & 1.317 & 1.319? & 0.053 & 0.017 & 0.000 & .995 &\cr 16180.929 & 6178.427 & 2 & 1--2 & Fe I & 16180.910 & \cj e7P3 --- 4{\it{f}} (9/2)[3/2]$^\circ_2$ & [2,11,19] & 6.28 & 1.782 & 1.323? & 0.029 & 0.022 & 0.003 & .905 &\cr 16195.078 & 6173.029 & 1 & 1 & Fe I & 16195.062 & \cj e7S3 --- 4{\it{f}} (1/2)[7/2]$_4^\circ$ & [11,19] & 6.39 & 0.585 & 0.70?\p\ & 0.961 & 0.721 & 0.544 & .065 &\cr 16197.040 & 6172.281 & 2 & 1--2 & Ca I & 16197.075 & \cjo {5p}3P2 --- \cj {5d}3D3 & [12] & 4.53 & 1.167 & & 0.044 & 0.033 & 0.006 & .075 & 0.64\cr 16198.510 & 6171.721 & 1--2 & 1--2 & Fe I & 16198.505 & \cj e7D2 --- \cjo n7D3 & [19] & 5.41 & 1.500 & 1.491? & 0.100 & 0.075 & 0.019 & .502 & -0.52\cr 16207.768 & 6168.196 & 1--2 \di & 0--1 & Fe I & 16207.746 & \cj e5G4 --- 4{\it{f}} (7/2)[11/2]$_5^\circ$ & [19] & 6.32 & 1.510 & 1.334? & 0.069 & 0.052 & $-$0.010 & .746 &\cr 16215.708 & 6165.175 & 0--1 & 0--1 & Si I & 16215.68 & \cj {4p}3D1 --- \cjo {3d}3D1 & [7,8] & 5.95 & 0.500 & & 0.000 & 0.000 & 0.000 & .67\p\ &\cr 16225.640 & 6161.402 & 0 & 0 & Fe I & 16225.619 & \cj a5P3 --- \cjo z7P4 & [10] & 2.18 & 1.875 & 1.869\p\ & 0.021 & 0.016 & $-$0.002 & .956 &\cr & & & & Fe I & 16225.623 & \cj e7G3 --- 4{\it{f}} (3/2)[9/2]$_4^\circ$ & [19] & 6.38 & 1.295 & 1.179? & 0.008 & 0.006 & 0.000 & .620 &\cr 16227.130 & 6160.836 & 1 & 1 & Fe I & 16227.087 & \cjo z3H5 --- \cj f5G6 & [2] & 5.83 & 2.083 & 1.981\p\ & 0.630 & 0.473 & $-$0.284 & .215 &\cr 16231.673 & 6159.112 & 0 & 0 & Fe I & 16231.653 & \cj f5F4 --- 4{\it{f}} (3/2)[9/2]$_5^\circ$ & [11,19] & 6.38 & 1.356 & 1.346? & 0.000 & 0.000 & 0.000 & .650 &\cr 16235.980 & 6157.478 & 0--1 & 0 & Fe I & 16235.969 & \cj e5F3 --- \cjo {sp3}5D2 & [19] & 5.92 & 1.000 & 0.972? & 0.100 & 0.075 & 0.019 & .969 &\cr 16241.866 & 6155.246 & 1--2 & 1--2 & Si I & 16241.84 & \cj{4p}3D2 --- \cjo{3d}3D3 & [7,13] & 5.96 & 1.500 & & 0.044 & 0.033 & $-$0.006 & .83\p\ & -1.20 & \flat\cr 16277.496 & 6141.773 & 2 & 0--1 & Fe I & 16277.485 & \cj f7D2 --- 6\cjo p7F2 & [2,17,19] & 6.32 & 1.750 & 1.672? & 0.850 & 0.262 & 0.000 & .485 &\cr 16284.793 & 6139.021 & 1 \bu & 0--1 & Fe I & 16284.772 & \cj f5F3 --- 4{\it{f}} (1/2)[7/2]$_4^\circ$ & [11,19] & 6.40 & 1.710 & & 0.102 & 0.076 & $-$0.019 & .775 &\cr & & & & Ti I & 16284.799 & \cj d3P1 --- \cjo v3P2 & [12] & 4.26 & 1.500 & & 0.000 & 0.000 & 0.000 & .799 & -1.94\cr 16292.851 & 6135.985 & 1--2 \di & 1 & Fe I & 16292.848 & \cj e5F3 --- \cjo {sp3}5D3 & [19] & 5.92 & 1.375 & 1.356\p\ & 0.438 & 0.141 & 0.000 & .845 & -0.83\cr 16310.508 & 6129.342 & 1--2 \di & 0 & Ni I & 16310.497 & \cj e3D3 --- \cjo w3P2 & [1,4,12] & 5.28 & 1.167 & 1.18?\p\ & 0.044 & 0.033 & 0.006 & .504 & 0.07\cr 16316.347 & 6127.149 & 1--2 \di & 0--1 & Fe I & 16316.325 & \cj e7G7 --- 4{\it{f}} (9/2)[15/2]$_8^\circ$ & [11,19] & 6.28 & 1.192 & & 0.035 & 0.026 & 0.004 & .325 &\cr 16318.715 & 6126.260 & 1 & 1 & Fe I & 16318.701 & \cj e5F3 --- \cjo {sp3}5F4 & [19] & 5.92 & 1.500 & 1.521? & 0.030 & 0.023 & $-$0.003 & .696 &\cr 16324.463 & 6124.103 & 3 \di & 0 & Fe I & 16324.459 & \cj e7D3 --- \cjo n7D4 & [19] & 5.39 & 1.500 & 1.492? & 0.030 & 0.023 & 0.003 & .454 & -0.62\cr & & & & Fe I & 16324.459 & \cjo t5D2 --- \cj {6s}5F1 & [19] & 6.40 & 2.250 & & 1.350 & 1.012 & $-$1.013 & .480 &\cr 16331.528 & 6121.453 & 2 & 0--1 & Fe I & 16331.529 & \cj e5F1 --- \cjo {5p}3D2 & [2,12,19] & 5.98 & 1.750 & 1.746? & 0.817 & 0.613 & $-$0.476 & .526 & -1.33\cr 16356.412 & 6112.140 & 2--3 & 1--2 & Ni I & 16356.402 & \cjo w3F3 --- \cj e3G3 & [4,18] & 5.53 & 0.917 & & 0.778 & 0.250 & 0.000 & &\cr 16363.114 & 6109.637 & 2 & 1--2 & Ni I & 16363.080 & \cj e3D3 --- \cjo {5p}3F4 & [15] & 5.28 & 1.125 & 1.115? & 0.021 & 0.016 & 0.002 & .189 &\cr 16377.417 & 6104.302 & 2 & 1--2 & Fe I & 16377.393 & \cj f7D1 --- 4{\it{f}} (7/2)[5/2]$^\circ_2$ & [2,11,19] & 6.33 & 0.984 & & 1.084 & 0.813 & 0.728 & .404 &\cr & & & & & & \cj e7G4 --- 4{\it{f}} (5/2)[9/2]$^\circ_4$ & [19] & 6.37 & 1.258 & 1.277? & 0.083 & 0.027 & 0.000 & .393 &\cr 16384.158 & 6101.790 & 1 & 1 & Fe I & 16384.144 & \cj e7F2 --- 4{\it{f}} (5/2)[5/2]$_3^\circ$ & [11,19] & 6.36 & 1.236 & & 0.028 & 0.021 & 0.003 & .147 &\cr 16388.811 & 6100.058 & 3 & 0--1 & Na I & 16388.792 & \cjo {4p}2P{3/2} --- \cj {6s}2S{1/2} & [18] & 3.75 & 1.167 & & 0.111 & 0.083 & 0.028 & .858 &\cr & & & & Ni I & 16388.737 & & [4] & & & & & & & &\cr \noalign{\vskip .3cm} \noalign{\hrule} }}$$ $$\vbox{\vfill \hbox {{\bf Table III} (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) & \ \P\ \ \ \ & & & & & (\AA) & &\cr \noalign{\vskip .3cm} \noalign{\hrule} \noalign{\vskip .3cm} 16394.400 & 6097.978 & 0 & 0 & Fe I & 16394.391 & \cj e5F2 --- \cjo {5p}5G3 & [2,19] & 5.96 & 0.833 & 0.843? & 0.011 & 0.008 & 0.001 & .391 & \cr 16396.327 & 6097.261 & 3 & 0--1 & Fe I & 16396.311 & \cj e7G7 --- 4{\it{f}} (9/2)[11/2]$^\circ_6$ & [2,11,19] & 6.28 & 1.415 & & 0.000 & 0.000 & 0.000 & .311 &\cr 16398.199 & 6096.565 & 3 & 1 & Fe I & 16398.169 & \cj e5F3 --- 5\cjo p5G4 & [19] & 5.92 & 1.000 & 1.021? & 0.030 & 0.023 & 0.003 & .169 & \cr 16403.377 & 6094.644 * & 3 & 1--2 & Fe I & 16403.381 & & [2] & & & & & & & &\cr 16404.620 & 6094.179 & 0--1 & 0--1 & Fe I & 16404.600 & \cj e7G4 --- 4{\it{f}} (5/2)[11/2]$_5^\circ$ & [11,19] & 6.37 & 1.129 & 1.053? & 0.016 & 0.012 & 0.001 & .605 &\cr & & & & Ti I & 16404.563 & \cj e3G4 --- \cjo p3F4 & [12] & 5.13 & 1.150 & & 0.472 & 0.154 & 0.000 & .563 & -0.07\cr 16407.818 & 6092.991 & 2 & 0--1 & Fe I & 16407.791 & \cj f5D2 --- 4{\it{f}} (9/2)[3/2]$^\circ_1$ & [2,11,19] & 6.29 & 1.119 & 1.290? & 0.347 & 0.261 & 0.132 & .791 &\cr & & & & Ti I & 16407.797 & \cjo x3G5 --- \cj b3G4 & [12] & 3.72 & 1.500 & 1.470? & 0.108 & 0.081 & $-$0.020 & .797 & -3.26\cr 16434.979 & 6082.922 & 3 & 0--1 & Si I & 16434.93 & 4\cj p3D2 --- 3\cjo d3D1 & [13,14] & 5.96 & 1.500 & & 0.267 & 0.200 & $-$0.089 & .926 & -1.47 & \flat\cr 16436.632 & 6082.310 & 0--1 & 0--1 & Fe I & 16436.626 & \cj e5F3 --- \cjo {5p}3D3 & [9,12,19] & 5.92 & 1.292 & 1.285? & 0.049 & 0.016 & 0.000 & .626 & -0.02\cr 16440.421 & 6080.908 & 1 & 0--1 & Fe I & 16440.402 & \cj f5D2 --- 4{\it{f}} (9/2)[5/2]$_2^\circ$ & [11,19] & 6.29 & 1.611 & 1.668? & 0.168 & 0.052 & 0.000 & .399 &\cr 16444.840 & 6079.274 & 1 & 0--1 & Fe I & 16444.818 & \cj e5F5 --- \cjo {5p}5F5 & [9,12,19] & 5.83 & 1.400 & 1.410? & 0.000 & 0.000 & 0.000 & .818 & 0.52\cr 16466.944 & 6071.114 & 2--3 & 0 & Fe I & 16466.927 & \cj e7S3 --- 4{\it{f}} (3/2)[7/2]$^\circ_4$ & [2,11,19] & 6.39 & 0.208 & 0.33?\p\ & 1.542 & 1.157 & 1.106 & .927 &\cr 16468.519 & 6070.533 & 1--2 & 1--2 & Fe II & 16468.527 & \cjo z6D{5/2} --- \cj c2F{5/2} & [12] \st & 4.82 & 1.257 & 1.255? & 3.232 & 1.024 & 0.000 & .359 & -0.71\cr 16474.094 & 6068.479 & 1 & 0--1 & Fe I & 16474.085 & \cj e3F3 --- \cjo t3G3 & [8,12,19] & 6.02 & 0.917 & 1.014\p\ & 0.778 & 0.250 & 0.000 & .082 & -0.96 & \jmath\cr 16486.686 & 6063.844 & 1 & 0--1 & Fe I & 16486.669 & \cj e5F5 --- \cjo {5p}5G6 & [9,12,19] & 5.83 & 1.167 & 1.114? & 0.031 & 0.023 & 0.003 & .672 & 0.72\cr 16506.303 & 6056.637 & 3 & 0--1 & Fe I & 16506.298 & \cj e3F4 --- \cjo {5p}3G4 & [2,12,19] & 5.95 & 1.150 & 1.169? & 0.472 & 0.154 & 0.000 & .298 & -0.51\cr 16517.251 & 6052.623 & 0--1 & 0 & Fe I & 16517.228 & \cj e5G5 --- 4{\it{f}} (9/2)[13/2]$_6^\circ$ & [11,19] & 6.29 & 1.401 & 1.167? & 0.010 & 0.008 & $-$0.001 & .225 &\cr & & & & Fe II & 16517.225 & \cj d2F{7/2} --- \cjo z4G{7/2} & [2] & 6.81 & 1.063 & 1.056? & 0.233 & 0.076 & 0.000 & .425 &\cr 16524.494 & 6049.970 & 2 & 1--2 & Fe I & 16524.471 & \cj f5F5 --- 4{\it{f}} (7/2)[13/2]$_6^\circ$ & [2,11,19] & 6.34 & 0.924 & 0.964? & 0.129 & 0.097 & 0.026 & .471 &\cr & & & & Fe I & 16524.466 & \cj e5F1 --- \cjo t5P1 & [15] & 5.98 & 1.250 & 1.254? & 6.250 & 1.563 & 0.000 & &\cr 16532.004 & 6047.221 & 2--3 & 0 & Fe I & 16531.989 & \cj e5G5 --- 4{\it{f}} (9/2)[11/2]$^\circ_5$ & [2,11,19] & 6.29 & 1.350 & 1.397? & 0.496 & 0.163 & 0.000 & .989 &\cr 16539.212 & 6044.586 & 1--2 & 1--2 & Fe I & 16539.195 & \cj f5F5 --- 4{\it{f}} (7/2)[11/2]$_5^\circ$ & [19] & 6.34 & 1.335 & 1.327? & 0.301 & 0.099 & 0.000 & .195 &\cr 16544.699 & 6042.581 & 2 & 0--1 & Fe I & 16544.672 & \cj f5F5 --- 4{\it{f}} (7/2)[9/2]$^\circ_5$ & [19] & 6.34 & 1.406 & 1.398? & 0.003 & 0.001 & 0.000 & .672 &\cr 16550.396 & 6040.501 & 3 & 1 & Ni I & 16550.384 & & [4] & & & & & & & &\cr 16552.018 & 6039.909 & 2 & 0 & Fe I & 16551.997 & \cj f5F2 --- 4{\it{f}} (1/2)[7/2]$^\circ_3$ & [19] & 6.41 & 1.108 & 1.141? & 0.005 & 0.003 & 0.000 & .997 &\cr 16559.711 & 6037.103 & 2 & 1--2 & Fe I & 16559.682 & \cj f5F3 --- 4{\it{f}} (3/2)[7/2]$^\circ_4$ & [2,11,19] & 6.40 & 1.333 & & 0.003 & 0.002 & 0.000 & .682 &\cr 16584.475 & 6028.089 & 1--2 \di & 1 & Ni I & 16584.438 & \cj e3D2 --- \cjo {3d^8 4s4p}1P1 & [4] & 5.31 & 1.250 & 1.128? & 0.017 & 0.012 & $-$0.001 & .8\p\p\ &\cr 16586.057 & 6027.514 & 1--2 \di & 1 & Fe I & 16586.054 & \cj e5D2 --- \cjo t5D3 & [2,12,19] & 5.62 & 1.500 & 1.497? & 0.000 & 0.000 & 0.000 & .054 & -0.94\cr 16607.649 & 6019.677 & 2 & 1--2 & Fe I & 16607.636 & \cj e7F3 --- 6\cjo p5D3 & [2,17,19] & 6.34 & 1.500 & 1.499? & 0.000 & 0.000 & 0.000 & .633 &\cr 16612.786 & 6017.816 & 2 & 1--2 & Fe I & 16612.766 & \cj f5F3 --- 4{\it{f}} (3/2)[9/2]$_4^\circ$ & [2,11,19] & 6.40 & 1.170 & & 0.003 & 0.002 & 0.000 & .766 &\cr 16619.730 & 6015.302 & 3 & 1 & Fe I & 16619.745 & \cj e5D3 --- \cjo t5D4 & [2,12,19] & 5.59 & 1.500 & 1.453\p\ & 0.000 & 0.000 & 0.000 & .739 & -1.74\cr 16645.883 & 6005.851 & 0--1 & 0--1 & Fe I & 16645.877 & \cj e5F2 --- \cjo {5p}5F2 & [19] & 5.96 & 1.000 & 0.996? & 0.000 & 0.000 & 0.000 & .880 & \cr 16648.244 & 6004.999 & 3 & 1 & Fe I & 16648.205 & \cjo {5p}3G5 --- \cj {5d}3G5 & [2,19] & 6.55 & 1.200 & & 0.000 & 0.000 & 0.000 & .205 &\cr \noalign{\vskip .3cm} \noalign{\hrule} }}$$ $$\vbox{\vfill \hbox {{\bf Table III} (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) & \ \P\ \ \ \ & & & & & (\AA) & &\cr \noalign{\vskip .3cm} \noalign{\hrule} \noalign{\vskip .3cm} 16661.393 & 6000.260 & 1 & 0 & Fe I & 16661.376 & \cj e7F3 --- 4{\it{f}} (7/2)[7/2]$_4^\circ$ & [11,19] & 6.34 & 0.965 & 0.967? & 0.137 & 0.103 & 0.029 & .384 &\cr 16665.490 & 5998.785 & 1 & 0--1 & Fe I & 16665.484 & \cj e3F3 --- \cjo {5p}5D2 & [19] & 6.02 & 0.667 & 0.714? & 0.278 & 0.208 & 0.087 & .487 & \cr 16673.715 & 5995.826 & 1 & 0 & Ni I & 16673.702 & \cjo {3d^9 5p}1F3 --- \cj f3G4 & [4] $\dagger\dagger$ & 6.03 & 1.125 & 1.08?\p\ & 0.007 & 0.006 & 0.000 & .2\p\p\ &\cr & & & & Co I & 16673.398 & \cjo x4G{11/2}{\thinspace}--- \cj f4F{9/2} & [1,12] & 5.15 & 1.136 & & 0.021 & 0.016 & 0.002 & .398 & -0.93 & \flat\cr 16680.809 & 5993.276 & 1--2 \bu & 0--1 & Si I & 16680.77 \da & \cj{4p}3D3 --- \cjo {3d}3D3 & [7,13] $\ddag$ & 5.98 & 1.333 & & 0.000 & 0.000 & 0.000 & .77\p\ & -0.50 & \flat\cr %500 m\AA! & & & & Fe I & 16680.836 & \cj g5D3 --- 5\cjo p5D4 & [17,19] & 6.42 & 1.500 & 1.512? & 0.000 & 0.000 & 0.000 & .836 &\cr 16685.582 & 5991.562 & 1--2 & 0--1 & Fe I & 16685.541 & \cj e7F3 --- 6\cjo p7F2 & [2,17,19] & 6.34 & 1.500 & 1.498? & 0.000 & 0.000 & 0.000 & .547 &\cr 16693.106 & 5988.861 & 0--1 & 0 & Fe I & 16693.080 & \cj f5F1 --- 4{\it{f}} (1/2)[5/2]$_2^\circ$ & [11,19] & 6.42 & 0.586 & & 0.092 & 0.069 & $-$0.018 & .077 &\cr 16718.977 & 5979.594 & 1 \bu & 1 & Al I & 16718.957 \da & \cjo{4p}2P{1/2}{\thinspace}--- \cj{4d}2D{3/2} & [7,13] $\ddag$ & 4.09 & 0.833 & & 0.004 & 0.003 & 0.000 & .957 & 0.29 & \flat\cr %375 m\AA!!! & & & & Fe I & 16719.077 & \cj e5F4 --- \cjo{sp3}3F3 & [19] & 5.87 & 1.750 & 1.703? & 0.213 & 0.160 & $-$0.057 & .074 & \cr 16723.284 & 5978.054 & 0--1 & 0--1 & Fe I & 16723.280 & \cj e5F3 --- \cjo{sp3}5F3 & [19] & 5.92 & 1.250 & 1.243? & 0.000 & 0.000 & 0.000 & .280 & \cr 16750.614 & 5968.300 & 2--3 \di & 0--1 & Al I \be & 16750.587 & \cjo{4p}2P{3/2}{\thinspace}--- \cj{4d}2D{5/2} & [6,7,13] \# & 4.09 & 1.100 & & 0.019 & 0.014 & 0.002 & .564 & 0.55 & \flat\cr 16753.088 & 5967.419 & 0--1 & 0--1 & Fe I & 16753.070 & \cj f5F4 --- 4{\it{f}} (5/2)[11/2]$_5^\circ$ & [11,19] & 6.38 & 1.029 & 1.019? & 0.055 & 0.041 & 0.007 & .073 &\cr 16760.134 & 5964.910 & 0--1 & 0--1 & Fe I & 16760.094 & & [2] & & & & & & & &\cr & & & & Mg II & 16760.306 & \cjo{5p}2P{1/2} --- \cj{5d}2D{3/2} & [5,7,13] & 12.08 & 0.833 & & 0.004 & 0.003 & 0.000 & .219 & 0.48 & \flat\cr 16763.361 & 5963.762 & 2 & 0 & Al I & 16763.366 & \cjo{4p}2P{3/2}{\thinspace}--- \cj{4d}2D{3/2} & [13,15] & 4.09 & 1.067 & & 0.583 & 0.171 & 0.000 & .360 & -0.40 & \flat\cr 16783.038 & 5956.770 & 1 & 0--1 & Fe I & 16783.039 & \cj f7D4 --- 4{\it{f}} (9/2)[7/2]$^\circ_4$ & [11,19] & 6.30 & 1.575 & 1.537? & 0.269 & 0.088 & 0.000 & .042 &\cr 16794.225 & 5952.802 & 1--2 & 0--1 & Fe I & 16794.204 & \cjo{sp3}3F4{\thinspace}--- 58906{\thinspace}cm$^{-1}$ & [2,19] & 6.57 & & & & & & .210 &\cr 16799.660 & 5950.876 & 0--1 & 0--1 & Fe I & 16799.651 & \cj e5F4 --- \cjo{5p}3F4 & [19] & 5.87 & 1.300 & 1.290? & 0.118 & 0.038 & 0.000 & .651 & \cr 16811.378 & 5946.728 & 3 & 1 & Fe I & 16811.377 & \cj f7D4 --- 4{\it{f}} (9/2)[9/2]$^\circ_5$ & [2,11,19] & 6.30 & 0.813 & 0.965? & 0.374 & 0.280 & 0.130 & .380 &\cr 16815.474 & 5945.279 & 0 & 0 & Ni I & 16815.465 & \cj e3D2 --- \cjo w3P2 & [1,4,12] & 5.31 & 1.333 & 1.293? & 0.378 & 0.117 & 0.000 & .470 & -0.55\cr 16818.763 & 5944.117 & 0--1 & 0--1 & Ni I & 16818.747 & & [4] & & & & & & & & \cr 16820.540 & 5943.489 & 0 & 0 & Fe I & 16820.515 & \cjo v5F3 --- \cj e3G4 & [1,12] & 5.97 & 0.750 & 0.886\p\ & 0.120 & 0.090 & 0.024 & .220 & -1.58\cr 16828.182 & 5940.790 & 2 & 0--1 & Si I & 16828.18 & 4\cj p3D3 --- 3\cjo d3D2 & [13,14] & 5.98 & 1.500 & & 0.044 & 0.033 & $-$0.006 & .159 & -1.39 & \flat\cr 16833.135 & 5939.042 & 1--2 & 0--1 & Fe I & 16833.122 & & [2] & & & & & & & &\cr 16837.819 & 5937.390 & 3 \di & 0--1 & Fe I & 16837.897 & \cj f5F2 --- 4{\it{f}} (3/2)[7/2]$_3^\circ$ & [2,11,19] & 6.41 & 1.134 & & 0.007 & 0.005 & 0.000 & .880 &\cr 16843.243 & 5935.478 & 1--2 & 1--2 & Fe I & 16843.236 & \cj e5F4 --- \cjo y1H5 & [2,19] & 5.87 & 0.300 & 0.428? & 0.588 & 0.441 & 0.257 & .230 &\cr 16867.298 & 5927.013 & 1--2 \bu & 1 & Ni I & 16867.264 & \cj e3D1 --- \cjo {3d^9 5p}3F2 & [1,4] & 5.47 & 0.750 & & 0.017 & 0.012 & $-$0.001 & .40\p\ &\cr & & & & Fe I & 16867.292 & & [2] & & & & & & & &\cr 16874.145 & 5924.608 & 2 \di & 1--2 & Fe I & 16874.119 & \cj e7G5 --- 4{\it{f}} (7/2)[13/2]$_6^\circ$ & [2,11,19] & 6.35 & 1.007 & 0.977? & 0.074 & 0.055 & 0.011 & .119 &\cr 16890.406 & 5918.904 & 2--3 \di & 1--2 & C I & 16890.36 & 3\cj p1D2 --- 3\cjo d1F3 & [13,14] & 9.00 & 1.000 & & 0.000 & 0.000 & 0.000 & .418 & 0.56 & \flat\cr & & & & Fe I & 16890.417 & \cj e5H6 --- 4{\it{f}} (7/2)[13/2]$_7^\circ$ & [19] & 6.62 & 1.809 & 1.879? & 0.212 & 0.159 & $-$0.055 & .417 &\cr 16898.904 & 5915.928 & 2 & 0--1 & Fe I & 16898.882 & \cj e7P2 --- 4{\it{f}} (9/2)[5/2]$_3^\circ$ & [19] & 6.31 & 1.011 & & 0.700 & 0.525 & 0.347 & .885 &\cr & & & & Cr I & 16898.897 & \cjo x5D4 --- \cj f5D4 & [12] & 5.32 & 1.500 & 1.479\p\ & 0.000 & 0.000 & 0.000 & .897 & -1.12\cr \noalign{\vskip .3cm} \noalign{\hrule} }}$$ $$\vbox{\vfill \hbox {{\bf Table III} (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) & \ \P\ \ \ \ \ & & & & & (\AA) & &\cr \noalign{\vskip .3cm} \noalign{\hrule} \noalign{\vskip .3cm} 16929.850 & 5905.114 & 2 & 1 & Mn I & 16929.861 & \cj e4P{3/2} --- \cjo {9p}8P{5/2} & [12] & 6.41 & 3.000 & 2.700? & 0.952 & 0.714 & $-$0.567 & .861 & -3.16\cr 16945.297 & 5899.731 & 1 & 0--1 & Ni I & 16945.307 & \cjo {3d^8 4s4p}3F4 --- \cj e3G5 & [1,4,12] & 5.36 & 1.100 \hglue 1.75mm & 1.11\p\p\ & 0.012 & 0.009 & 0.001 & .280 & -1.22\cr 16957.803 & 5895.380 & 0--1 & 0--1 & Si I & 16957.794 & \cj{5p}3D3 --- \cjo{8s}3P2 & [7,13] & 7.09 & 1.167 \hglue 1.75mm & & 0.044 & 0.033 & 0.006 & .80\p\ & -1.18 & \flat\cr 16969.917 & 5891.171 & 3 & 0 & Fe I & 16969.912 & \cj e3F4 --- \cjo {5p}5G4 & [19] & 5.95 & 1.200 \hglue 1.75mm & 1.219? & 0.118 & 0.038 & 0.000 & .915 & \cr 16994.760 & 5882.560 * & 3 & 1--2 & Fe I & 16994.737 & \cjo v3D2 --- \cj f3F3 & [2,18] & 6.11 & 1.000 \hglue 1.75mm & 1.188\p\ & 0.011 & 0.008 & 0.001 & 5.404 &\cr 16996.271 & 5882.037 & 1--2 & 0--1 & Ni I & 16996.246 & \cj e3D2 --- \cjo {3d^9 5p}1F3 & [4,15] $\dagger\dagger$ & 5.31 & 0.833 \hglue 1.75mm & 0.915? & 0.044 & 0.033 & 0.006 & .7\p\p\ &\cr & & & & Fe I & 16996.238 & \cjo w3F3 --- \cj f3F3 & [12,19] & 6.11 & 1.083 \hglue 1.75mm & 1.118\p\ & 0.000 & 0.000 & 0.000 & .232 & -3.13\cr 17001.034 & 5880.389 & 0--1 & 0 & Ni I & 17001.026 & \cj e1D2 --- \cjo {3d^9 5p}{\ }{\ }3 & [4] & 5.49 & & & & & & .6\p\p\ &\cr 17005.448 & 5878.862 & 2--3 & 0 & Fe I & 17005.449 & \cj e3F2 --- \cjo {5p}3D1 & [2,19] & 6.07 & 0.750 \hglue 1.75mm & 0.683? & 0.017 & 0.012 & $-$0.001 & .452 &\cr 17009.021 & 5877.628 & 0--1 & 0--1 & Fe I & 17008.999 & \cj g5F4 --- 4{\it{f}} (7/2)[5/2]$_3^\circ$ & [19] & 6.62 & 1.322 \hglue 1.75mm & & 0.001 & 0.001 & 0.000 & .973 &\cr 17011.107 & 5876.907 & 1 & 0--1 & Fe I & 17011.101 & \cj e3F4 --- \cjo {5p}3D3 & [9,12,19] & 5.95 & 1.125 \hglue 1.75mm & 1.220? & 0.021 & 0.016 & 0.002 & .101 & -0.13\cr 17027.626 & 5871.206 * & 3 & 0--1 & Fe I & 17027.622 & \cj g5F4 --- 4{\it{f}} (7/2)[9/2]$_5^\circ$ & [19] & 6.62 & 1.536 \hglue 1.75mm & & 0.018 & 0.014 & $-$0.001 & .613 &\cr 17033.676 & 5869.120 & 3 & 1 & Fe I & 17033.665 & \cj e7S3 --- 4{\it{f}} (5/2)[9/2]$^\circ_4$ & [19] & 6.39 & 0.040 \hglue 1.75mm & 0.160? & 1.844 & 1.383 & 1.446 & .662 &\cr 17037.794 & 5867.702 & 2--3 & 0--1 & Fe I & 17037.793 & \cj e7S3 --- 4{\it{f}} (5/2)[7/2]$^\circ_4$ & [19] & 6.39 & 0.415 \hglue 1.75mm & 0.535? & 1.206 & 0.904 & 0.765 & .793 &\cr 17045.159 & 5865.166 & 2--3 & 0 & Ca I & 17045.102 & \cjo {4s4f}3F4 --- \cj {4s10d}3D3 & [12] & 5.23 & 1.125 \hglue 1.75mm & & 0.021 & 0.016 & 0.002 & .102 & -1.55\cr 17052.197 & 5862.746 * & 3 & 0 & Fe I & 17052.184 & \cj e7S3 --- 4{\it{f}} (5/2)[5/2]$^\circ_3$ & [2,11,19] & 6.39 & 1.684 \hglue 1.75mm & 1.64?\p\ & 2.796 & 0.899 & 0.000 & .184 &\cr 17067.672 & 5857.430 & 2--3 \di & 0 & Fe I & 17067.677 & \cjo t5D3 --- 6\cj s3F3 & [2,17] & 6.37 & 1.292 \hglue 1.75mm & & 1.215 & 0.391 & 0.000 & &\cr 17075.149 & 5854.865 & 3 & 0--1 & Fe I & 17075.152 & \cj e5F3 --- \cjo {5p}5D4 & [19] & 5.92 & 1.875 \hglue 1.75mm & 1.896? & 0.188 & 0.141 & $-$0.047 & .126 & \cr & & & & Fe I & 17075.181 & \cj e5F2 --- \cjo {4s4p}5D3 & [12] & 5.96 & 2.000 \hglue 1.75mm & 1.961\p\ & 0.400 & 0.300 & $-$0.150 & .182 & -0.25\cr & & & & Co I & 17075.135 & \cjo t4D{1/2} --- \cj h4F{3/2} & [12] & 6.02 & 0.500 \hglue 1.75mm & 0.415\p\ & 0.040 & 0.030 & $-$0.006 & .135 & -2.00\cr 17088.864 & 5850.166 & 1--2 \di & 0--1 & Ni II \al & 17088.853 & \cj {5s}2P{3/2} --- \cjo {4s4p}4F{5/2} & [12] & 13.55 & 0.800 \hglue 1.75mm & & 0.098 & 0.073 & 0.019 & .853 & -3.47\cr 17094.469 & 5848.248 & 2--3 & 1 & Fe I & 17094.451 & \cj g5D3 --- 4{\it{f}} (3/2)[3/2]$^\circ_2$ & [19] & 6.42 & 1.850 \hglue 1.75mm & 1.834? & 0.196 & 0.147 & $-$0.051 & .471 &\cr & & & & Fe I & 17094.451 & \cj g5F3 --- 4{\it{f}} (5/2)[5/2]$^\circ_3$ & [19] & 6.67 & 1.309 \hglue 1.75mm & & 0.097 & 0.031 & 0.000 & .436 &\cr 17097.153 & 5847.330 & 2 & 0--1 & Fe I & 17097.144 & & [2] & & & & & & & &\cr 17108.657 & 5843.398 & 1 & 0--1 & Mg I & 17108.632 & \cj {4s}1S0 --- \cjo {4p}1P1 & [7,8,13] & 5.39 & 1.000 \hglue 1.75mm & & 0.000 & 0.000 & 0.000 & .663 & 0.14 & \flat\cr 17120.547 & 5839.340 & 2--3 & 1 & Ni I & 17120.506 & \cjo w3P2 --- \cj f3S1 & [1,4,12] & 6.04 & 1.250 \hglue 1.75mm & & 0.150 & 0.112 & 0.038 & .571 & 0.09\cr 17131.002 & 5835.776 & 1 & 0--1 & Fe I & 17130.961 & \cj e7G5 --- 6\cjo p5F4 & [17,19] & 6.35 & 1.400 \hglue 1.75mm & 1.437? & 0.001 & 0.001 & 0.000 & .955 & \cr 17137.127 & 5833.691 & 2--3 & 1 & Fe I & 17137.116 & \cj n7P3 --- 5\cjo d7P3 & [2,17] & 6.28 & 1.917 \hglue 1.75mm & & 0.000 & 0.000 & 0.000 & &\cr 17144.141 & 5831.304 & 2 & 0--1 & Fe I & 17144.084 & & [2] & & & & & & & & \cr 17161.115 & 5825.536 & 1--2 & 0--1 & Fe I & 17161.109 & \cj e3F3 --- \cjo {5p}3G3 & [9,12,19] & 6.02 & 0.917 \deg & 0.929? & 0.778 & 0.250 & 0.000 & .106 & -0.15\cr 17166.201 & 5823.810 & 2 & 0 & Fe I & 17166.198 & \cj e3F4 --- 5\cjo p5D3 & [2,19] & 5.95 & 0.875 \hglue 1.75mm & 0.970? & 0.188 & 0.141 & 0.047 & .204 &\cr 17192.836 & 5814.788 & 3 & 1 & Fe I & 17192.832 & \cj e7G4 --- 4{\it{f}} (7/2)[7/2]$^\circ_3$ & [2,11,19] & 6.37 & 1.105 \hglue 1.75mm & 1.325? & 0.051 & 0.038 & 0.007 & .829 &\cr 17200.338 & 5812.252 * & 3 \di & 0--1 & Fe I & 17200.313 & \cj e7G4 --- 4{\it{f}} (7/2)[9/2]$^\circ_4$ & [2,11,19] & 6.37 & 1.366 \hglue 1.75mm & 1.410? & 0.206 & 0.067 & 0.000 & .316 &\cr 17204.304 & 5810.912 & 1--2 \di & 1 & Fe I & 17204.303 & \cj e3F3 --- \cjo {5p}3D2 & [9,12,19] & 6.02 & 1.000 \hglue 1.75mm & 1.047? & 0.011 & 0.008 & 0.001 & .300 & -0.02\cr \noalign{\vskip .3cm} \noalign{\hrule} }}$$ $$\vbox{\vfill \hbox {{\bf Table III} (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) & \ \P\ \ \ \ & & & & & (\AA) & &\cr \noalign{\vskip .3cm} \noalign{\hrule} \noalign{\vskip .3cm} & & & & Cr I & 17204.379 & & [2] & & & & & & & &\cr 17205.719 & 5810.434 & 1--2 & 1 & Si I & 17205.76 & 4\cj p3P1 --- 5\cjo s1P1 & [13,14] & 6.08 & 1.250 & & 0.250 & 0.063 & 0.000 & .731 & -1.59 & \flat\cr 17221.432 & 5805.133 & 3 & 1 & Fe I & 17221.400 & \cj e5P3 --- 4{\it{f}} (3/2)[7/2]$^\circ_3$ & [2,11,19] & 6.43 & 1.367 & 1.366? & 2.520 & 0.810 & 0.000 & .400 &\cr 17232.221 & 5801.498 & 2--3 & 1 & Fe I & 17232.232 & \cj e5F5 --- \cjo {5p}3G5 & [2,19] & 5.83 & 1.300 & 1.310? & 0.712 & 0.234 & 0.000 & .232 &\cr 17234.455 & 5800.746 & 3 & 1--2 & C I & 17234.47 & 3\cjo d3F3 --- 4\cj f1{[9/2]}4 & [13,14] & 9.70 & & & & & & .473 & 0.17 & \flat\cr 17257.593 & 5792.969 * & 3 \di & 0--1 & Fe I & 17257.571 & \cj f7D2 --- 4{\it{f}} (9/2)[3/2]$^\circ_1$ & [11,19] & 6.32 & 1.869 & 1.635? & 0.041 & 0.031 & 0.005 & .571 &\cr 17278.723 & 5785.885 * & 3 & 1--2 & Fe I & 17278.727 & \cj f5G3 --- 4{\it{f}} (3/2)[7/2]$^\circ_4$ & [19] & 6.72 & 1.832 & 1.494? & 0.403 & 0.302 & $-$0.147 & .727 &\cr 17282.318 & 5784.681 & 1 \bu & 0 & Fe I & 17282.299 & \cj e5P3 --- 4{\it{f}} (3/2)[9/2]$_4^\circ$ & [11,19] & 6.43 & 0.545 & 0.549? & 0.604 & 0.453 & 0.271 & .296 &\cr 17306.565 & 5776.576 & 2--3 & 0--1 & Ni I & 17306.518 & \cj e1D2 --- \cjo {5p}3F2 & [1,4,12] & 5.49 & 0.833 & 0.88?\p\ & 0.378 & 0.117 & 0.000 & .611 & -0.56\cr 17327.374 & 5769.639 & 1--2 & 1--2 & Si I & 17327.29 & \cj {3p3d}1F3 --- \cj {3p4f}{ }{(9/2)}4 & [13,15] & 6.62 & & & & & & .276 & 0.73 & \flat\cr 17360.705 & 5758.562 & 2 & 1--2 & Ni I & 17360.673 & & [4] & & & & & & & &\cr 17374.673 & 5753.933 * & 3 & 1--2 & Fe I & 17374.677 & \cjo w5P2 --- \cj e5P2 & [2,18,19] & 5.74 & 2.333 & & 0.000 & 0.000 & 0.000 & .677 &\cr 17399.410 & 5745.752 & 1--2 & 0--1 & Ni I & 17399.385 & & [4] & & & & & & & &\cr 17400.591 & 5745.362 & 2 & 1 & Fe I & 17400.585 & \cjo u5F4 --- 5\cj d7G5 & [2,17,19] & 6.37 & 1.400 & & 0.001 & 0.001 & 0.000 & .582 &\cr 17433.666 & 5734.462 & 1 & 0--1 & Fe I & 17433.644 & \cj f5F2 --- 4{\it{f}} (5/2)[7/2]$_3^\circ$ & [11,19] & 6.41 & 1.302 & 1.335? & 0.036 & 0.027 & $-$0.004 & .638 &\cr 17448.585 & 5729.559 & 1 \bu & 0--1 & C I & 17448.58 & \cj{3p}1D2 --- \cjo{4s}1P1 & [7,13] $\ddag$ & 9.00 & 1.000 & & 0.000 & 0.000 & 0.000 & .582 & 0.04 & \flat\cr %231 m\AA !!! & & & & Fe I & 17448.558 & & [2] & & & & & & & & \cr % too broad for Fe I 17453.864 & 5727.826 & 2 & 1 & Fe I & 17453.842 & \cj f5F2 --- 4{\it{f}} (5/2)[5/2]$^\circ_3$ & [11,19] & 6.41 & 1.736 & 1.769? & 0.217 & 0.163 & $-$0.060 & .842 &\cr & & & & Fe I & 17453.833 & \cjo v5F2 --- \cj h5D2 & [12] & 5.98 & 1.250 & 1.384? & 0.850 & 0.262 & 0.000 & .834 & -2.46\cr 17456.027 & 5727.116 & 2 & 0--1 & C I & 17455.99 & 3\cjo d3F2 --- 4\cj f{}{[7/2]}3 & [13,14] & 9.70 & & & & & & .986 & 0.43 & \flat\cr 17478.034 & 5719.905 & 2 & 1--2 & Fe I & 17478.022 & \cj h5D3 --- 4{\it{f}} (7/2)[7/2]$^\circ_4$ & [19] & 6.64 & 0.965 & & 0.137 & 0.103 & 0.029 & .016 & \cr 17480.671 & 5719.042 & 1--2 & 1 & Fe I & 17480.653 & & [2] & & & & & & & &\cr 17488.561 & 5716.462 & 2 & 0 & Fe I & 17488.567 & \cj f5F2 --- 4{\it{f}} (5/2)[1/2]$^\circ_1$ & [19] & 6.41 & 0.958 & 0.908? & 0.004 & 0.003 & 0.000 & .585 &\cr & & & & Fe I & 17488.567 & \cj h5D3 --- 4{\it{f}} (7/2)[9/2]$^\circ_4$ & [19] & 6.64 & 1.330 & & 0.014 & 0.010 & 0.001 & .549 &\cr 17500.014 & 5712.721 & 2--3 & 1--2 & Fe I & 17499.983 & \cj e5F2 --- \cjo {sp3}3F2 & [19] & 5.96 & 0.833 & 0.829? & 0.378 & 0.117 & 0.000 & .986 & \cr 17505.661 & 5710.878 & 1--2 & 0 & C I & 17505.62 & 3\cjo d3F3 --- 4\cj f1{[7/2]}4 & [13,14] & & & & & & & .717 & 0.63 & \flat\cr 17518.103 & 5706.822 & 2 & 1--2 & Fe I & 17518.121 & \cjo z5F4 --- \cj c3F4 & [19] & 3.37 & 1.300 & 1.310\p\ & 0.118 & 0.038 & 0.000 & .133 & \cr 17522.765 & 5705.304 * & 3 \di & 1 & Sc I & 17522.776 & \cj {5s}4D{3/2} --- \cjo {5p}4D{5/2} & [12] & 4.27 & 1.500 & 1.506? & 0.031 & 0.023 & $-$0.003 & .777 & 0.22\cr 17524.312 & 5704.800 & 1--2 & 0--1 & Fe I & 17524.294 & \cjo w3G4 --- \cj e3G4 & [2,18] & 6.00 & 1.050 & & 0.000 & 0.000 & 0.000 & &\cr 17531.201 & 5702.558 & 2--3 & 1--2 & Fe I & 17531.174 & \cj f5P2 --- 4{\it{f}} (7/2)[5/2]$^\circ_3$ & [19] & 6.64 & 0.905 & & 0.345 & 0.259 & 0.120 & .174 &\cr 17534.798 & 5701.389 & 2 & 1 & Fe I & 17534.744 & \cj f5P2 --- 4{\it{f}} (7/2)[5/2]$^\circ_2$ & [19] & 6.64 & 1.745 & & 0.107 & 0.033 & 0.000 & .741 & \cr 17536.934 & 5700.694 & 2 & 0--1 & Fe I & 17536.900 & \cjo w5G3 --- \cj g5F4 & [2,18] & 5.91 & 2.000 & 1.979? & 0.563 & 0.423 & $-$0.244 & 7.676 &\cr 17538.645 & 5700.138 & 1--2 & 0--1 & Fe I & 17538.635 & \cjo w5P3 --- \cj e5P3 & [10,12,19] & 5.72 & 1.667 & 1.661\p\ & 0.000 & 0.000 & 0.000 & .644 & -1.66\cr 17543.433 & 5698.582 & 2--3 & 0 & Fe I & 17543.436 & & [2] & & & & & & & &\cr \noalign{\vskip .3cm} \noalign{\hrule} }}$$ $$\vbox{\vfill \hbox {{\bf Table III} (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) & \ \P\ \ \ \ & & & & & (\AA) & &\cr \noalign{\vskip .3cm} \noalign{\hrule} \noalign{\vskip .3cm} 17575.323 & 5688.242 & 1--2 & 1--2 & Fe I & 17575.327 & \cjo u5F3 --- 5\cj d7F4 & [19] & 6.40 & 1.875 & & 0.188 & 0.141 & $-$0.047 & .324 &\cr 17577.857 & 5687.422 & 3 \di & 1--2 & Fe I & 17577.799 & \cj f5F4 --- 4{\it{f}} (7/2)[7/2]$^\circ_4$ & [2,11,19] & 6.38 & 1.318 & 1.321? & 0.048 & 0.016 & 0.000 & .799 &\cr 17617.026 & 5674.777 & 2 & 0 & Si I & 17617.08 & 3\cjo d1F3 --- 4\cj f1{[7/2]}4 & [13,14] & 6.62 & & & & & & 6.946 & 0.13 & \flat\cr & & & & Fe I & 17616.986 & \cjo y3G4 --- \cj f5F5 & [12] & 5.63 & 2.100 & 2.046\p\ & 0.588 & 0.441 & $-$0.257 & .986 & -4.06\cr 17630.877 & 5670.319 & 2--3 \di & 0 & Fe I & 17630.886 & & [2] & & & & & & & &\cr 17644.269 & 5666.015 & 2 & 1 & Fe I & 17644.265 & & [2] & & & & & & & &\cr 17672.167 & 5657.071 & 3 & 0 & Fe I & 17672.122 & \cjo w5P1 --- \cj e5P2 & [2,12,19] & 5.75 & 1.500 & 1.532? & 0.267 & 0.200 & 0.089 & .116 & -2.17\cr & & & & Fe I & 17672.188 & \cj e3D3 --- \cjo v1G4 & [12] & 6.36 & 0.500 & 0.615\p\ & 0.333 & 0.250 & 0.111 & .188 & -2.56\cr 17683.918 & 5653.311 & 2--3 & 1--2 & Fe I & 17683.910 & \cj f5F5 --- 4{\it{f}} (9/2)[13/2]$^\circ_6$ & [2,11,19] & 6.34 & 1.068 & 1.107? & 0.063 & 0.047 & 0.009 & .923 &\cr 17689.542 & 5651.514 & 2--3 & 1--2 & Fe I & 17689.483 & \cj f5F5 --- 4{\it{f}} (9/2)[9/2]$^\circ_5$ & [2,11,19] & 6.34 & 1.386 & 1.378? & 0.015 & 0.005 & 0.000 & .480 &\cr 17695.935 & 5649.472 & 2--3 & 1 & Fe I & 17695.942 & \cj e3F4 --- \cjo {5p}5D4 & [19] & 5.95 & 1.375 & 1.394? & 0.738 & 0.241 & 0.000 & .942 & \cr 17699.073 & 5648.471 * & 3 & 1 & Al I & 17699.095 \da & \cj {5s}2S{1/2} --- \cjo {6p}2P{3/2} & [7,16] & 4.67 & 1.167 & & 0.111 & 0.083 & 0.028 & .095 & -1.16 & \varsigma\cr & & & & Cr I & 17699.044 & \cj c5D0 --- \cjo y5D1 & [12] & 4.42 & 1.500 & 1.503? & 0.000 & 0.000 & 0.000 & .044 & -3.92\cr 17700.857 & 5647.902 * & 2 & 1 & Fe I & 17700.843 & \cj f5F5 --- 4{\it{f}} (9/2)[11/2]$^\circ_5$ & [2,11,19] & 6.34 & 1.417 & 1.409? & 0.021 & 0.007 & 0.000 & .843 &\cr 17706.666 & 5646.049 & 3 & 1 & Fe I & 17706.630 & \cjo v5F3 --- \cj f5G4 & [12,19] & 5.97 & 1.000 & 1.021? & 0.030 & 0.023 & 0.003 & .665 & -2.25\cr & & & & Fe I & 17706.630 & \cj g5F5 --- 4{\it{f}} (9/2)[9/2]$^\circ_5$ & [19] & 6.58 & 1.385 & & 0.015 & 0.005 & 0.000 & .617 &\cr 17708.736 & 5645.389 * & 3 & 1--2 & Cr I & 17708.730 & & [3] & & & & & & & &\cr 17710.854 & 5644.713 & 1--2 & 1 & Fe I & 17710.847 & & [2] & & & & & & & &\cr 17712.720 & 5644.119 & 1 & 0--1 & Fe I & 17712.731 & & [2] & & & & & & & &\cr 17714.368 & 5643.594 * & 3 \di & 1 & Fe I & 17714.364 & \cj g5F5 --- 4{\it{f}} (9/2)[9/2]$^\circ_4$ & [19] & 6.58 & 1.356 & & 0.002 & 0.002 & 0.000 & .364 &\cr 17717.159 & 5642.705 & 3 & 0--1 & Fe I & 17717.139 & \cj e5S2 --- 4{\it{f}} (9/2)[3/2]$^\circ_1$ & [2,11,19] & 6.34 & 1.869 & 1.798? & 0.041 & 0.031 & 0.005 & .139 &\cr 17747.352 & 5633.105 & 3 \di & 0--1 & Fe I & 17747.377 & \cj e5F3 --- 5\cjo p5F4 & [2,19] & 5.92 & 1.500 & 1.521? & 0.030 & 0.023 & $-$0.003 & .374 & \cr 17765.311 & 5627.410 & 3 & 1--2 & ? & & & & & & & & & & &\cr 17768.967 & 5626.253 & 1--2 & 1--2 & C I & 17768.94 & 3\cjo d3D1 --- 4\cj f{}{[5/2]}2 & [13,14] & 9.71 & & & & & & .913 & 0.16 & \flat\cr 17771.128 & 5625.568 & 3 \di & 1--2 & Fe I & 17771.126 & \cj e3F4 --- \cjo {5p}5G5 & [2,12,19] & 5.95 & 1.300 & 1.224? & 0.001 & 0.001 & 0.000 & .126 & 0.11\cr 17788.038 & 5620.221 * & 3 & 1--2 & Fe I & 17788.067 & & [2] & & & & & & & &\cr 17789.689 & 5619.699 & 3 & 1--2 & C I & 17789.655 \da & 2\cjo {p^3}3D2 --- 3\cj p3D2 & [13] & 7.95 & 1.167 & & 0.000 & 0.000 & 0.000 & .655 & -1.53 & \flat\cr 17793.249 & 5618.575 * & 3 & 0--1 & C I & 17793.264 \da & 3\cjo d3D2 --- 4\cj f{}{[7/2]}3 & [13] & 9.71 & & & & & & .264 & -1.38 & \flat\cr 17813.960 & 5612.042 & 3 & 0--1 & C I & 17814.03 & 3\cjo d3D2 --- 4\cj f{}{[5/2]}3 & [13,14] & 9.71 & & & & & & .031 & -0.05 & \flat\cr 17822.474 & 5609.361 & 2--3 & 1--2 & Fe I & 17822.503 & \cj e7G7 --- 6\cjo p7F6 & [19] & 6.28 & 1.214 & & 0.049 & 0.037 & 0.006 & .513 & \cr 17826.319 & 5608.151 & 2--3 & 1--2 & C I & 17826.32 & 3\cjo d3D3 --- 4\cj f{}{[7/2]}4 & [13,14] & 9.71 & & & & & & .419 & -0.51 & \flat\cr 17830.694 & 5606.776 * & 3 & 1--2 & Fe I & 17830.696 & & [2] & & & & & & & &\cr 17861.713 & 5597.039 & 3 & 1 & Fe I & 17861.727 & \cj f5P3 --- 5\cjo p5F3 & [2,17,19] & 6.59 & 1.458 & & 1.215 & 0.391 & 0.000 & .724 &\cr 17876.032 & 5592.555 & 3 & 1 & Fe I & 17876.023 & \cj g5D2 --- 4{\it{f}} (3/2)[7/2]$^\circ_3$ & [2,19] & 6.45 & 0.634 & 0.564? & 0.300 & 0.225 & 0.097 & .023 & \cr \noalign{\vskip .3cm} \noalign{\hrule} }}$$ $$\vbox{\vfill \hbox {{\bf Table III} (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) & \ \P\ \ \ \ & & & & & (\AA) & &\cr \noalign{\vskip .3cm} \noalign{\hrule} \noalign{\vskip .3cm} 17885.074 & 5589.728 & 3 & 1 & Fe I & 17885.119 & & [2] & & & & & & & &\cr 17889.372 & 5588.385 & 0--1 & 0 & Fe I & 17889.342 & & [2] & & & & & & & & \cr 17893.870 & 5586.980 & 3 & 1 & Ni I & 17893.824 & & [4] & & & & & & & &\cr 17895.605 & 5586.438 & 3 & 1 & Fe I & 17895.579 & & [2] & & & & & & & &\cr 17926.364 & 5576.853 & 2 & 0--1 & Fe I & 17926.351 & \cj f5G2 --- 4{\it{f}} (3/2)[5/2]$^\circ_3$ & [19] & 6.74 & 2.191 & & 1.380 & 1.035 & $-$0.961 & .357 &\cr 17932.658 & 5574.896 & 3 & 1--2 & Fe I & 17932.605 & \cj e5P2 --- 4{\it{f}} (3/2)[7/2]$^\circ_3$ & [2,11,19] & 6.46 & 0.301 & & 0.939 & 0.704 & 0.539 & .602 &\cr 17943.145 & 5571.638 * & 3 & 0--1 & Fe I & 17943.114 & \cj f5G2 --- 4{\it{f}} (3/2)[7/2]$^\circ_3$ & [19] & 6.74 & 1.801 & & 0.861 & 0.646 & $-$0.474 & .117 &\cr 17951.869 & 5568.930 & 2 & 0 & Ni I & 17951.841 & & [4,14] & & & & & & & &\cr 17968.096 & 5563.900 & 3 & 1--2 & Fe I & 17968.110 & \cj h5D4 --- 4{\it{f}} (9/2)[5/2]$^\circ_3$ & [19] & 6.59 & 1.242 & 1.080? & 0.089 & 0.067 & 0.015 & .113 &\cr 17971.995 & 5562.694 * & 3 \di & 1 & Fe I & 17971.983 & \cj f5P3 --- 4{\it{f}} (9/2)[5/2]$^\circ_2$ & [19] & 6.59 & 1.611 & & 0.005 & 0.004 & 0.000 & .989 &\cr 17979.411 & 5560.399 & 2--3 & 0--1 & Fe I & 17979.383 & & [2] & & & & & & & &\cr 17982.325 & 5559.498 & 1 & 0 & Fe I & 17982.299 & \cjo x3G3 --- \cj g5F4 & [2] & 5.93 & 2.250 & 2.373? & 1.080 & 0.810 & $-$0.648 & .441 &\cr & & & & Fe I & 17982.302 & \cj h5D4 --- 4{\it{f}} (9/2)[7/2]$^\circ_3$ & [19] & 6.59 & 1.519 & 1.357? & 0.001 & 0.000 & 0.000 & .312 & \phantom{-0.00}\cr \noalign{\vskip .3cm} \noalign{\hrule} }}$$ \vfill\eject \voffset=-1.9cm \vsize=20cm \hsize=25cm \hoffset=-2cm \setbox0=\vbox{\hsize=0.5\hsize $$\vbox{\vfill \hbox {{\bf Table IV} \ Possible blends rejected as too weak \hfill}\vskip 0.3cm \hrule \vskip .3cm \halign {# \hfill \quad & # \hfill \quad & # \hfill \quad & \hfill # \quad & \hfill$#$\cr $\lambda_\sun$ & Ion & \ \ $\lambda_{\rm lab}$ & $\chi_e$ \ & \log (gf)\cr (\AA) & & \ \ \ (\AA) & (eV) & \cr \noalign{\vskip .3cm} \noalign{\hrule} \noalign{\vskip .3cm} 15207.545 & Cr I & 15207.607 & 5.47 & -2.14\cr 15219.637 & Cr I & 15219.669 & 6.03 & -3.55\cr 15224.741 & Ni II & 15224.768 & 14.09 & -2.97\cr 15246.503 & Cr II & 15246.478 & 12.23 & -2.71\cr & Ni II & 15246.478 & 15.16 & -3.24\cr 15671.023 & Sc I & 15670.977 & 4.95 & -1.13\cr 15774.084 & V I & 15774.061 & 2.13 & -2.12\cr 15906.060 & Co I & 15906.072 & 5.79 & -2.04\cr 16094.818 & Cr II & 16094.826 & 13.56 & -0.24\cr 16126.088 & Ca I & 16126.034 & 5.83 & -4.70\cr 16231.673 & Mn I & 16231.704 & 7.02 & -2.99\cr 16396.327 & Fe II & 16396.277 & 13.32 & -3.54\cr 16444.840 & Ni I & 16444.800 & 13.24 & -2.96\cr 16584.475 & P I & 16584.500 \da & 8.25 & -0.42\cr 16837.819 & Mn II & 16837.846 & 13.44 & -3.14\cr & V II & 16837.846 & 6.10 & -4.06\cr 17037.794 & V I & 17037.741 & 2.68 & -1.70\cr & Mn II & 17037.799 & 12.87 & -1.85\cr 17131.002 & Ni II & 17130.962 & 16.26 & -3.18\cr 17144.141 & Cr II & 17144.093 & 12.56 & -4.03\cr 17161.115 & V II & 17161.103 & 8.03 & -4.32\cr 17204.304 & Cr II & 17204.280 & 13.64 & -0.87\cr 17234.455 & V I & 17234.383 & 5.45 & -1.67\cr 17433.666 & Fe II & 17433.642 & 12.79 & -1.83\cr 17478.034 & Ni II & 17478.019 & 15.15 & -0.82\cr 17534.798 & Ni II & 17534.793 & 16.12 & -1.68\cr & Ni II & 17534.701 & 16.12 & -2.25\cr 17700.857 & Ni II & 17700.862 & 16.23 & -3.18\cr 17747.352 & V I & 17747.336 & 4.26 & -3.27\cr 17813.960 & Ca I & 17813.961 & 5.27 & -6.00\cr 17822.474 & V I & 17822.447 & 1.87 & -2.44\cr 17876.032 & Co I & 17876.049 & 5.79 & -2.58\cr 17932.658 & Ni II & 17932.644 & 16.23 & -0.94\cr 17951.869 & Fe II & 17951.836 & 12.95 & -3.14\cr \noalign{\vskip .3cm} \noalign{\hrule} }}$$ \vglue 0.6cm \leftskip=1cm{\noindent{\bf {References:}} \vglue 0.4cm \refnum{[1] =} Bi\'emont (1976) \refnum{[2] =} Bi\'emont et al. (1985a) \refnum{[3] =} Bi\'emont et al. (1985b) \refnum{[4] =} Bi\'emont et al. (1986) \refnum{[5] =} Bi\'emont \& Brault (1987a) \refnum{[6] =} Bi\'emont \& Brault (1987b) \refnum{[7] =} Bi\'emont \& Grevesse (1973) \refnum{[8] =} Hall (1974) \refnum{[9] =} Litz\'en (1976) \refnum{[10] =} Litz\'en \& Verg\`es (1976) \refnum{[11] =} Johansson \& Learner (1990). In accordance with this reference JK notation is used for the levels of the $3d^6\, 4\!s\, (^6\!D)\,4\!f$ configuration. \refnum{[12] =} Kurucz (1991c) \refnum{[13] =} Kurucz \& Peytremann (1975) \refnum{[14] =} Livingston \& Wallace (1991) \refnum{[15] =} Wallace \& Livingston (1991) \refnum{[16] =} Martin \& Zalubas (1979) \refnum{[17] =} Nave \& Johansson (1993) \refnum{[18] =} Mohler (1955) \refnum{[19] =} Nave et al. (1994)} } \ht0=36cm \dimen1=0.5\ht0 \advance\dimen1 by 0.5\baselineskip \splittopskip=0cm \setbox1=\vsplit 0 to \dimen1 \hbox to \hsize{\hfil\vtop{\hrule height 0cm \box1}% \hfil\vtop{\hrule height 0cm \box0}% \hfil} \vfill\eject \vglue -0.2cm \ti{Notes to tables III and IV:} \n * (in column: $\sigma_\sun$): 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 colum 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 Livingston \& Wallace (1991) atlas. The latter blending index was 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 Livingston \& Wallace (1991) atlas 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 $\natural$\ (in column: Ref.): 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 \st\st\ The sign of the Land\'e factor of Fe I 15611.151 \AA\ is opposite to that expected from the observed Stokes $V$ profile, so that the identification is probably wrong. \medskip \n \st\ This transition involves a change in total spin $\Delta S >1$, making the identification uncertain. Such identifications are listed only where no other possible identification is known. \medskip \n $\dagger\dagger$ Ni I 16673.715 \AA\ and Ni I 16996.271 \AA : The laboratory wavelengths of both lines can be matched much better by the calculated wavelengths of the transitions identified by Bi\'emont \& Brault (1987b) if the \cjo {3d^9 5p}1F3 level common to both lies at $48672.085\pm 0.015$ cm$^{-1}$ (instead of 48671.9 cm$^{-1}$ listed in Corliss \& Sugar, 1981). \medskip \n $\ddag$ Due to the large equivalent width of the primary identification, the secondary identification (blend) probably contributes only a very minute amount to the line. \medskip \n \#\ Al I 16750.614 \AA\ is blended with a telluric line of about the same wavelength and is also distorted by the large hyperfine splitting of the given transition (see Bi\'emont \& Brault 1987b). \medskip \n \P\ (in column: $g_{\rm eff}^{\rm calc}$): For most transitions the LS coupling Land\'e factors of the upper and lower levels are used to determine $\geff$. For the levels of the $3d^6\, 4\!s\, (^6\!D)\,4\!f$ configuration $g$ values have been taken from Johansson \& Learner (1990). \medskip \n \deg\ According to Stokes profile calculations by Muglach \& Solanki (1992) the $\geff$ values listed here are incompatible with the observed splittings of these lines. \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 $\jmath$ (in column: $log(gf)$): This $log(gf)$ value has been taken from Nave et al. (1994). \medskip \n $\flat$ This $log(gf)$ value was obtained from the compilation by Kurucz \& Peytremann (1975). \medskip \n $\varsigma$ This $log(gf)$ value was derived from Bi\'emont \& Grevesse (1973). All other $log(gf)$ values are from Kurucz (1991c). \vfill\eject \bye