Table 4: Atomic data of Fe I lines used in the analysis of the reference stars. Column 1 gives the multiplet number, Col. 2 the wavelength in Å, Col. 3 the lower excitation energy, Col. 4 the differential log gf value with respect to log $\varepsilon$ (Fe) $_\odot$ = 7.51, Col. 5 the employed log C₆ value. The products log $gf\varepsilon _\odot$ that the log gf values presented here imply differ slightly from those presented in Paper II. This is because a global minimization was performed in Paper II to determine the log C₆ values, whereas lines were fitted individually here on the basis of the minimization procedure. A radial-tangential approximation to macroturbulence (Gray 1977) was used for the analysis of the Sun, a Gaussian otherwise. The equivalent widths (in mÅ) in Cols. 6-10 are of low quality, but only enter the analysis in the derivation of the microturbulence. We discourage from using these values for abundance analyses.
Mult. $\lambda$ $E_{\rm low}$ log $gf_{\rm diff}$ log C₆ Procyon Gmb 1830 HD 19445 HD 84937 HD 140283

1 5166.2 0.000 -4.18 -32.22 73 16 5 11

1 5225.5 0.110 -4.74 -32.20 33 62

1 5247.0 0.087 -4.91 -32.21 27 57

1 5250.2 0.121 -4.88 -32.20 26 57

2 4347.2 0.000 -5.47 -32.16 27

2 4427.3 0.052 -2.94 -32.15 60 36 56

2 4445.4 0.087 -5.43 -32.15 11 27

3 4232.7 0.110 -4.96 -32.12 47

13 6498.9 0.958 -4.64 -32.08 27

15 5269.5 0.859 -1.34 -32.04 111 84 97

15 5328.0 0.915 -1.49 -32.03 100 74 89

15 5371.4 0.958 -1.70 -32.02 89 64 80

15 5397.1 0.915 -2.03 -32.03 73 49 64

15 5405.7 0.990 -1.84 -32.02 76 51 69

34 6581.2 1.485 -4.73 -31.96 7

34 6739.5 1.557 -4.92 -31.91 4

36 5194.9 1.557 -2.15 -31.83 109 34 17

36 5216.2 1.608 -2.22 -31.82 101 27 13 22

41 4404.7 1.557 -0.18 -31.71 98

42 4147.6 1.485 -2.15 -31.67 100 17 26

42 4271.7 1.485 -0.25 -31.70 103

62 6151.6 2.176 -3.31 -31.72 20 22

62 6297.8 2.223 -2.70 -31.72 46 49

64 6082.7 2.223 -3.60 -31.70 13

64 6240.6 2.223 -3.30 -31.71 21 21

66 5079.2 2.198 -2.01 -31.58 92 93

66 5198.7 2.223 -2.14 -31.59 77

66 5250.6 2.198 -2.00 -31.61 90 87

68 4494.5 2.198 -1.17 -31.45 36

69 4442.8 2.176 -2.79 -31.44 37

71 4282.4 2.176 -1.06 -31.39 57 41 45

111 6421.3 2.279 -1.98 -31.71 87 91

111 6663.4 2.424 -2.42 -31.67 60 54

111 6750.1 2.424 -2.56 -31.68 45 46

111 6978.8 2.484 -2.44 -31.67 53

114 4924.7 2.279 -2.15 -31.52 73 69

114 5049.8 2.279 -1.31 -31.54 33 18 25

114 5141.7 2.424 -2.22 -31.50 62

116 4439.8 2.279 -3.04 -31.39 24 24

152 4187.0 2.449 -0.66 -30.79 62 43 54

152 4222.2 2.449 -0.98 -30.80 42 26 34

152 4233.6 2.482 -0.70 -30.79 59 40 44

152 4250.1 2.469 -0.49 -30.81 72 48 53

152 4260.4 2.399 -0.01 -30.84 100 74 75

168 6393.6 2.433 -1.46 -31.65 101 22 13 15

168 6494.9 2.404 -1.25 -31.67 38 20 28

168 6593.8 2.433 -2.32 -31.66 54 57

169 6136.6 2.453 -1.39 -31.62 26 15 18

169 6191.5 2.433 -1.46 -31.63 25 13 18

169 6252.5 2.404 -1.62 -31.64 95 18 11 12

170 5916.2 2.453 -2.90 -31.59 25

206 6609.1 2.559 -2.62 -31.62 34 33

207 6065.4 2.608 -1.46 -31.55 97 99 16 7 11

207 6137.6 2.588 -1.31 -31.57 15

207 6200.3 2.608 -2.35 -31.57 44 41

207 6230.7 2.559 -1.16 -31.59 30 15 21

207 6322.6 2.588 -2.35 -31.58 48 44

209 5778.4 2.588 -3.51 -31.53 7

268 6546.2 2.758 -1.59 -31.54 81 88 8

268 6592.9 2.727 -1.47 -31.55 92 9

268 6677.9 2.692 -1.33 -31.57 100 20 11 12

318 4890.7 2.875 -0.44 -30.80 50 33 38

318 4891.4 2.851 -0.17 -30.81 67 48 54

318 4918.9 2.865 -0.38 -30.81 57 36 41

318 4920.5 2.832 0.06 -30.83 81 58 64

318 4957.2 2.851 -0.42 -30.84 56 34 39

318 4957.5 2.808 0.19 -30.85 95 67 75

342 6229.2 2.845 -2.94 -31.47 19 10

342 6270.2 2.858 -2.57 -31.47 28 20

383 5068.7 2.940 -1.11 -30.82 18 11 14

383 5139.4 2.940 -0.59 -30.83 44 27 21

383 5191.4 3.038 -0.61 -30.80 36 19 25

383 5232.9 2.940 -0.13 -30.86 67 45 50

383 5266.5 2.998 -0.43 -30.83 47 29 34

383 5281.7 3.038 -0.91 -30.82 22 13 14

384 4787.8 2.998 -2.62 -30.70 18

553 5217.3 3.211 -1.03 -30.71 88 95 10 6 7

553 5253.4 3.283 -1.57 -31.31 56 44

553 5324.1 3.211 -0.05 -30.75 50 32 36

553 5339.9 3.266 -0.62 -30.71 21 13 13

553 5393.1 3.241 -0.65 -30.75 20 11 13

554 4736.7 3.211 -0.80 -30.48 110 23 13 14

686 5586.7 3.368 -0.07 -30.71 42 27 28

686 5569.6 3.417 -0.54 -30.66 21 12 13

686 5572.8 3.396 -0.28 -30.68 32 19 21

686 5615.6 3.332 0.05 -30.74 52 33 37

686 5624.5 3.417 -0.75 -30.68 100 20 8 9

816 6232.6 3.654 -1.21 -30.67 61 44

816 6246.3 3.602 -0.71 -30.71 89 93 6

816 6400.0 3.602 -0.25 -30.74 25 15 17

816 6411.6 3.654 -0.62 -30.71 98 13 8 9

984 4985.2 3.928 -0.71 -30.08 86 74

1031 5491.8 4.186 -2.22 -30.53 6

1062 5525.5 4.230 -1.28 -30.05 36

1087 5662.5 4.178 -0.60 -30.07 75 56

1087 5705.4 4.301 -1.49 -30.05 21 9

1092 5133.6 4.178 0.20 -30.40 25 15 16

1094 5074.7 4.220 -0.10 -30.32 104 89 14 9

1146 5364.8 4.445 0.15 -30.21 108 94 16 11 9

1146 5367.4 4.415 0.22 -30.25 21 14 11

1146 5369.9 4.371 0.34 -30.31 25 17 15

1146 5383.3 4.312 0.42 -30.38 30 21 20

1146 5424.0 4.320 0.52 -30.39 34 22 22

1164 5410.9 4.473 0.14 -30.20 102 19 11 13

1164 5415.1 4.386 0.41 -30.31 29 18 17

1178 6024.0 4.548 0.03 -30.40 93 71 10 6 5

1179 5855.1 4.607 -1.56 -30.26 12

1195 6752.7 4.638 -1.27 -30.05 20

**Table 4:** Atomic data of Fe I lines used in the analysis of the reference stars. Column 1 gives the multiplet number, Col. 2 the wavelength in Å, Col. 3 the lower excitation energy, Col. 4 the differential log gf value with respect to log $\varepsilon$ (Fe) $_\odot$ = 7.51, Col. 5 the employed log C₆ value. The products log $gf\varepsilon _\odot$ that the log gf values presented here imply differ slightly from those presented in Paper II. This is because a global minimization was performed in Paper II to determine the log C₆ values, whereas lines were fitted individually here on the basis of the minimization procedure. A radial-tangential approximation to macroturbulence (Gray 1977) was used for the analysis of the Sun, a Gaussian otherwise. The equivalent widths (in mÅ) in Cols. 6-10 are of low quality, but only enter the analysis in the derivation of the microturbulence. We discourage from using these values for abundance analyses.
Mult.	$\lambda$	$E_{\rm low}$	log $gf_{\rm diff}$	log C₆	Procyon	Gmb 1830	HD 19445	HD 84937	HD 140283
1	5166.2	0.000	-4.18	-32.22	73		16	5	11
1	5225.5	0.110	-4.74	-32.20	33	62
1	5247.0	0.087	-4.91	-32.21	27	57
1	5250.2	0.121	-4.88	-32.20	26	57
2	4347.2	0.000	-5.47	-32.16		27
2	4427.3	0.052	-2.94	-32.15			60	36	56
2	4445.4	0.087	-5.43	-32.15	11	27
3	4232.7	0.110	-4.96	-32.12		47
13	6498.9	0.958	-4.64	-32.08		27
15	5269.5	0.859	-1.34	-32.04			111	84	97
15	5328.0	0.915	-1.49	-32.03			100	74	89
15	5371.4	0.958	-1.70	-32.02			89	64	80
15	5397.1	0.915	-2.03	-32.03			73	49	64
15	5405.7	0.990	-1.84	-32.02			76	51	69
34	6581.2	1.485	-4.73	-31.96		7
34	6739.5	1.557	-4.92	-31.91		4
36	5194.9	1.557	-2.15	-31.83	109		34	17
36	5216.2	1.608	-2.22	-31.82	101		27	13	22
41	4404.7	1.557	-0.18	-31.71				98
42	4147.6	1.485	-2.15	-31.67	100			17	26
42	4271.7	1.485	-0.25	-31.70				103
62	6151.6	2.176	-3.31	-31.72	20	22
62	6297.8	2.223	-2.70	-31.72	46	49
64	6082.7	2.223	-3.60	-31.70		13
64	6240.6	2.223	-3.30	-31.71	21	21
66	5079.2	2.198	-2.01	-31.58	92	93
66	5198.7	2.223	-2.14	-31.59	77
66	5250.6	2.198	-2.00	-31.61	90	87
68	4494.5	2.198	-1.17	-31.45					36
69	4442.8	2.176	-2.79	-31.44		37
71	4282.4	2.176	-1.06	-31.39			57	41	45
111	6421.3	2.279	-1.98	-31.71	87	91
111	6663.4	2.424	-2.42	-31.67	60	54
111	6750.1	2.424	-2.56	-31.68	45	46
111	6978.8	2.484	-2.44	-31.67	53
114	4924.7	2.279	-2.15	-31.52	73	69
114	5049.8	2.279	-1.31	-31.54			33	18	25
114	5141.7	2.424	-2.22	-31.50	62
116	4439.8	2.279	-3.04	-31.39	24	24
152	4187.0	2.449	-0.66	-30.79			62	43	54
152	4222.2	2.449	-0.98	-30.80			42	26	34
152	4233.6	2.482	-0.70	-30.79			59	40	44
152	4250.1	2.469	-0.49	-30.81			72	48	53
152	4260.4	2.399	-0.01	-30.84			100	74	75
168	6393.6	2.433	-1.46	-31.65	101		22	13	15
168	6494.9	2.404	-1.25	-31.67			38	20	28
168	6593.8	2.433	-2.32	-31.66	54	57
169	6136.6	2.453	-1.39	-31.62			26	15	18
169	6191.5	2.433	-1.46	-31.63			25	13	18
169	6252.5	2.404	-1.62	-31.64	95		18	11	12
170	5916.2	2.453	-2.90	-31.59	25
206	6609.1	2.559	-2.62	-31.62	34	33
207	6065.4	2.608	-1.46	-31.55	97	99	16	7	11
207	6137.6	2.588	-1.31	-31.57					15
207	6200.3	2.608	-2.35	-31.57	44	41
207	6230.7	2.559	-1.16	-31.59			30	15	21
207	6322.6	2.588	-2.35	-31.58	48	44
209	5778.4	2.588	-3.51	-31.53	7
268	6546.2	2.758	-1.59	-31.54	81	88			8
268	6592.9	2.727	-1.47	-31.55		92			9
268	6677.9	2.692	-1.33	-31.57	100		20	11	12
318	4890.7	2.875	-0.44	-30.80			50	33	38
318	4891.4	2.851	-0.17	-30.81			67	48	54
318	4918.9	2.865	-0.38	-30.81			57	36	41
318	4920.5	2.832	0.06	-30.83			81	58	64
318	4957.2	2.851	-0.42	-30.84			56	34	39
318	4957.5	2.808	0.19	-30.85			95	67	75
342	6229.2	2.845	-2.94	-31.47	19	10
342	6270.2	2.858	-2.57	-31.47	28	20
383	5068.7	2.940	-1.11	-30.82			18	11	14
383	5139.4	2.940	-0.59	-30.83			44	27	21
383	5191.4	3.038	-0.61	-30.80			36	19	25
383	5232.9	2.940	-0.13	-30.86			67	45	50
383	5266.5	2.998	-0.43	-30.83			47	29	34
383	5281.7	3.038	-0.91	-30.82			22	13	14
384	4787.8	2.998	-2.62	-30.70	18
553	5217.3	3.211	-1.03	-30.71	88	95	10	6	7
553	5253.4	3.283	-1.57	-31.31	56	44
553	5324.1	3.211	-0.05	-30.75			50	32	36
553	5339.9	3.266	-0.62	-30.71			21	13	13
553	5393.1	3.241	-0.65	-30.75			20	11	13
554	4736.7	3.211	-0.80	-30.48	110		23	13	14
686	5586.7	3.368	-0.07	-30.71			42	27	28
686	5569.6	3.417	-0.54	-30.66			21	12	13
686	5572.8	3.396	-0.28	-30.68			32	19	21
686	5615.6	3.332	0.05	-30.74			52	33	37
686	5624.5	3.417	-0.75	-30.68	100		20	8	9
816	6232.6	3.654	-1.21	-30.67	61	44
816	6246.3	3.602	-0.71	-30.71	89	93			6
816	6400.0	3.602	-0.25	-30.74			25	15	17
816	6411.6	3.654	-0.62	-30.71	98		13	8	9
984	4985.2	3.928	-0.71	-30.08	86	74
1031	5491.8	4.186	-2.22	-30.53	6
1062	5525.5	4.230	-1.28	-30.05	36
1087	5662.5	4.178	-0.60	-30.07	75	56
1087	5705.4	4.301	-1.49	-30.05	21	9
1092	5133.6	4.178	0.20	-30.40			25	15	16
1094	5074.7	4.220	-0.10	-30.32	104	89	14	9
1146	5364.8	4.445	0.15	-30.21	108	94	16	11	9
1146	5367.4	4.415	0.22	-30.25			21	14	11
1146	5369.9	4.371	0.34	-30.31			25	17	15
1146	5383.3	4.312	0.42	-30.38			30	21	20
1146	5424.0	4.320	0.52	-30.39			34	22	22
1164	5410.9	4.473	0.14	-30.20		102	19	11	13
1164	5415.1	4.386	0.41	-30.31			29	18	17
1178	6024.0	4.548	0.03	-30.40	93	71	10	6	5
1179	5855.1	4.607	-1.56	-30.26	12
1195	6752.7	4.638	-1.27	-30.05	20

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