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Journal of Research of the National Institute of Standards and Technology logoLink to Journal of Research of the National Institute of Standards and Technology
. 2004 Jun 1;109(3):371–389. doi: 10.6028/jres.109.027

High-Resolution Observations of the Infrared Spectrum of Neutral Neon

Craig J Sansonetti 1, Marion M Blackwell 1, E B Saloman 1
PMCID: PMC4854319  PMID: 27366619

Abstract

We have observed the spectrum of neutral neon (Ne I) emitted by a microwave-excited electrodeless discharge lamp with the National Institute of Standards and Technology 2 m Fourier transform spectrometer. The spectra cover the regions 6929 Å to 11 000 Å with a resolution of 0.01 cm−1 and 11 000 Å to 47 589 Å with a resolution of 0.007 cm−1. We present a line list that includes more than 650 classified lines and provides an accurate and comprehensive description of the infrared spectrum. The response of the Fourier transform spectrometer was determined by using a radiometrically calibrated tungsten strip lamp, providing relative intensities that for moderate to strong lines are accurate to approximately 10 % over the entire range of the observations. The identities of many lines that were previously multiply classified are unambiguously resolved.

Keywords: atomic spectroscopy, Fourier transform spectroscopy, infrared, neon, wavelengths

1. Introduction

Neon discharges are widely used in scientific, technical, and commercial applications. Despite the fact that Ne is frequently used as a buffer gas in sources for laboratory spectroscopy, no comprehensive description of its spectrum in the extraphotographic infrared region has appeared in the literature. Photographic spectra recorded with large grating spectrographs in the near infrared region have reasonably high resolution but extend to only about 12 000 Å [1]. At longer wavelengths, spectra obtained with infrared scanning instruments have resolution and accuracy that are very low by current standards [2,3].

The most complete line list for Ne at wavelengths longer than 11 000 Å was given by Humphreys [4] based on spectra recorded with a scanning 1 m grating spectrometer. The relative intensities in this list are experimental values from Humphreys’s grating observations, but the wavelengths are calculated from the Ne energy levels of Kaufman and Minnhagen [5]. Because of the low resolution and accuracy of the experimental spectra, many lines are multiply classified. In some cases as many as five classfications and calculated wavelengths are associated with a single feature in the observed spectrum. For such a case Ref. [4] provides no information about the relative intensities of these possible transitions in a high resolution spectrum, nor does it provide any basis for estimating the effective wavelength of the unresolved transitions at low resolution.

Measurements for 118 infrared lines of neon were reported by Chang et al. [6] based on hollow cathode spectra from the archives of the Fourier transform spectrometer of the National Solar Observatory at Kitt Peak National Observatory. These are the most accurate published measurements for neon in the infrared. Unfortunately, the work of Chang et al. has little value as a description of the spectrum since it gives no intensities and includes only selected lines.

In order to provide a comprehensive high-resolution description of the infrared spectrum of Ne, we made new observations with the National Institute of Standards and Technology (NIST) 2 m Fourier transform spectrometer (FTS). This is one component of a broader program of observations and compilations for the noble gases currently in progress at NIST. A more detailed description of this program and of our experimental observations for the infrared spectra of the noble gases has been given in Ref. [7]. We have also produced a complete compilation of transitions and energy levels for Ne I [8], which includes many data from the present work.

2. Experiment

The spectrum was excited in a commercial sealed electrodeless discharge lamp filled for this work with Ne at a pressure of 200 Pa (1.5 Torr). The lamp design, illustrated in Fig. 1, is derived from that used by Wilkinson and Tanaka [9]. The lamp is equipped with a cemented magnesium fluoride window that permits viewing along the axis of the discharge. The double wall in the area of the window protects the epoxy seal from the discharge as demonstrated by Bass [10]. The lamp contains a barium getter in a side arm to trap impurities released from the walls during operation. Initial attempts to power the lamp using an Evenson cavity [11] were unsuccessful because we could not maintain stable tuning of the cavity over the several hours required for data acquisition. This resulted in large discontinuous variations in light output that were unacceptable for the FTS. We therefore turned to a cup-type antenna directed toward the side of the lamp near its midpoint to couple power to the discharge. This produced very stable excitation.

Fig. 1.

Fig. 1

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Design of the electrodeless discharge lamp used to observe the Ne I spectrum.

Light from the electrodeless lamp was directed to the entrance aperture of the FTS through a path purged with dry air to avoid infrared absorption by atmospheric water vapor. The purged path incorporates a remotely-actuated rotating mirror and a concave mirror as shown in Fig. 2, permitting light from either the Ne lamp or a radiometric standard source to be imaged to the entrance aperture of the FTS. The radiometric standard source, a tungsten strip lamp with sapphire window, was used for calibration of the instrumental response.

Fig. 2.

Fig. 2

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Schematic of the optical setup used to obtain radiometrically calibrated spectra.

Spectra were recorded with different combinations of beamsplitter, detector, and filter in three overlapping regions, covering the range from 7000 Å to 50 000 Å. The combinations used and resolution for each of these regions are summarized in Table 1. The instrumental resolution was 0.01 cm−1 for the shortest wavelength region, extending to 11 000 Å, and 0.007 cm−1 for the longer wavelength regions. This was sufficient to fully resolve all of the lines. Optical filters were used to eliminate the visible spectrum and scattered light from the He/Ne reference laser. Two detectors at the complementary outputs of the FTS were operated differentially to acquire the interferogram. Sixteen scans of the interferogram were coadded, representing a data acquisition time of about one hour for each spectrum. Six Ne spectra were recorded, two for each of the three spectral regions. Before or after each observation of the Ne lamp, a spectrum of the tungsten strip lamp was recorded. Representative spectra of this standard lamp for the three spectral regions are shown in Fig. 3. These calibration spectra were later used to correct the intensities in the Ne spectra for the response of the FTS, filters, and detectors.

Table 1.

Summary of observing parameters used in this experiment

Spectral region
(Å)		 Resolution
(cm−1)		 Beam splitter Detector Filter
7 000–11 000 0.01 Fused Silica Si photodiode High pass 6500 Å
11 000–35 000 0.007 Fused Silica InSb High pass 6500 Å
13 000–50 000 0.007 CaF2 InSb AR coated silicon
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Fig. 3.

Fig. 3

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Spectrum of the tungsten strip lamp lamp as recorded with the three combinations of beamsplitter, filters, and detector used in this experiment. Each spectrum has been arbitrarily scaled to a maximum signal of 1.0. (dot-dash line—fused silica beamsplitter, Si photodiodes, 6500 Å high pass filter; solid line—fused silica beamsplitter, InSb detector, 6500 Å high pass filter; dotted line—CaF2 beamsplitter, InSb detector, antireflection coated Si filter)

The interferograms were transformed and the spectra were phase corrected and measured by using the interactive program Xgremlin, an X-windows implementation of the FTS analysis program GREMLIN [12] with graphical user interface and significantly enhanced capabilities that was developed by Griesmann at NIST. A brief description of Xgremlin is given in [13].

Ne has only small isotope shifts between the dominant 20Ne, which accounts for 91 % of the natural abundance, and 22Ne which makes up virtually all of the balance. Neither of these isotopes has magnetic hyperfine structure (hfs). Consequently, the observed lines in our Ne spectra were generally narrow and symmetric as illustrated by the lines in Fig. 4. Lines of this type were measured by fitting the observed profile with a Voigt function. A few lines had sufficiently large isotope shifts to display significant asymmetry. These lines were measured by interactively marking upper and lower wave-number limits that enclose the line and calculating the center of gravity of the spectrum between those limits. For all lines the integrated intensity under the line profile was determined.

Fig. 4.

Fig. 4

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Ne spectral lines at 15 191 Å (6581 cm−1). The five classifications shown were assigned to a single experimentally observed feature in Ref. [4]. On this intensity scale the strongest line in the spectrum has intensity 100 000.

3. Calibration and Data Processing

Spectra recorded with an FTS are linear in wave number to very high precision, but to obtain absolute accuracy of better than a few parts in 106 it is necessary to correct the scale by a multiplicative constant derived from accurately known internal standard lines. For this purpose we used wave numbers calculated from optimized level values of the 2p53s, 3p, 3d, and 4s configurations. Lines of these transition arrays have been recommended as secondary standards by the International Astronomical Union (IAU) [14]. Sixty-one lines of the 3s–3p, 3p–3d, and 3p–4s transition arrays were used for the calibration. Lines of the 3d–4p and 4s–4p transition arrays were not used because they gave results that were systematically inconsistent with the other calibration lines.

For each spectrum the lines were initially measured with respect to the uncorrected wave number scale. A correction factor was then determined by taking the unweighted average of individual correction factors calculated from each of the standard lines. Not all standard lines appeared in all spectra. For spectra covering the range 7000 Å to 11 000 Å about 40 standards were used and for the longer wavelength regions about 27 standards were used. In all cases the average correction was in the range 4 to 6 parts in 107 and the standard deviation of the individual values was about 1 part in 107.

The final wave number for each line was calculated from the corrected values as the unweighted average of the individual measurements. For most lines there were two to four observations. For a few lines there was only a single observation; for others there were as many as six. The uncertainty for each line was calculated as the quadrature sum of three terms: the calibration uncertainty as measured by the standard deviation of the individual line correction factors, the standard deviation of the multiple measurements of the line, and the estimated precision with which the line position could be measured in the spectra. For most lines of moderate or greater intensity the uncertainty is dominated by the first two terms. The third term is calculated as the line width divided by twice the signal-to-noise ratio at the line center [15]. It is included to insure that weak or broad lines are not assigned an unreasonably low uncertainty because of an accidentally high degree of agreement between a small number of measurements.

For each Ne spectrum the radiometric response of the combination of FTS, filters, and detectors was determined by recording the spectrum of the standard tungsten strip lamp with the same filters, detectors, and FTS observing parameters. This spectrum was compared to the previously calibrated output of the strip lamp to generate an instrumental response curve that was used to adjust the integrated intensities of the spectral lines to a uniform linear dependence on the number of photons detected. With this choice for the calibration, the ratios of intensities of lines with a common upper level give directly the branching ratios of the various decay paths.

After calibrated intensities had been obtained for each spectrum, lines of moderate intensity in the overlapping spectral regions were used to determine scaling factors that were applied to place all of the spectra on a common intensity scale. The intensities from the multiple observations of each line were then averaged. For the two spectra in the 13 000 Å to 50 000 Å region, intensities of the 11 lines between 9218 cm−1 and 9465 cm−1 were omitted from the intensity average because they differed systematically from the intensities of the same lines measured in the two shorter wavelength regions. These lines were at the extreme end of the long wavelength region where the instrumental response was very low. Finally, the entire set of average intensities was scaled to obtain values on a linear scale from 1 to 100 000.

In order to estimate the uncertainty of the intensities, we examined the ratio of the standard deviation to the average value for each of the approximately 600 lines for which more than one measurement was made. From this analysis we observed that the relative uncertainty of the intensities is about 10 % independent of intensity for lines with intensity of 100 or greater, 15 % for lines with intensities 10 to 100, and 25 % for lines weaker than 10. The analysis of uncertainties is summarized in Table 2, where we present the percentage of lines for which the relative standard deviation lies within 1, 2, and 3 times the stated uncertainty for each decade in the intensity. Based on this distribution, the stated uncertainties represent approximately a 90 % level of confidence. The statistics for the 10 000 to 100 000 intensity range reflect the fact that the few lines with intensities greater than 50 000, especially those that are self-reversed, are somewhat less reproducible than weaker lines.

Table 2.

Distribution of the relative standard deviations of intensities for multiply determined lines with respect to multiples of the stated relative uncertainty

Intensity range Number of multiply determined lines Relative uncertainty Δ Percentage of relative standard deviations
< Δ < 2Δ < 3Δ
10 000–100 000 40 10 % 85.0 % 95.0 % 97.5 %
1000–10 000 103 10 % 93.2 % 100.0 %
100–1000 118 10 % 92.4 % 99.2 % 99.2 %
10–100 213 15 % 89.7 % 99.1 % 99.1 %
1–10 127 25 % 85.8 % 99.2 % 100.0 %
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4. Results

Results of this work are presented in Table 3. Virtually all lines previously reported in this spectral region have been observed. Only lines that could be reliably classified as transitions between Ne I levels are reported in the table. Impurity lines of Ar I, Xe I, O I, C I, and Hg I were identified and removed. Also removed were 23 weak lines that we were unable to identify. The strongest of these had intensity 57. All others were much weaker.

Table 3.

Spectral lines of Ne I in the infrared

Intensity and commenta Observed air wavelength
(Å)		 Uncertainty of observed wavelength
(Å)		 Observed wave number
(cm−1)		 Uncertainty of observed wave number
(cm−1)		 Classification
Configuration Term J Configuration Term J
100000 r 6929.4686 0.0011 14427.141 0.002 2p5(2Po1/2)3s 2[1/2]o 1 — 2p5(2Po3/2)3p 2[3/2] 2
34000 S 7024.0498 0.0008 14232.8762 0.0016 2p5(2Po1/2)3s 2[1/2]o 1 — 2p5(2Po3/2)3p 2[3/2] 1
85000 r 7032.4153 0.0008 14215.9453 0.0016 2p5(2Po3/2)3s 2[3/2]o 2 — 2p5(2Po3/2)3p 2[1/2] 1
2200 7051.2922 0.0008 14177.8883 0.0016 2p5(2Po3/2)3p 2[1/2] 1 — 2p5(2Po1/2)3d 2[3/2]o 1
10000 7059.1072 0.0008 14162.1923 0.0016 2p5(2Po3/2)3p 2[1/2] 1 — 2p5(2Po1/2)3d 2[3/2]o 2
80 7064.762 0.003 14150.856 0.005 2p5(2Po3/2)3p 2[1/2] 1 — 2p5(2Po1/2)3d 2[5/2]o 2
110 7112.3075 0.0008 14056.2594 0.0016 2p5(2Po1/2)3p 2[1/2] 0 — 2p5(2Po3/2)4d 2[3/2]o 1
55 7138.5400 0.0011 14004.606 0.002 2p5(2Po1/2)3p 2[1/2] 0 — 2p5(2Po3/2)4d 2[1/2]o 1
77000 S 7173.9372 0.0009 13935.5059 0.0017 2p5(2Po1/2)3s 2[1/2]o 1 — 2p5(2Po3/2)3p 2[5/2] 2
77000 r 7245.1673 0.0008 13798.5013 0.0015 2p5(2Po3/2)3s 2[3/2]o 1 — 2p5(2Po3/2)3p 2[1/2] 1
89 7304.8422 0.0008 13685.7789 0.0015 2p5(2Po1/2)3p 2[1/2] 0 — 2p5(2Po1/2)5s 2[1/2]o 1
60000 S 7438.8970 0.0008 13439.1517 0.0015 2p5(2Po1/2)3s 2[1/2]o 0 — 2p5(2Po3/2)3p 2[1/2] 1
3100 7472.4380 0.0008 13378.8288 0.0015 2p5(2Po3/2)3p 2[1/2] 1 — 2p5(2Po3/2)3d 2[3/2]o 1
32000 S 7488.8712 0.0008 13349.4711 0.0015 2p5(2Po3/2)3p 2[1/2] 1 — 2p5(2Po3/2)3d 2[3/2]o 2
28000 S 7535.7738 0.0008 13266.3845 0.0014 2p5(2Po3/2)3p 2[1/2] 1 — 2p5(2Po3/2)3d 2[1/2]o 1
13000 S 7544.0435 0.0008 13251.8421 0.0014 2p5(2Po3/2)3p 2[1/2] 1 — 2p5(2Po3/2)3d 2[1/2]o 0
60 7724.6233 0.0009 12942.0533 0.0015 2p5(2Po1/2)3p 2[1/2] 0 — 2p5(2Po3/2)5s 2[3/2]o 1
56 7833.0281 0.0009 12762.9433 0.0014 2p5(2Po3/2)3p 2[5/2] 3 — 2p5(2Po1/2)3d 2[3/2]o 2
230 7839.0520 0.0009 12753.1358 0.0014 2p5(2Po3/2)3p 2[5/2] 3 — 2p5(2Po1/2)3d 2[5/2]o 3
7 7839.9855 0.0018 12751.617 0.003 2p5(2Po3/2)3p 2[5/2] 3 — 2p5(2Po1/2)3d 2[5/2]o 2
300 7927.1174 0.0009 12611.4570 0.0014 2p5(2Po3/2)3p 2[5/2] 2 — 2p5(2Po1/2)3d 2[3/2]o 1
1300 7936.9957 0.0009 12595.7610 0.0014 2p5(2Po3/2)3p 2[5/2] 2 — 2p5(2Po1/2)3d 2[3/2]o 2
7900 S 7943.1806 0.0009 12585.9533 0.0014 2p5(2Po3/2)3p 2[5/2] 2 — 2p5(2Po1/2)3d 2[5/2]o 3
200 7944.1404 0.0009 12584.4328 0.0014 2p5(2Po3/2)3p 2[5/2] 2 — 2p5(2Po1/2)3d 2[5/2]o 2
5700 8082.4578 0.0009 12369.0729 0.0014 2p5(2Po1/2)3s 2[1/2]o 1 — 2p5(2Po3/2)3p 2[1/2] 1
3800 8118.5495 0.0009 12314.0854 0.0013 2p5(2Po3/2)3p 2[3/2] 1 — 2p5(2Po1/2)3d 2[3/2]o 1
1200 8128.9110 0.0009 12298.3893 0.0013 2p5(2Po3/2)3p 2[3/2] 1 — 2p5(2Po1/2)3d 2[3/2]o 2
17000 S 8136.4054 0.0009 12287.0614 0.0013 2p5(2Po3/2)3p 2[3/2] 1 — 2p5(2Po1/2)3d 2[5/2]o 2
310 8248.6826 0.0009 12119.8164 0.0013 2p5(2Po3/2)3p 2[3/2] 2 — 2p5(2Po1/2)3d 2[3/2]o 1
3300 8259.3791 0.0009 12104.1205 0.0013 2p5(2Po3/2)3p 2[3/2] 2 — 2p5(2Po1/2)3d 2[3/2]o 2
7200 8266.0769 0.0009 12094.3129 0.0013 2p5(2Po3/2)3p 2[3/2] 2 — 2p5(2Po1/2)3d 2[5/2]o 3
990 8267.1161 0.0009 12092.7925 0.0013 2p5(2Po3/2)3p 2[3/2] 2 — 2p5(2Po1/2)3d 2[5/2]o 2
29000 S 8300.3246 0.0009 12044.4111 0.0013 2p5(2Po3/2)3p 2[5/2] 3 — 2p5(2Po3/2)3d 2[5/2]o 3
1900 8301.5570 0.0009 12042.6230 0.0013 2p5(2Po3/2)3p 2[5/2] 3 — 2p5(2Po3/2)3d 2[5/2]o 2
4600 8365.7462 0.0009 11950.2222 0.0013 2p5(2Po3/2)3p 2[5/2] 3 — 2p5(2Po3/2)3d 2[3/2]o 2
6600 8376.3590 0.0009 11935.0813 0.0013 2p5(2Po3/2)3p 2[5/2] 3 — 2p5(2Po3/2)3d 2[7/2]o 3
76000 S 8377.6060 0.0009 11933.3048 0.0013 2p5(2Po3/2)3p 2[5/2] 3 — 2p5(2Po3/2)3d 2[7/2]o 4
2700 8417.1597 0.0009 11877.2284 0.0013 2p5(2Po3/2)3p 2[5/2] 2 — 2p5(2Po3/2)3d 2[5/2]o 3
26000 S 8418.4269 0.0009 11875.4406 0.0013 2p5(2Po3/2)3p 2[5/2] 2 — 2p5(2Po3/2)3d 2[5/2]o 2
3700 8463.3565 0.0009 11812.3974 0.0013 2p5(2Po3/2)3p 2[5/2] 2 — 2p5(2Po3/2)3d 2[3/2]o 1
1300 8484.4432 0.0009 11783.0397 0.0013 2p5(2Po3/2)3p 2[5/2] 2 — 2p5(2Po3/2)3d 2[3/2]o 2
69000 S 8495.3595 0.0009 11767.8989 0.0013 2p5(2Po3/2)3p 2[5/2] 2 — 2p5(2Po3/2)3d 2[7/2]o 3
1600 8544.6953 0.0009 11699.9532 0.0013 2p5(2Po3/2)3p 2[5/2] 2 — 2p5(2Po3/2)3d 2[1/2]o 1
2900 8571.3528 0.0009 11663.5656 0.0013 2p5(2Po1/2)3p 2[3/2] 1 — 2p5(2Po1/2)3d 2[3/2]o 1
1600 8582.9031 0.0009 11647.8696 0.0013 2p5(2Po1/2)3p 2[3/2] 1 — 2p5(2Po1/2)3d 2[3/2]o 2
41000 S 8591.2585 0.0009 11636.5416 0.0013 2p5(2Po1/2)3p 2[3/2] 1 — 2p5(2Po1/2)3d 2[5/2]o 2
35000 S 8634.6471 0.0009 11578.0689 0.0013 2p5(2Po3/2)3p 2[3/2] 1 — 2p5(2Po3/2)3d 2[5/2]o 2
740 8635.3177 0.0010 11577.1698 0.0013 2p5(2Po1/2)3p 2[3/2] 2 — 2p5(2Po1/2)3d 2[3/2]o 1
6000 8647.0412 0.0009 11561.4737 0.0013 2p5(2Po1/2)3p 2[3/2] 2 — 2p5(2Po1/2)3d 2[3/2]o 2
64000 S 8654.3828 0.0009 11551.6661 0.0013 2p5(2Po1/2)3p 2[3/2] 2 — 2p5(2Po1/2)3d 2[5/2]o 3
7600 8655.5220 0.0009 11550.1457 0.0013 2p5(2Po1/2)3p 2[3/2] 2 — 2p5(2Po1/2)3d 2[5/2]o 2
13000 S 8679.4936 0.0010 11518.2459 0.0013 2p5(2Po3/2)3p 2[1/2] 0 — 2p5(2Po1/2)3d 2[3/2]o 1
15000 S 8681.9208 0.0009 11515.0258 0.0013 2p5(2Po3/2)3p 2[3/2] 1 — 2p5(2Po3/2)3d 2[3/2]o 1
2900 8704.1122 0.0010 11485.6680 0.0013 2p5(2Po3/2)3p 2[3/2] 1 — 2p5(2Po3/2)3d 2[3/2]o 2
160 8767.536 0.004 11402.581 0.005 2p5(2Po3/2)3p 2[3/2] 1 — 2p5(2Po3/2)3d 2[1/2]o 1
10000 S 8771.6575 0.0010 11397.2240 0.0012 2p5(2Po1/2)3p 2[1/2] 1 — 2p5(2Po1/2)3d 2[3/2]o 1
2100 8778.7322 0.0010 11388.0391 0.0012 2p5(2Po3/2)3p 2[3/2] 1 — 2p5(2Po3/2)3d 2[1/2]o 0
57000 S 8780.6222 0.0010 11385.5880 0.0012 2p5(2Po3/2)3p 2[3/2] 2 — 2p5(2Po3/2)3d 2[5/2]o 3
230 8782.0015 0.0010 11383.7997 0.0013 2p5(2Po3/2)3p 2[3/2] 2 — 2p5(2Po3/2)3d 2[5/2]o 2
3000 S 8783.7543 0.0010 11381.5280 0.0012 2p5(2Po1/2)3p 2[1/2] 1 — 2p5(2Po1/2)3d 2[3/2]o 2
260 8792.5056 0.0010 11370.1999 0.0012 2p5(2Po1/2)3p 2[1/2] 1 — 2p5(2Po1/2)3d 2[5/2]o 2
550 8830.9067 0.0010 11320.7570 0.0012 2p5(2Po3/2)3p 2[3/2] 2 — 2p5(2Po3/2)3d 2[3/2]o 1
27000 S 8853.8672 0.0010 11291.3992 0.0012 2p5(2Po3/2)3p 2[3/2] 2 — 2p5(2Po3/2)3d 2[3/2]o 2
2100 8865.3058 0.0010 11276.8304 0.0012 2p5(2Po3/2)3p 2[1/2] 1 — 2p5(2Po1/2)4s 2[1/2]o 1
15000 S 8865.7556 0.0010 11276.2583 0.0012 2p5(2Po3/2)3p 2[3/2] 2 — 2p5(2Po3/2)3d 2[7/2]o 3
12 8892.2315 0.0017 11242.684 0.002 2p5(2Po3/2)4s 2[3/2]o 2 — 2p5(2Po3/2)6p 2[3/2] 2
6400 S 8919.5007 0.0010 11208.3127 0.0012 2p5(2Po3/2)3p 2[3/2] 2 — 2p5(2Po3/2)3d 2[1/2]o 1
18 8929.2503 0.0012 11196.0746 0.0015 2p5(2Po3/2)4s 2[3/2]o 2 — 2p5(2Po3/2)6p 2[5/2] 3
8 8941.5133 0.0014 11180.7196 0.0018 2p5(2Po3/2)4s 2[3/2]o 1 — 2p5(2Po3/2)6p 2[1/2] 0
4 8962.328 0.004 11154.753 0.005 2p5(2Po1/2)4s 2[1/2]o 1 — 2p5(2Po1/2)6p 2[1/2] 0
1800 S 8988.5564 0.0010 11122.2037 0.0012 2p5(2Po3/2)3p 2[1/2] 1 — 2p5(2Po1/2)4s 2[1/2]o 0
9 9036.9985 0.0016 11062.5843 0.0020 2p5(2Po1/2)4s 2[1/2]o 1 — 2p5(2Po1/2)6p 2[3/2] 2
4 9049.086 0.004 11047.808 0.005 2p5(2Po3/2)4s 2[3/2]o 1 — 2p5(2Po3/2)6p 2[3/2] 2
3 9052.424 0.008 11043.734 0.010 2p5(2Po1/2)4s 2[1/2]o 1 — 2p5(2Po1/2)6p 2[1/2] 1
7 9052.642 0.002 11043.468 0.003 2p5(2Po3/2)4s 2[3/2]o 1 — 2p5(2Po3/2)6p 2[3/2] 1
5 9073.033 0.002 11018.649 0.002 2p5(2Po3/2)4s 2[3/2]o 1 — 2p5(2Po3/2)6p 2[5/2] 2
12000 S 9148.6720 0.0010 10927.5491 0.0012 2p5(2Po1/2)3p 2[3/2] 1 — 2p5(2Po3/2)3d 2[5/2]o 2
8900 S 9201.7588 0.0010 10864.5060 0.0012 2p5(2Po1/2)3p 2[3/2] 1 — 2p5(2Po3/2)3d 2[3/2]o 1
6000 S 9220.0598 0.0010 10842.9411 0.0012 2p5(2Po1/2)3p 2[3/2] 2 — 2p5(2Po3/2)3d 2[5/2]o 3
2200 9221.5802 0.0010 10841.1533 0.0012 2p5(2Po1/2)3p 2[3/2] 2 — 2p5(2Po3/2)3d 2[5/2]o 2
1800 9226.6910 0.0010 10835.1483 0.0012 2p5(2Po1/2)3p 2[3/2] 1 — 2p5(2Po3/2)3d 2[3/2]o 2
910 9275.5191 0.0010 10778.1102 0.0012 2p5(2Po1/2)3p 2[3/2] 2 — 2p5(2Po3/2)3d 2[3/2]o 1
7700 S 9300.8532 0.0010 10748.7524 0.0012 2p5(2Po1/2)3p 2[3/2] 2 — 2p5(2Po3/2)3d 2[3/2]o 2
830 9310.5833 0.0010 10737.5193 0.0012 2p5(2Po1/2)3p 2[3/2] 1 — 2p5(2Po3/2)3d 2[1/2]o 0
2700 9313.9731 0.0010 10733.6115 0.0012 2p5(2Po1/2)3p 2[3/2] 2 — 2p5(2Po3/2)3d 2[7/2]o 3
6900 S 9326.5072 0.0010 10719.1864 0.0012 2p5(2Po3/2)3p 2[1/2] 0 — 2p5(2Po3/2)3d 2[3/2]o 1
1500 9373.3079 0.0010 10665.6659 0.0012 2p5(2Po1/2)3p 2[3/2] 2 — 2p5(2Po3/2)3d 2[1/2]o 1
7 9377.2276 0.0013 10661.2077 0.0014 2p5(2Po1/2)3p 2[1/2] 1 — 2p5(2Po3/2)3d 2[5/2]o 2
4800 S 9425.3797 0.0010 10606.7422 0.0012 2p5(2Po3/2)3p 2[1/2] 0 — 2p5(2Po3/2)3d 2[1/2]o 1
66 9433.0082 0.0010 10598.1645 0.0012 2p5(2Po1/2)3p 2[1/2] 1 — 2p5(2Po3/2)3d 2[3/2]o 1
2800 9459.2110 0.0010 10568.8068 0.0012 2p5(2Po1/2)3p 2[1/2] 1 — 2p5(2Po3/2)3d 2[3/2]o 2
5000 S 9486.6825 0.0010 10538.2018 0.0012 2p5(2Po3/2)3p 2[1/2] 1 — 2p5(2Po3/2)4s 2[3/2]o 1
6100 S 9534.1640 0.0010 10485.7203 0.0011 2p5(2Po1/2)3p 2[1/2] 1 — 2p5(2Po3/2)3d 2[1/2]o 1
2800 S 9547.4052 0.0010 10471.1778 0.0011 2p5(2Po1/2)3p 2[1/2] 1 — 2p5(2Po3/2)3d 2[1/2]o 0
2 9574.002 0.003 10442.089 0.003 2p5(2Po1/2)4s 2[1/2]o 1 — 2p5(2Po3/2)6p 2[1/2] 0
18000 S 9665.4200 0.0011 10343.3251 0.0011 2p5(2Po3/2)3p 2[1/2] 1 — 2p5(2Po3/2)4s 2[3/2]o 2
3 9823.453 0.009 10176.929 0.010 2p5(2Po3/2)3d 2[1/2]o 0 — 2p5(2Po3/2)7f 2[3/2] 1
13 * 9837.507 0.012 10162.391 0.012 2p5(2Po3/2)3d 2[1/2]o 1 — 2p5(2Po3/2)7f 2[3/2] 1
13 * 9837.507 0.012 10162.391 0.012 2p5(2Po3/2)3d 2[1/2]o 1 — 2p5(2Po3/2)7f 2[3/2] 2
30 a* 9900.594 0.010 10097.636 0.011 2p5(2Po3/2)3d 2[7/2]o 4 — 2p5(2Po3/2)7f 2[9/2] 4
30 a* 9900.594 0.010 10097.636 0.011 2p5(2Po3/2)3d 2[7/2]o 4 — 2p5(2Po3/2)7f 2[9/2] 5
25 a 9902.337 0.010 10095.858 0.010 2p5(2Po3/2)3d 2[7/2]o 3 — 2p5(2Po3/2)7f 2[9/2] 4
13 9915.195 0.006 10082.766 0.006 2p5(2Po3/2)3d 2[3/2]o 2 — 2p5(2Po3/2)7f 2[5/2] 3
6 * 9918.602 0.008 10079.303 0.008 2p5(2Po3/2)3d 2[3/2]o 2 — 2p5(2Po3/2)7f 2[3/2] 1
6 * 9918.602 0.008 10079.303 0.008 2p5(2Po3/2)3d 2[3/2]o 2 — 2p5(2Po3/2)7f 2[3/2] 2
10 9936.853 0.003 10060.790 0.003 2p5(2Po1/2)3d 2[5/2]o 2 — 2p5(2Po1/2)7f 2[7/2] 3
16 9938.352 0.002 10059.273 0.002 2p5(2Po1/2)3d 2[5/2]o 3 — 2p5(2Po1/2)7f 2[7/2] 4
9 9944.140 0.007 10053.418 0.007 2p5(2Po3/2)3d 2[3/2]o 1 — 2p5(2Po3/2)7f 2[5/2] 2
4 * 9945.058 0.004 10052.489 0.004 2p5(2Po3/2)3d 2[3/2]o 2 — 2p5(2Po1/2)6f 2[5/2] 2
4 * 9945.058 0.004 10052.489 0.004 2p5(2Po3/2)3d 2[3/2]o 2 — 2p5(2Po1/2)6f 2[5/2] 3
9 9948.061 0.020 10049.45 0.02 2p5(2Po1/2)3d 2[3/2]o 2 — 2p5(2Po1/2)7f 2[5/2] 3
7 9963.605 0.006 10033.777 0.006 2p5(2Po1/2)3d 2[3/2]o 1 — 2p5(2Po1/2)7f 2[5/2] 2
13 10005.600 0.004 9991.664 0.004 2p5(2Po3/2)3d 2[5/2]o 2 — 2p5(2Po3/2)7f 2[7/2] 3
20 10007.385 0.004 9989.882 0.004 2p5(2Po3/2)3d 2[5/2]o 3 — 2p5(2Po3/2)7f 2[7/2] 4
5 10008.685 0.011 9988.585 0.011 2p5(2Po3/2)3d 2[5/2]o 3 — 2p5(2Po3/2)7f 2[5/2] 3
2 10210.835 0.004 9790.835 0.004 2p5(2Po3/2)4s 2[3/2]o 1 — 2p5(2Po1/2)5p 2[1/2] 0
4 10224.659 0.002 9777.597 0.002 2p5(2Po3/2)4s 2[3/2]o 2 — 2p5(2Po1/2)5p 2[3/2] 2
16 10245.7132 0.0013 9757.5052 0.0013 2p5(2Po3/2)4s 2[3/2]o 2 — 2p5(2Po1/2)5p 2[1/2] 1
420 10295.4162 0.0011 9710.3992 0.0011 2p5(2Po3/2)3p 2[5/2] 2 — 2p5(2Po1/2)4s 2[1/2]o 1
13 * 10432.5909 0.0017 9582.7207 0.0016 2p5(2Po3/2)4p 2[5/2] 2 — 2p5(2Po3/2)10s 2[3/2]o 1
13 * 10432.5909 0.0017 9582.7207 0.0016 2p5(2Po3/2)4s 2[3/2]o 1 — 2p5(2Po1/2)5p 2[3/2] 2
8000 S 10562.4089 0.0012 9464.9440 0.0011 2p5(2Po1/2)3p 2[1/2] 0 — 2p5(2Po1/2)3d 2[3/2]o 1
780 S 10620.6637 0.0015 9413.0285 0.0014 2p5(2Po3/2)3p 2[3/2] 1 — 2p5(2Po1/2)4s 2[1/2]o 1
19 10673.870 0.003 9366.107 0.003 2p5(2Po3/2)3d 2[1/2]o 0 — 2p5(2Po3/2)6f 2[3/2] 1
55 * 10690.457 0.005 9351.576 0.004 2p5(2Po3/2)3d 2[1/2]o 1 — 2p5(2Po3/2)6f 2[3/2] 2
55 * 10690.457 0.005 9351.576 0.004 2p5(2Po3/2)3d 2[1/2]o 1 — 2p5(2Po3/2)6f 2[3/2] 1
15 10758.204 0.013 9292.686 0.011 2p5(2Po3/2)3d 2[7/2]o 4 — 2p5(2Po3/2)6f 2[7/2] 4
14 * 10760.270 0.004 9290.902 0.003 2p5(2Po3/2)3d 2[7/2]o 3 — 2p5(2Po3/2)6f 2[7/2] 4
14 * 10760.270 0.004 9290.902 0.003 2p5(2Po3/2)3d 2[7/2]o 3 — 2p5(2Po3/2)6f 2[7/2] 3
150 10764.023 0.003 9287.662 0.003 2p5(2Po3/2)3d 2[7/2]o 4 — 2p5(2Po3/2)6f 2[9/2] 5
110 10766.087 0.003 9285.882 0.003 2p5(2Po3/2)3d 2[7/2]o 3 — 2p5(2Po3/2)6f 2[9/2] 4
69 10780.531 0.004 9273.441 0.003 2p5(2Po3/2)3d 2[3/2]o 2 — 2p5(2Po3/2)6f 2[5/2] 3
16 * 10786.286 0.003 9268.493 0.002 2p5(2Po3/2)3d 2[3/2]o 2 — 2p5(2Po3/2)6f 2[3/2] 2
16 * 10786.286 0.003 9268.493 0.002 2p5(2Po3/2)3d 2[3/2]o 2 — 2p5(2Po3/2)6f 2[3/2] 1
2 10790.862 0.004 9264.562 0.004 2p5(2Po1/2)4p 2[1/2] 1 — 2p5(2Po3/2)12s 2[3/2]o 1
6100 S 10798.0427 0.0013 9258.4014 0.011 2p5(2Po3/2)3p 2[3/2] 1 — 2p5(2Po1/2)4s 2[1/2]o 0
54 10806.358 0.006 9251.278 0.005 2p5(2Po1/2)3d 2[5/2]o 2 — 2p5(2Po1/2)6f 2[7/2] 3
74 10808.128 0.005 9249.762 0.004 2p5(2Po1/2)3d 2[5/2]o 3 — 2p5(2Po1/2)6f 2[7/2] 4
40 10814.755 0.007 9244.095 0.006 2p5(2Po3/2)3d 2[3/2]o 1 — 2p5(2Po3/2)6f 2[5/2] 2
92 10819.819 0.006 9239.768 0.005 2p5(2Po1/2)3d 2[3/2]o 2 — 2p5(2Po1/2)6f 2[5/2] 3
37 10838.2180 0.0014 9224.0824 0.0012 2p5(2Po1/2)3d 2[3/2]o 1 — 2p5(2Po1/2)6f 2[5/2] 2
9400 S 10844.4762 0.0013 9218.7593 0.0011 2p5(2Po3/2)3p 2[3/2] 2 — 2p5(2Po1/2)4s 2[1/2]o 1
58 10886.277 0.008 9183.362 0.007 2p5(2Po3/2)3d 2[5/2]o 2 — 2p5(2Po3/2)6f 2[7/2] 3
85 10888.392 0.008 9181.577 0.007 2p5(2Po3/2)3d 2[5/2]o 3 — 2p5(2Po3/2)6f 2[7/2] 4
25 10891.151 0.006 9179.252 0.005 2p5(2Po3/2)3d 2[5/2]o 3 — 2p5(2Po3/2)6f 2[5/2] 3
78 11020.8794 0.0015 9071.2017 0.0012 2p5(2Po3/2)4s 2[3/2]o 1 — 2p5(2Po3/2)5p 2[1/2] 0
64 11044.0002 0.0015 9052.2110 0.0012 2p5(2Po1/2)4s 2[1/2]o 1 — 2p5(2Po1/2)5p 2[1/2] 0
200 11049.7221 0.0014 9047.5235 0.0011 2p5(2Po3/2)4s 2[3/2]o 2 — 2p5(2Po3/2)5p 2[3/2] 2
29 11060.808 0.002 9038.4556 0.0020 2p5(2Po3/2)4s 2[3/2]o 2 — 2p5(2Po3/2)5p 2[3/2] 1
73 11120.2780 0.0016 8990.1190 0.0013 2p5(2Po3/2)4s 2[3/2]o 2 — 2p5(2Po3/2)5p 2[5/2] 2
49 11134.5095 0.0019 8978.6283 0.0016 2p5(2Po1/2)4s 2[1/2]o 0 — 2p5(2Po1/2)5p 2[1/2] 1
55 11138.4329 0.0015 8975.4657 0.0012 2p5(2Po1/2)4s 2[1/2]o 0 — 2p5(2Po1/2)5p 2[3/2] 1
26000 S 11143.0198 0.0013 8971.7710 0.0011 2p5(2Po3/2)3p 2[5/2] 2 — 2p5(2Po3/2)4s 2[3/2]o 1
270 11160.2133 0.0014 8957.9491 0.0011 2p5(2Po3/2)4s 2[3/2]o 2 — 2p5(2Po3/2)5p 2[5/2] 3
49000 S 11177.5227 0.0014 8944.0770 0.0011 2p5(2Po3/2)3p 2[5/2] 3 — 2p5(2Po3/2)4s 2[3/2]o 2
65 11292.9647 0.0015 8852.6466 0.0012 2p5(2Po3/2)4s 2[3/2]o 1 — 2p5(2Po3/2)5p 2[3/2] 2
46 11298.4416 0.0016 8848.3553 0.0013 2p5(2Po3/2)4s 2[3/2]o 2 — 2p5(2Po3/2)5p 2[1/2] 1
140 11303.8878 0.0014 8844.0922 0.0011 2p5(2Po1/2)4s 2[1/2]o 1 — 2p5(2Po1/2)5p 2[3/2] 2
100 11304.5457 0.0014 8843.5775 0.0011 2p5(2Po3/2)4s 2[3/2]o 1 — 2p5(2Po3/2)5p 2[3/2] 1
41 11329.6259 0.0019 8824.0007 0.0015 2p5(2Po1/2)4s 2[1/2]o 1 — 2p5(2Po1/2)5p 2[1/2] 1
37 11333.6873 0.0018 8820.8386 0.0014 2p5(2Po1/2)4s 2[1/2]o 1 — 2p5(2Po1/2)5p 2[3/2] 1
110 11366.6716 0.0014 8795.2420 0.0011 2p5(2Po3/2)4s 2[3/2]o 1 — 2p5(2Po3/2)5p 2[5/2] 2
15000 S 11390.4330 0.0014 8776.8944 0.0011 2p5(2Po3/2)3p 2[5/2] 2 — 2p5(2Po3/2)4s 2[3/2]o 2
8800 S 11409.1336 0.0014 8762.5083 0.0011 2p5(2Po1/2)3p 2[3/2] 1 — 2p5(2Po1/2)4s 2[1/2]o 1
33000 S 11522.7450 0.0014 8676.1124 0.0010 2p5(2Po1/2)3p 2[3/2] 2 — 2p5(2Po1/2)4s 2[1/2]o 1
17000 S 11525.0203 0.0014 8674.3995 0.0011 2p5(2Po3/2)3p 2[3/2] 1 — 2p5(2Po3/2)4s 2[3/2]o 1
9100 S 11536.3446 0.0014 8665.8846 0.0010 2p5(2Po1/2)3p 2[1/2] 0 — 2p5(2Po3/2)3d 2[3/2]o 1
2600 S 11601.5369 0.0014 8617.1887 0.0010 2p5(2Po3/2)3p 2[1/2] 0 — 2p5(2Po1/2)4s 2[1/2]o 1
13000 S 11614.0808 0.0014 8607.8816 0.0010 2p5(2Po1/2)3p 2[3/2] 1 — 2p5(2Po1/2)4s 2[1/2]o 0
2800 S 11688.0028 0.0014 8553.4403 0.0010 2p5(2Po1/2)3p 2[1/2] 0 — 2p5(2Po3/2)3d 2[1/2]o 1
15000 S 11766.7930 0.0014 8496.1667 0.0010 2p5(2Po1/2)3p 2[1/2] 1 — 2p5(2Po1/2)4s 2[1/2]o 1
13000 S 11789.0444 0.0014 8480.1306 0.0010 2p5(2Po3/2)3p 2[3/2] 2 — 2p5(2Po3/2)4s 2[3/2]o 1
3200 S 11789.8894 0.0014 8479.5228 0.0010 2p5(2Po3/2)3p 2[3/2] 1 — 2p5(2Po3/2)4s 2[3/2]o 2
20 11979.781 0.003 8345.1142 0.0019 2p5(2Po3/2)4p 2[1/2] 1 — 2p5(2Po3/2)6d 2[3/2]o 2
7400 S 11984.9139 0.0014 8341.5401 0.0010 2p5(2Po1/2)3p 2[1/2] 1 — 2p5(2Po1/2)4s 2[1/2]o 0
18 11996.569 0.002 8333.4360 0.0016 2p5(2Po3/2)4p 2[1/2] 1 — 2p5(2Po3/2)6d 2[1/2]o 1
5 11997.813 0.005 8332.572 0.003 2p5(2Po1/2)4s 2[1/2]o 1 — 2p5(2Po3/2)5p 2[1/2] 0
23000 S 12066.3341 0.0014 8285.2538 0.0010 2p5(2Po3/2)3p 2[3/2] 2 — 2p5(2Po3/2)4s 2[3/2]o 2
3 12388.983 0.005 8069.480 0.003 2p5(2Po1/2)4s 2[1/2]o 0 — 2p5(2Po3/2)5p 2[1/2] 1
4 12408.769 0.005 8056.613 0.003 2p5(2Po1/2)4s 2[1/2]o 1 — 2p5(2Po3/2)5p 2[5/2] 2
18 12430.505 0.003 8042.5253 0.0016 2p5(2Po3/2)4p 2[5/2] 3 — 2p5(2Po3/2)6d 2[5/2]o 3
75 12453.3684 0.0014 8027.7596 0.0009 2p5(2Po3/2)4p 2[5/2] 3 — 2p5(2Po3/2)6d 2[7/2]o 4
4300 S 12459.3903 0.0016 8023.8796 0.0010 2p5(2Po1/2)3p 2[3/2] 1 — 2p5(2Po3/2)4s 2[3/2]o 1
160 12464.1163 0.0014 8020.8372 0.0009 2p5(2Po3/2)3d 2[1/2]o 0 — 2p5(2Po3/2)5f 2[3/2] 1
23 * 12473.468 0.003 8014.824 0.002 2p5(2Po3/2)4p 2[1/2] 1 — 2p5(2Po3/2)7s 2[3/2]o 2
23 * 12473.468 0.003 8014.824 0.002 2p5(2Po3/2)3d 2[1/2]o 1 — 2p5(2Po3/2)5f 2[5/2] 2
450 * 12486.7315 0.0014 8006.3104 0.0009 2p5(2Po3/2)3d 2[1/2]o 1 — 2p5(2Po3/2)5f 2[3/2] 2
450 * 12486.7315 0.0014 8006.3104 0.0009 2p5(2Po3/2)3d 2[1/2]o 1 — 2p5(2Po3/2)5f 2[3/2] 1
21 12520.2343 0.0018 7984.8864 0.0011 2p5(2Po1/2)4p 2[3/2] 1 — 2p5(2Po1/2)6d 2[5/2]o 2
15 12537.742 0.003 7973.7361 0.0016 2p5(2Po3/2)4p 2[5/2] 2 — 2p5(2Po3/2)6d 2[5/2]o 2
48 12559.7621 0.0015 7959.7566 0.0009 2p5(2Po3/2)4p 2[5/2] 2 — 2p5(2Po3/2)6d 2[7/2]o 3
130 12571.0054 0.0016 7952.6375 0.0010 2p5(2Po3/2)3d 2[7/2]o 4 — 2p5(2Po3/2)5f 2[7/2] 4
96 * 12573.8231 0.0015 7950.8554 0.0009 2p5(2Po3/2)3d 2[7/2]o 3 — 2p5(2Po3/2)5f 2[7/2] 4
96 * 12573.8231 0.0015 7950.8554 0.0009 2p5(2Po3/2)3d 2[7/2]o 3 — 2p5(2Po3/2)5f 2[7/2] 3
8 12577.349 0.005 7948.627 0.003 2p5(2Po3/2)3d 2[7/2]o 4 — 2p5(2Po3/2)5f 2[5/2] 3
6 12580.144 0.004 7946.861 0.002 2p5(2Po3/2)3d 2[7/2]o 3 — 2p5(2Po3/2)5f 2[5/2] 2
1200 12584.6021 0.0014 7944.0453 0.0009 2p5(2Po3/2)3d 2[7/2]o 4 — 2p5(2Po3/2)5f 2[9/2] 5
850 12587.4256 0.0014 7942.2634 0.0009 2p5(2Po3/2)3d 2[7/2]o 3 — 2p5(2Po3/2)5f 2[9/2] 4
1600 S 12595.0049 0.0014 7937.4840 0.0009 2p5(2Po1/2)3p 2[3/2] 2 — 2p5(2Po3/2)4s 2[3/2]o 1
32 12600.7778 0.0019 7933.8475 0.0012 2p5(2Po1/2)4p 2[3/2] 2 — 2p5(2Po1/2)6d 2[5/2]o 3
18 12603.3179 0.0020 7932.2485 0.0013 2p5(2Po1/2)4p 2[1/2] 1 — 2p5(2Po1/2)6d 2[3/2]o 2
550 12604.1773 0.0014 7931.7077 0.0009 2p5(2Po3/2)3d 2[3/2]o 2 — 2p5(2Po3/2)5f 2[5/2] 3
150 12617.6692 0.0014 7923.2264 0.0009 2p5(2Po3/2)3d 2[3/2]o 2 — 2p5(2Po3/2)5f 2[3/2] 2
6 12631.024 0.005 7914.849 0.003 2p5(2Po1/2)4s 2[1/2]o 1 — 2p5(2Po3/2)5p 2[1/2] 1
500 12640.3174 0.0014 7909.0301 0.0009 2p5(2Po1/2)3d 2[5/2]o 2 — 2p5(2Po1/2)5f 2[7/2] 3
710 12642.7394 0.0014 7907.5149 0.0009 2p5(2Po1/2)3d 2[5/2]o 3 — 2p5(2Po1/2)5f 2[7/2] 4
330 12650.9824 0.0014 7902.3626 0.0009 2p5(2Po3/2)3d 2[3/2]o 1 — 2p5(2Po3/2)5f 2[5/2] 2
470 12658.3460 0.0014 7897.7657 0.0009 2p5(2Po1/2)3d 2[3/2]o 2 — 2p5(2Po1/2)5f 2[5/2] 3
98 * 12664.6063 0.0014 7893.8617 0.0009 2p5(2Po3/2)3d 2[3/2]o 1 — 2p5(2Po3/2)5f 2[3/2] 2
98 * 12664.6063 0.0014 7893.8617 0.0009 2p5(2Po3/2)3d 2[3/2]o 1 — 2p5(2Po3/2)5f 2[3/2] 1
300 12683.5329 0.0014 7882.0824 0.0009 2p5(2Po1/2)3d 2[3/2]o 1 — 2p5(2Po1/2)5f 2[5/2] 2
6500 S 12689.2032 0.0014 7878.5602 0.0009 2p5(2Po3/2)3p 2[1/2] 0 — 2p5(2Po3/2)4s 2[3/2]o 1
23 12718.797 0.002 7860.2284 0.0014 2p5(2Po3/2)4p 2[3/2] 1 — 2p5(2Po3/2)6d 2[5/2]o 2
11 12726.785 0.004 7855.295 0.002 2p5(2Po3/2)4p 2[3/2] 1 — 2p5(2Po3/2)6d 2[3/2]o 1
540 12746.2264 0.0015 7843.3137 0.0009 2p5(2Po3/2)3d 2[5/2]o 2 — 2p5(2Po3/2)5f 2[7/2] 3
710 12749.1248 0.0015 7841.5306 0.0009 2p5(2Po3/2)3d 2[5/2]o 3 — 2p5(2Po3/2)5f 2[7/2] 4
120 * 12752.7222 0.0014 7839.3186 0.0009 2p5(2Po3/2)3d 2[5/2]o 2 — 2p5(2Po3/2)5f 2[5/2] 2
120 * 12752.7222 0.0014 7839.3186 0.0009 2p5(2Po3/2)3d 2[5/2]o 2 — 2p5(2Po3/2)5f 2[5/2] 3
170 12755.6507 0.0014 7837.5188 0.0009 2p5(2Po3/2)3d 2[5/2]o 3 — 2p5(2Po3/2)5f 2[5/2] 3
37 12759.9494 0.0016 7834.8784 0.0010 2p5(2Po3/2)4p 2[3/2] 2 — 2p5(2Po3/2)6d 2[5/2]o 3
6 * 12766.582 0.003 7830.808 0.002 2p5(2Po3/2)3d 2[5/2]o 2 — 2p5(2Po3/2)5f 2[3/2] 2
6 * 12766.582 0.003 7830.808 0.002 2p5(2Po3/2)3d 2[5/2]o 2 — 2p5(2Po3/2)5f 2[3/2] 1
1600 S 12769.5250 0.0014 7829.0032 0.0009 2p5(2Po1/2)3p 2[3/2] 1 — 2p5(2Po3/2)4s 2[3/2]o 2
16 12776.652 0.003 7824.6359 0.0020 2p5(2Po3/2)4p 2[3/2] 2 — 2p5(2Po3/2)6d 2[3/2]o 2
5 12853.034 0.004 7778.136 0.003 2p5(2Po3/2)4p 2[1/2] 1 — 2p5(2Po1/2)5d 2[3/2]o 1
7 12864.091 0.003 7771.451 0.002 2p5(2Po3/2)4p 2[1/2] 1 — 2p5(2Po1/2)5d 2[5/2]o 2
11 12864.730 0.002 7771.0649 0.0013 2p5(2Po3/2)4p 2[1/2] 1 — 2p5(2Po1/2)5d 2[3/2]o 2
14 12887.1630 0.0017 7757.5378 0.0010 2p5(2Po1/2)3p 2[1/2] 1 — 2p5(2Po3/2)4s 2[3/2]o 1
8400 S 12912.0141 0.0014 7742.6073 0.0008 2p5(2Po1/2)3p 2[3/2] 2 — 2p5(2Po3/2)4s 2[3/2]o 2
25 12980.0736 0.0015 7702.0099 0.0009 2p5(2Po3/2)4p 2[5/2] 3 — 2p5(2Po3/2)7s 2[3/2]o 2
12 13054.788 0.003 7657.9304 0.0017 2p5(2Po3/2)4p 2[5/2] 2 — 2p5(2Po3/2)7s 2[3/2]o 1
6 13058.815 0.003 7655.5690 0.0016 2p5(2Po1/2)4p 2[3/2] 1 — 2p5(2Po1/2)7s 2[1/2]o 0
6 13096.396 0.004 7633.601 0.002 2p5(2Po3/2)4p 2[5/2] 2 — 2p5(2Po3/2)7s 2[3/2]o 2
6 13126.171 0.005 7616.285 0.003 2p5(2Po1/2)4p 2[1/2] 1 — 2p5(2Po1/2)7s 2[1/2]o 1
12 13127.681 0.002 7615.4087 0.0014 2p5(2Po1/2)4p 2[3/2] 2 — 2p5(2Po1/2)7s 2[1/2]o 1
5 13145.446 0.005 7605.117 0.003 2p5(2Po1/2)4p 2[1/2] 1 — 2p5(2Po1/2)7s 2[1/2]o 0
4500 S 13219.2426 0.0014 7562.6616 0.0008 2p5(2Po1/2)3p 2[1/2] 1 — 2p5(2Po3/2)4s 2[3/2]o 2
8 13251.199 0.002 7544.4239 0.0013 2p5(2Po3/2)4p 2[3/2] 1 — 2p5(2Po3/2)7s 2[3/2]o 1
6 13296.547 0.004 7518.6934 0.0020 2p5(2Po3/2)4p 2[3/2] 2 — 2p5(2Po3/2)7s 2[3/2]o 1
10 13339.714 0.003 7494.3634 0.0017 2p5(2Po3/2)4p 2[3/2] 2 — 2p5(2Po3/2)7s 2[3/2]o 2
7 13389.290 0.005 7466.614 0.003 2p5(2Po3/2)4p 2[1/2] 0 — 2p5(2Po3/2)6d 2[3/2]o 1
5 13527.073 0.004 7390.562 0.002 2p5(2Po3/2)4p 2[5/2] 2 — 2p5(2Po1/2)5d 2[5/2]o 3
5 13585.088 0.007 7359.000 0.003 2p5(2Po1/2)4p 2[1/2] 0 — 2p5(2Po1/2)6d 2[3/2]o 1
4 13738.735 0.004 7276.701 0.002 2p5(2Po3/2)4p 2[3/2] 1 — 2p5(2Po1/2)5d 2[5/2]o 2
9 13866.305 0.002 7209.7555 0.0011 2p5(2Po3/2)4p 2[1/2] 1 — 2p5(2Po1/2)6s 2[1/2]o 1
5 13908.173 0.003 7188.0517 0.0015 2p5(2Po3/2)4p 2[1/2] 1 — 2p5(2Po1/2)6s 2[1/2]o 0
3 13970.972 0.005 7155.742 0.002 2p5(2Po3/2)4p 2[1/2] 0 — 2p5(2Po3/2)7s 2[3/2]o 1
4 14012.921 0.005 7134.320 0.002 2p5(2Po1/2)3d 2[5/2]o 2 — 2p5(2Po3/2)5f 2[7/2] 3
6 14015.900 0.006 7132.804 0.003 2p5(2Po1/2)3d 2[5/2]o 3 — 2p5(2Po3/2)5f 2[7/2] 4
9 14043.107 0.003 7118.9849 0.0014 2p5(2Po1/2)3d 2[3/2]o 2 — 2p5(2Po3/2)5f 2[5/2] 3
5 14074.110 0.004 7103.303 0.002 2p5(2Po1/2)3d 2[3/2]o 1 — 2p5(2Po3/2)5f 2[5/2] 2
7 14283.603 0.011 6999.122 0.005 2p5(2Po3/2)4p 2[1/2] 1 — 2p5(2Po3/2)5d 2[3/2]o 1
130 14300.8338 0.0016 6990.6883 0.0008 2p5(2Po3/2)4p 2[1/2] 1 — 2p5(2Po3/2)5d 2[3/2]o 2
120 14342.1609 0.0016 6970.5446 0.0008 2p5(2Po3/2)4p 2[1/2] 1 — 2p5(2Po3/2)5d 2[1/2]o 1
51 14353.3494 0.0016 6965.1110 0.0008 2p5(2Po3/2)4p 2[1/2] 1 — 2p5(2Po3/2)5d 2[1/2]o 0
5 14384.113 0.005 6950.215 0.002 2p5(2Po3/2)3d 2[3/2]o 1 — 2p5(2Po1/2)5p 2[1/2] 0
18 14499.9217 0.0018 6894.7044 0.0009 2p5(2Po3/2)4p 2[1/2] 0 — 2p5(2Po1/2)5d 2[3/2]o 1
110 14929.8061 0.0017 6696.1806 0.0008 2p5(2Po3/2)4p 2[5/2] 3 — 2p5(2Po3/2)5d 2[5/2]o 3
7 14931.183 0.003 6695.5633 0.0015 2p5(2Po3/2)4p 2[5/2] 3 — 2p5(2Po3/2)5d 2[5/2]o 2
15 14970.774 0.002 6677.8563 0.0009 2p5(2Po3/2)4p 2[5/2] 3 — 2p5(2Po3/2)5d 2[3/2]o 2
22 14984.854 0.002 6671.5819 0.0010 2p5(2Po3/2)4p 2[5/2] 3 — 2p5(2Po3/2)5d 2[7/2]o 3
530 14986.3193 0.0016 6670.9294 0.0007 2p5(2Po3/2)4p 2[5/2] 3 — 2p5(2Po3/2)5d 2[7/2]o 4
19 15058.9894 0.0020 6638.7376 0.0009 2p5(2Po1/2)4p 2[3/2] 1 — 2p5(2Po1/2)5d 2[3/2]o 1
140 15074.1688 0.0017 6632.0525 0.0007 2p5(2Po1/2)4p 2[3/2] 1 — 2p5(2Po1/2)5d 2[5/2]o 2
48 15075.0431 0.0017 6631.6679 0.0007 2p5(2Po1/2)4p 2[3/2] 1 — 2p5(2Po1/2)5d 2[3/2]o 2
4 15083.912 0.009 6627.769 0.004 2p5(2Po3/2)4p 2[5/2] 2 — 2p5(2Po3/2)5d 2[5/2]o 3
94 15085.3103 0.0017 6627.1543 0.0007 2p5(2Po3/2)4p 2[5/2] 2 — 2p5(2Po3/2)5d 2[5/2]o 2
13 15106.454 0.002 6617.8785 0.0010 2p5(2Po3/2)4p 2[5/2] 2 — 2p5(2Po3/2)5d 2[3/2]o 1
5 15125.728 0.005 6609.446 0.002 2p5(2Po3/2)4p 2[5/2] 2 — 2p5(2Po3/2)5d 2[3/2]o 2
350 15140.0981 0.0017 6603.1725 0.0007 2p5(2Po3/2)4p 2[5/2] 2 — 2p5(2Po3/2)5d 2[7/2]o 3
6 15171.965 0.004 6589.3035 0.0015 2p5(2Po3/2)4p 2[5/2] 2 — 2p5(2Po3/2)5d 2[1/2]o 1
32 15174.3113 0.0019 6588.2845 0.0008 2p5(2Po1/2)4p 2[1/2] 1 — 2p5(2Po1/2)5d 2[3/2]o 1
4 15176.335 0.007 6587.406 0.003 2p5(2Po1/2)4p 2[3/2] 2 — 2p5(2Po1/2)5d 2[3/2]o 1
63 15189.7238 0.0018 6581.5996 0.0008 2p5(2Po1/2)4p 2[1/2] 1 — 2p5(2Po1/2)5d 2[5/2]o 2
99 15190.6122 0.0017 6581.2147 0.0007 2p5(2Po1/2)4p 2[1/2] 1 — 2p5(2Po1/2)5d 2[3/2]o 2
270 15190.9319 0.0017 6581.0762 0.0007 2p5(2Po1/2)4p 2[3/2] 2 — 2p5(2Po1/2)5d 2[5/2]o 3
48 15192.6365 0.0018 6580.3378 0.0008 2p5(2Po1/2)4p 2[3/2] 2 — 2p5(2Po1/2)5d 2[3/2]o 2
5300 S 15230.7144 0.0017 6563.8865 0.0007 2p5(2Po1/2)3p 2[1/2] 0 — 2p5(2Po1/2)4s 2[1/2]o 1
160 15348.1896 0.0017 6513.6465 0.0007 2p5(2Po3/2)4p 2[3/2] 1 — 2p5(2Po3/2)5d 2[5/2]o 2
74 15370.0789 0.0017 6504.3701 0.0007 2p5(2Po3/2)4p 2[3/2] 1 — 2p5(2Po3/2)5d 2[3/2]o 1
17 15390.028 0.002 6495.9391 0.0009 2p5(2Po3/2)4p 2[3/2] 1 — 2p5(2Po3/2)5d 2[3/2]o 2
250 15407.5930 0.0017 6488.5334 0.0007 2p5(2Po3/2)4p 2[3/2] 2 — 2p5(2Po3/2)5d 2[5/2]o 3
6 15409.058 0.006 6487.916 0.002 2p5(2Po3/2)4p 2[3/2] 2 — 2p5(2Po3/2)5d 2[5/2]o 2
4 15431.122 0.007 6478.640 0.003 2p5(2Po3/2)4p 2[3/2] 2 — 2p5(2Po3/2)5d 2[3/2]o 1
11 15450.863 0.003 6470.3623 0.0014 2p5(2Po3/2)4p 2[3/2] 1 — 2p5(2Po3/2)5d 2[1/2]o 0
110 15451.2285 0.0017 6470.2093 0.0007 2p5(2Po3/2)4p 2[3/2] 2 — 2p5(2Po3/2)5d 2[3/2]o 2
25 15466.2267 0.0019 6463.9349 0.0008 2p5(2Po3/2)4p 2[3/2] 2 — 2p5(2Po3/2)5d 2[7/2]o 3
23 15499.484 0.002 6450.0653 0.0009 2p5(2Po3/2)4p 2[3/2] 2 — 2p5(2Po3/2)5d 2[1/2]o 1
13 15500.897 0.003 6449.4773 0.0011 2p5(2Po3/2)4p 2[1/2] 1 — 2p5(2Po3/2)6s 2[3/2]o 1
65 15604.2140 0.0017 6406.7747 0.0007 2p5(2Po3/2)4p 2[1/2] 1 — 2p5(2Po3/2)6s 2[3/2]o 2
4 15761.050 0.004 6343.0219 0.0018 2p5(2Po3/2)3d 2[1/2]o 1 — 2p5(2Po3/2)5p 2[1/2] 0
4 15802.647 0.005 6326.3254 0.0018 2p5(2Po3/2)4p 2[1/2] 0 — 2p5(2Po1/2)6s 2[1/2]o 1
7 15812.181 0.004 6322.5108 0.0015 2p5(2Po3/2)3d 2[1/2]o 1 — 2p5(2Po1/2)4f 2[5/2] 2
130 16022.7694 0.0018 6239.4137 0.0007 2p5(2Po3/2)3d 2[3/2]o 2 — 2p5(2Po1/2)4f 2[5/2] 3
5 16045.498 0.003 6230.5754 0.0013 2p5(2Po3/2)3d 2[3/2]o 1 — 2p5(2Po3/2)5p 2[1/2] 0
47 16098.4859 0.0018 6210.0677 0.0007 2p5(2Po3/2)3d 2[3/2]o 1 — 2p5(2Po1/2)4f 2[5/2] 2
5 16252.672 0.007 6151.154 0.003 2p5(2Po1/2)3d 2[3/2]o 1 — 2p5(2Po1/2)5p 2[1/2] 0
7 16263.592 0.005 6147.0238 0.0019 2p5(2Po3/2)3d 2[5/2]o 2 — 2p5(2Po1/2)4f 2[5/2] 2
44 16264.2476 0.0019 6146.7761 0.0007 2p5(2Po3/2)3d 2[5/2]o 2 — 2p5(2Po1/2)4f 2[7/2] 3
8 16268.353 0.003 6145.2250 0.0009 2p5(2Po3/2)3d 2[5/2]o 3 — 2p5(2Po1/2)4f 2[5/2] 3
63 16268.9559 0.0018 6144.9972 0.0007 2p5(2Po3/2)3d 2[5/2]o 3 — 2p5(2Po1/2)4f 2[7/2] 4
40 16346.9230 0.0019 6115.6885 0.0007 2p5(2Po3/2)4p 2[1/2] 0 — 2p5(2Po3/2)5d 2[3/2]o 1
150 16405.2557 0.0018 6093.9428 0.0007 2p5(2Po3/2)4p 2[5/2] 3 — 2p5(2Po3/2)6s 2[3/2]o 2
15 16423.662 0.003 6087.1132 0.0010 2p5(2Po3/2)4p 2[1/2] 0 — 2p5(2Po3/2)5d 2[1/2]o 1
19 16468.993 0.002 6070.3586 0.0008 2p5(2Po1/2)4p 2[3/2] 1 — 2p5(2Po1/2)6s 2[1/2]o 1
81 16474.7531 0.0018 6068.2360 0.0007 2p5(2Po3/2)4p 2[5/2] 2 — 2p5(2Po3/2)6s 2[3/2]o 1
34 16528.0869 0.0019 6048.6547 0.0007 2p5(2Po1/2)4p 2[3/2] 1 — 2p5(2Po1/2)6s 2[1/2]o 0
34 16591.5089 0.0019 6025.5334 0.0007 2p5(2Po3/2)4p 2[5/2] 2 — 2p5(2Po3/2)6s 2[3/2]o 2
30 16607.020 0.002 6019.9054 0.0008 2p5(2Po1/2)4p 2[1/2] 1 — 2p5(2Po1/2)6s 2[1/2]o 1
89 16609.4386 0.0018 6019.0289 0.0007 2p5(2Po1/2)4p 2[3/2] 2 — 2p5(2Po1/2)6s 2[1/2]o 1
35 16634.0497 0.0019 6010.1234 0.0007 2p5(2Po1/2)4p 2[1/2] 0 — 2p5(2Po1/2)5d 2[3/2]o 1
16 16667.111 0.002 5998.2016 0.0008 2p5(2Po1/2)4p 2[1/2] 1 — 2p5(2Po1/2)6s 2[1/2]o 0
54 16788.7921 0.0019 5954.7281 0.0007 2p5(2Po3/2)4p 2[3/2] 1 — 2p5(2Po3/2)6s 2[3/2]o 1
37 16861.6497 0.0020 5928.9983 0.0007 2p5(2Po3/2)4p 2[3/2] 2 — 2p5(2Po3/2)6s 2[3/2]o 1
11 16910.058 0.002 5912.0253 0.0008 2p5(2Po3/2)4p 2[3/2] 1 — 2p5(2Po3/2)6s 2[3/2]o 2
67 16983.9743 0.0019 5886.2956 0.0007 2p5(2Po3/2)4p 2[3/2] 2 — 2p5(2Po3/2)6s 2[3/2]o 2
5 17112.136 0.006 5842.2101 0.0019 2p5(2Po3/2)3d 2[3/2]o 2 — 2p5(2Po3/2)5p 2[1/2] 1
1800 S 17161.9348 0.0019 5825.2578 0.0006 2p5(2Po1/2)3p 2[1/2] 0 — 2p5(2Po3/2)4s 2[3/2]o 1
7 17234.185 0.005 5800.8367 0.0018 2p5(2Po1/2)4p 2[1/2] 1 — 2p5(2Po3/2)5d 2[3/2]o 2
7 17294.240 0.006 5780.693 0.002 2p5(2Po1/2)4p 2[1/2] 1 — 2p5(2Po3/2)5d 2[1/2]o 1
4 17310.510 0.006 5775.2599 0.0019 2p5(2Po1/2)4p 2[1/2] 1 — 2p5(2Po3/2)5d 2[1/2]o 0
13 17961.168 0.002 5566.0468 0.0007 2p5(2Po3/2)4p 2[1/2] 0 — 2p5(2Po3/2)6s 2[3/2]o 1
160 18029.6473 0.0020 5544.9060 0.0006 2p5(2Po3/2)3d 2[1/2]o 1 — 2p5(2Po3/2)4f 2[5/2] 2
1900 18035.8121 0.0020 5543.0107 0.0006 2p5(2Po3/2)3d 2[1/2]o 0 — 2p5(2Po3/2)4f 2[3/2] 1
4500 18083.181 0.003 5528.4909 0.0010 2p5(2Po3/2)3d 2[1/2]o 1 — 2p5(2Po3/2)4f 2[3/2] 2
910 18083.263 0.004 5528.4656 0.0013 2p5(2Po3/2)3d 2[1/2]o 1 — 2p5(2Po3/2)4f 2[3/2] 1
250 18210.3066 0.0020 5489.8966 0.0006 2p5(2Po3/2)4s 2[3/2]o 1 — 2p5(2Po1/2)4p 2[1/2] 0
1600 18221.0868 0.0020 5486.6486 0.0006 2p5(2Po3/2)3d 2[7/2]o 4 — 2p5(2Po3/2)4f 2[7/2] 4
1300 18227.0157 0.0020 5484.8639 0.0006 2p5(2Po3/2)3d 2[7/2]o 3 — 2p5(2Po3/2)4f 2[7/2] 3
87 18247.4481 0.0020 5478.7223 0.0006 2p5(2Po3/2)3d 2[7/2]o 4 — 2p5(2Po3/2)4f 2[5/2] 3
64 18253.3198 0.0020 5476.9599 0.0006 2p5(2Po)3d 3/2 2[7/2]o 3 — 2p5(2Po)4f 3/2 2[5/2] 2
14000 18276.6415 0.0020 5469.9711 0.0006 2p5(2Po)3d 3/2 2[7/2]o 4 — 2p5(2Po)4f 3/2 2 [9/2] 5
10000 18282.6140 0.0020 5468.1842 0.0006 2p5(2Po)3d 3/2 2[7/2]o 3 — 2p5(2Po)4f 3/2 2[9/2] 4
6800 18303.9674 0.0020 5461.8050 0.0006 2p5(2Po)3d 3/2 2[3/2]o 2 — 2p5(2Po)4f 3/2 2[5/2] 3
1900 18359.0945 0.0020 5445.4048 0.0006 2p5(2Po)3d 3/2 2[3/2]o 2 — 2p5(2Po)4f 3/2 2[3/2] 2
9 18371.441 0.003 5441.7452 0.0009 2p5(2Po)4p 1/2 2[1/2] 0 — 2p5(2Po)6s 1/2 2[1/2]o 1
360 18383.9858 0.0020 5438.0319 0.0006 2p5(2Po)3d 1/2 2[5/2]o 2 — 2p5(2Po)4f 1/2 2[5/2] 2
6400 18384.8256 0.0020 5437.7835 0.0006 2p5(2Po)3d 1/2 2[5/2]o 2 — 2p5(2Po)4f 1/2 2[7/2] 3
480 18389.1674 0.0020 5436.4996 0.0006 2p5(2Po)3d 1/2 2[5/2]o 3 — 2p5(2Po)4f 1/2 2[5/2] 3
8600 18389.9366 0.0020 5436.2722 0.0006 2p5(2Po)3d 1/2 2[5/2]o 3 — 2p5(2Po)4f 1/2 2[7/2] 4
3900 18402.8356 0.0020 5432.4618 0.0006 2p5(2Po)3d 3/2 2[3/2]o 1 — 2p5(2Po)4f 3/2 2[5/2] 2
6300 18422.4016 0.0020 5426.6921 0.0006 2p5(2Po)3d 1/2 2[3/2]o 2 — 2p5(2Po)4f 1/2 2[5/2] 3
26 18423.200 0.007 5426.457 0.002 2p5(2Po)3d 1/2 2[3/2]o 2 — 2p5(2Po)4f 1/2 2[7/2] 3
1300 * 18458.6404 0.0020 5416.0382 0.0006 2p5(2Po)3d 3/2 2[3/2]o 1 — 2p5(2Po)4f 3/2 2[3/2] 2
1300 * 18458.6404 0.0020 5416.0382 0.0006 2p5(2Po)3d 3/2 2[3/2]o 1 — 2p5(2Po)4f 3/2 2[3/2] 1
4100 18475.7997 0.0020 5411.0081 0.0006 2p5(2Po)3d 1/2 2[3/2]o 1 — 2p5(2Po)4f 1/2 2[5/2] 2
6900 18591.541 0.002 5377.3221 0.0006 2p5(2Po)3d 3/2 2[5/2]o 2 — 2p5(2Po)4f 3/2 2[7/2] 3
9500 18597.698 0.002 5375.5419 0.0006 2p5(2Po)3d 3/2 2[5/2]o 3 — 2p5(2Po)4f 3/2 2[7/2] 4
1600 18618.908 0.002 5369.4181 0.0006 2p5(2Po)3d 3/2 2[5/2]o 2 — 2p5(2Po)4f 3/2 2[5/2] 2
2000 18625.159 0.002 5367.6161 0.0006 2p5(2Po)3d 3/2 2[5/2]o 3 — 2p5(2Po)4f 3/2 2[5/2] 3
87 18676.080 0.002 5352.9812 0.0006 2p5(2Po)3d 3/2 2[5/2]o 2 — 2p5(2Po)4f 3/2 2[3/2] 1
130 18682.238 0.002 5351.2167 0.0006 2p5(2Po)3d 3/2 2[5/2]o 3 — 2p5(2Po)4f 3/2 2[3/2 2
30 18898.826 0.002 5289.8897 0.0006 2p5(2Po)4p 3/2 2[1/2] 1 — 2p5(2Po)4d 1/2 2[3/2]o 1
150 18937.552 0.002 5279.0722 0.0006 2p5(2Po)4p 3/2 2[1/2] 1 — 2p5(2Po)4d 1/2 2[3/2]o 2
6 18944.644 0.003 5277.0959 0.0009 2p5(2Po)4p 3/2 2[1/2] 1 — 2p5(2Po)4d 1/2 2[5/2]o 2
5 19111.191 0.004 5231.1081 0.0011 2p5(2Po)4p 1/2 2[1/2] 0 — 2p5(2Po)5d 3/2 2[3/2]o 1
260 19573.750 0.002 5107.4887 0.0006 2p5(2Po)4s 3/2 2[3/2]o 2 — 2p5(2Po)4p 1/2 2[3/2] 2
790 19577.110 0.002 5106.6120 0.0006 2p5(2Po)4s 3/2 2[3/2]o 2 — 2p5(2Po)4p 1/2 2[1/2] 1
32 19772.462 0.002 5056.1589 0.0006 2p5(2Po)4s 3/2 2[3/2]o 2 — 2p5(2Po)4p 1/2 2[3/2] 1
5 19877.309 0.006 5029.4890 0.0016 2p5(2Po)3d 1/2 2[3/2]o 2 — 2p5(2Po)5p 3/2 2[1/2] 1
630 20355.771 0.002 4912.6117 0.0005 2p5(2Po3/2)4s 2[3/2]o 1 — 2p5(2Po1/2)4p 2[3/2] 2
43 20359.404 0.002 4911.7351 0.0006 2p5(2Po3/2)4s 2[3/2]o 1 — 2p5(2Po1/2)4p 2[1/2] 1
2 20372.201 0.009 4908.650 0.002 2p5(2Po3/2)4p 2[5/2] 2 — 2p5(2Po1/2)4d 2[3/2]o 1
8 20417.199 0.003 4897.8314 0.0007 2p5(2Po3/2)4p 2[5/2] 2 — 2p5(2Po1/2)4d 2[3/2]o 2
37 20421.587 0.002 4896.7792 0.0006 2p5(2Po3/2)4p 2[5/2] 2 — 2p5(2Po1/2)4d 2[5/2]o 3
3 20425.447 0.009 4895.854 0.002 2p5(2Po3/2)4p 2[5/2] 2 — 2p5(2Po1/2)4d 2[5/2]o 2
11 20854.446 0.003 4795.1406 0.0006 2p5(2Po3/2)4p 2[3/2] 1 — 2p5(2Po1/2)4d 2[3/2]o 1
7 20901.599 0.005 4784.3229 0.0011 2p5(2Po3/2)4p 2[3/2] 1 — 2p5(2Po1/2)4d 2[3/2]o 2
29 20910.236 0.002 4782.3467 0.0005 2p5(2Po3/2)4p 2[3/2] 1 — 2p5(2Po1/2)4d 2[5/2]o 2
2 20966.936 0.005 4769.4140 0.0011 2p5(2Po3/2)4p 2[3/2] 2 — 2p5(2Po1/2)4d 2[3/2]o 1
11 21014.614 0.004 4758.5932 0.0009 2p5(2Po3/2)4p 2[3/2] 2 — 2p5(2Po1/2)4d 2[3/2]o 2
8 21019.261 0.004 4757.5412 0.0009 2p5(2Po3/2)4p 2[3/2] 2 — 2p5(2Po1/2)4d 2[5/2]o 3
3 21023.342 0.007 4756.6177 0.0015 2p5(2Po3/2)4p 2[3/2] 2 — 2p5(2Po1/2)4d 2[5/2]o 2
2700 21047.013 0.002 4751.2680 0.0005 2p5(2Po1/2)4s 2[1/2]o 1 — 2p5(2Po1/2)4p 2[1/2] 0
11 * 21225.899 0.019 4711.226 0.004 2p5(2Po3/2)4d 2[1/2]o 1 — 2p5(2Po3/2)7f 2[3/2] 1
11 * 21225.899 0.019 4711.226 0.004 2p5(2Po3/2)4d 2[1/2]o 1 — 2p5(2Po3/2)7f 2[3/2] 2
26 21331.283 0.015 4687.951 0.003 2p5(2Po3/2)4d 2[7/2]o 4 — 2p5(2Po3/2)7f 2[9/2] 5
20 21336.307 0.021 4686.847 0.005 2p5(2Po3/2)4d 2[7/2]o 3 — 2p5(2Po3/2)7f 2[9/2] 4
15 21374.55 0.06 4678.462 0.013 2p5(2Po3/2)4d 2[3/2]o 2 — 2p5(2Po3/2)7f 2[5/2] 3
10 * 21392.78 0.04 4674.475 0.008 2p5(2Po1/2)4d 2[5/2]o 2 — 2p5(2Po1/2)7f 2[5/2] 3
10 * 21392.78 0.04 4674.475 0.008 2p5(2Po1/2)4d 2[5/2]o 2 — 2p5(2Po1/2)7f 2[7/2] 3
15 21397.04 0.03 4673.544 0.007 2p5(2Po1/2)4d 2[5/2]o 3 — 2p5(2Po1/2)7f 2[7/2] 4
12 21401.81 0.07 4672.503 0.016 2p5(2Po1/2)4d 2[3/2]o 2 — 2p5(2Po1/2)7f 2[5/2] 3
30 21420.939 0.003 4668.3294 0.0006 2p5(2Po1/2)3d 2[5/2]o 2 — 2p5(2Po3/2)4f 2[7/2] 3
46 21427.883 0.003 4666.8167 0.0006 2p5(2Po1/2)3d 2[5/2]o 3 — 2p5(2Po3/2)4f 2[7/2] 4
13 21457.276 0.004 4660.4239 0.0009 2p5(2Po1/2)3d 2[5/2]o 2 — 2p5(2Po3/2)4f 2[5/2] 2
17 21464.337 0.003 4658.8908 0.0007 2p5(2Po1/2)3d 2[5/2]o 3 — 2p5(2Po3/2)4f 2[5/2] 3
90 21509.615 0.002 4649.0836 0.0005 2p5(2Po1/2)3d 2[3/2]o 2 — 2p5(2Po3/2)4f 2[5/2] 3
8 21534.43 0.08 4643.727 0.018 2p5(2Po3/2)4d 2[5/2]o 2 — 2p5(2Po3/2)7f 2[7/2] 3
18 21539.34 0.05 4642.668 0.012 2p5(2Po3/2)4d 2[5/2]o 3 — 2p5(2Po3/2)7f 2[7/2] 4
20 * 21569.002 0.016 4636.283 0.003 2p5(2Po3/2)4f 2[3/2] 1 — 2p5(2Po3/2)7g 2[5/2]o 2
20 * 21569.002 0.016 4636.283 0.003 2p5(2Po3/2)4f 2[3/2] 2 — 2p5(2Po3/2)7g 2[5/2]o 3
34 21582.413 0.003 4633.4022 0.0006 2p5(2Po1/2)3d 2[3/2]o 1 — 2p5(2Po3/2)4f 2[5/2] 2
32 21585.760 0.003 4632.6837 0.0007 2p5(2Po1/2)3d 2[3/2]o 2 — 2p5(2Po3/2)4f 2[3/2] 2
36 * 21602.349 0.014 4629.126 0.003 2p5(2Po3/2)4f 2[9/2] 5 — 2p5(2Po3/2)7g 2[11/2]o 6
36 * 21602.349 0.014 4629.126 0.003 2p5(2Po3/2)4f 2[9/2] 4 — 2p5(2Po3/2)7g 2[11/2]o 5
15 * 21626.61 0.02 4623.933 0.004 2p5(2Po1/2)4f 2[7/2] 4 — 2p5(2Po1/2)7g 2[9/2]o 5
15 * 21626.61 0.02 4623.933 0.004 2p5(2Po1/2)4f 2[7/2] 3 — 2p5(2Po1/2)7g 2[9/2]o 4
12 * 21627.71 0.05 4623.698 0.011 2p5(2Po1/2)4f 2[5/2] 2 — 2p5(2Po1/2)7g 2[7/2]o 3
12 * 21627.71 0.05 4623.698 0.011 2p5(2Po1/2)4f 2[5/2] 3 — 2p5(2Po1/2)7g 2[7/2]o 4
23 * 21638.39 0.07 4621.416 0.016 2p5(2Po3/2)4f 2[5/2] 2 — 2p5(2Po3/2)7g 2[7/2]o 3
23 * 21638.39 0.07 4621.416 0.016 2p5(2Po3/2)4f 2[5/2] 3 — 2p5(2Po3/2)7g 2[7/2]o 4
3 * 21645.61 0.06 4619.875 0.012 2p5(2Po3/2)4f 2[5/2] 3 — 2p5(2Po3/2)7g 2[5/2]o 3
3 * 21645.61 0.06 4619.875 0.012 2p5(2Po3/2)5p 2[5/2] 2 — 2p5(2Po3/2)8d 2[5/2]o 2
3 * 21645.61 0.06 4619.875 0.012 2p5(2Po3/2)4f 2[5/2] 2 — 2p5(2Po3/2)7g 2[5/2]o 3
3 * 21645.61 0.06 4619.875 0.012 2p5(2Po3/2)4f 2[5/2] 2 — 2p5(2Po3/2)7g 2[5/2]o 2
15 21659.251 0.004 4616.9648 0.0009 2p5(2Po1/2)3d 2[3/2]o 1 — 2p5(2Po3/2)4f 2[3/2] 1
23 * 21673.267 0.012 4613.979 0.003 2p5(2Po3/2)4f 2[7/2] 3 — 2p5(2Po3/2)7g 2[9/2]o 4
23 * 21673.267 0.012 4613.979 0.003 2p5(2Po3/2)4f 2[7/2] 4 — 2p5(2Po3/2)7g 2[9/2]o 5
6 21674.67 0.06 4613.681 0.012 2p5(2Po1/2)5p 2[1/2] 1 — 2p5(2Po3/2)12s 2[3/2]o 1
2900 21714.039 0.002 4605.3155 0.0005 2p5(2Po3/2)4s 2[3/2]o 1 — 2p5(2Po3/2)4p 2[1/2] 0
78 22177.292 0.007 4509.1169 0.0014 2p5(2Po3/2)4p 2[1/2] 1 — 2p5(2Po3/2)4d 2[3/2]o 1
1300 22253.432 0.003 4493.6889 0.0005 2p5(2Po3/2)4p 2[1/2] 1 — 2p5(2Po3/2)4d 2[3/2]o 2
1300 22434.265 0.003 4457.4672 0.0005 2p5(2Po3/2)4p 2[1/2] 1 — 2p5(2Po3/2)4d 2[1/2]o 1
540 22472.920 0.003 4449.8001 0.0005 2p5(2Po3/2)4p 2[1/2] 1 — 2p5(2Po3/2)4d 2[1/2]o 0
8500 22536.528 0.003 4437.2408 0.0005 2p5(2Po3/2)4s 2[3/2]o 2 — 2p5(2Po3/2)4p 2[3/2] 2
1300 22667.971 0.003 4411.5108 0.0005 2p5(2Po3/2)4s 2[3/2]o 2 — 2p5(2Po3/2)4p 2[3/2] 1
210 22693.959 0.003 4406.4591 0.0005 2p5(2Po3/2)4p 2[1/2] 0 — 2p5(2Po1/2)4d 2[3/2]o 1
2500 23106.784 0.003 4327.7334 0.0005 2p5(2Po1/2)4s 2[1/2]o 0 — 2p5(2Po1/2)4p 2[1/2] 1
3800 23266.619 0.003 4298.0031 0.0005 2p5(2Po3/2)4s 2[3/2]o 2 — 2p5(2Po3/2)4p 2[5/2] 2
5000 23379.343 0.003 4277.2802 0.0005 2p5(2Po1/2)4s 2[1/2]o 0 — 2p5(2Po1/2)4p 2[3/2] 1
3400 23571.764 0.003 4242.3638 0.0005 2p5(2Po3/2)4s 2[3/2]o 1 — 2p5(2Po3/2)4p 2[3/2] 2
17000 23642.934 0.003 4229.5935 0.0005 2p5(2Po3/2)4s 2[3/2]o 2 — 2p5(2Po3/2)4p 2[5/2] 3
1200 23708.130 0.003 4217.9623 0.0005 2p5(2Po3/2)4p 2[5/2] 3 — 2p5(2Po3/2)4d 2[5/2]o 3
74 23714.099 0.003 4216.9007 0.0005 2p5(2Po3/2)4p 2[5/2] 3 — 2p5(2Po3/2)4d 2[5/2]o 2
5900 23715.599 0.003 4216.6339 0.0005 2p5(2Po3/2)4s 2[3/2]o 1 — 2p5(2Po3/2)4p 2[3/2] 1
170 23918.541 0.003 4180.8571 0.0005 2p5(2Po3/2)4p 2[5/2] 3 — 2p5(2Po3/2)4d 2[3/2]o 2
11000 23957.931 0.003 4173.9831 0.0005 2p5(2Po1/2)4s 2[1/2]o 1 — 2p5(2Po1/2)4p 2[3/2] 2
4600 23962.964 0.003 4173.1065 0.0005 2p5(2Po1/2)4s 2[1/2]o 1 — 2p5(2Po1/2)4p 2[1/2] 1
220 23978.372 0.003 4170.4249 0.0005 2p5(2Po3/2)4p 2[5/2] 3 — 2p5(2Po3/2)4d 2[7/2]o 3
6000 23984.701 0.003 4169.3244 0.0005 2p5(2Po3/2)4p 2[5/2] 3 — 2p5(2Po3/2)4d 2[7/2]o 4
200 24093.528 0.003 4150.4923 0.0005 2p5(2Po1/2)4p 2[3/2] 1 — 2p5(2Po1/2)4d 2[3/2]o 1
46 24098.982 0.003 4149.5529 0.0005 2p5(2Po3/2)4p 2[5/2] 2 — 2p5(2Po3/2)4d 2[5/2]o 3
1100 24105.148 0.003 4148.4914 0.0005 2p5(2Po3/2)4p 2[5/2] 2 — 2p5(2Po3/2)4d 2[5/2]o 2
210 24156.486 0.003 4139.6749 0.0005 2p5(2Po1/2)4p 2[3/2] 1 — 2p5(2Po1/2)4d 2[3/2]o 2
12 24162.547 0.005 4138.6365 0.0008 2p5(2Po3/2)4p 2[1/2] 1 — 2p5(2Po1/2)5s 2[1/2]o 1
2000 24168.025 0.003 4137.6984 0.0005 2p5(2Po1/2)4p 2[3/2] 1 — 2p5(2Po1/2)4d 2[5/2]o 2
140 24225.535 0.003 4127.8759 0.0005 2p5(2Po3/2)4p 2[5/2] 2 — 2p5(2Po3/2)4d 2[3/2]o 1
2800 24256.224 0.003 4122.6533 0.0005 2p5(2Po1/2)4s 2[1/2]o 1 — 2p5(2Po1/2)4p 2[3/2] 1
12 24293.066 0.010 4116.4009 0.0005 2p5(2Po3/2)5p 2[5/2] 3 — 2p5(2Po3/2)7d 2[7/2]o 4
38 24316.420 0.003 4112.4475 0.0005 2p5(2Po3/2)4p 2[5/2] 2 — 2p5(2Po3/2)4d 2[3/2]o 2
7400 24371.661 0.003 4103.1262 0.0005 2p5(2Po3/2)4s 2[3/2]o 1 — 2p5(2Po3/2)4p 2[5/2] 2
3800 24378.260 0.003 4102.0155 0.0005 2p5(2Po3/2)4p 2[5/2] 2 — 2p5(2Po3/2)4d 2[7/2]o 3
360 24390.011 0.003 4100.0391 0.0005 2p5(2Po1/2)4p 2[1/2] 1 — 2p5(2Po1/2)4d 2[3/2]o 1
37 24395.228 0.003 4099.1623 0.0005 2p5(2Po1/2)4p 2[3/2] 2 — 2p5(2Po1/2)4d 2[3/2]o 1
1900 24454.531 0.003 4089.2217 0.0005 2p5(2Po1/2)4p 2[1/2] 1 — 2p5(2Po1/2)4d 2[3/2]o 2
12 24459.078 0.004 4088.4616 0.0007 2p5(2Po3/2)4p 2[1/2] 1 — 2p5(2Po1/2)5s 2[1/2]o 0
240 24459.775 0.003 4088.3450 0.0005 2p5(2Po1/2)4p 2[3/2] 2 — 2p5(2Po1/2)4d 2[3/2]o 2
3300 24466.068 0.003 4087.2934 0.0005 2p5(2Po1/2)4p 2[3/2] 2 — 2p5(2Po1/2)4d 2[5/2]o 3
370 24471.606 0.003 4086.3685 0.0005 2p5(2Po1/2)4p 2[3/2] 2 — 2p5(2Po1/2)4d 2[5/2]o 2
7 24482.800 0.016 4084.500 0.003 2p5(2Po3/2)5p 2[5/2] 2 — 2p5(2Po3/2)7d 2[7/2]o 3
4 24510.36 0.02 4079.908 0.004 2p5(2Po1/2)5p 2[3/2] 2 — 2p5(2Po1/2)7d 2[5/2]o 3
55 24532.498 0.003 4076.2258 0.0005 2p5(2Po3/2)4p 2[5/2] 2 — 2p5(2Po3/2)4d 2[1/2]o 1
9 24606.763 0.003 4063.9234 0.0005 2p5(2Po3/2)5s 2[3/2]o 1 — 2p5(2Po3/2)6p 2[1/2] 0
7 24771.40 0.03 4036.914 0.005 2p5(2Po3/2)5p 2[3/2] 2 — 2p5(2Po3/2)7d 2[5/2]o 3
1700 24783.248 0.003 4034.9836 0.0005 2p5(2Po3/2)4p 2[3/2] 1 — 2p5(2Po3/2)4d 2[5/2]o 2
5 24796.287 0.007 4032.8618 0.0011 2p5(2Po1/2)5s 2[1/2]o 1 — 2p5(2Po1/2)6p 2[1/2] 0
21 24902.752 0.008 4015.6205 0.0012 2p5(2Po3/2)5s 2[3/2]o 2 — 2p5(2Po3/2)6p 2[3/2] 2
780 24910.521 0.003 4014.3681 0.0005 2p5(2Po3/2)4p 2[3/2] 1 — 2p5(2Po3/2)4d 2[3/2]o 1
3 24929.689 0.009 4011.2815 0.0015 2p5(2Po3/2)5s 2[3/2]o 2 — 2p5(2Po3/2)6p 2[3/2] 1
2900 24935.696 0.003 4010.3152 0.0005 2p5(2Po3/2)4p 2[3/2] 2 — 2p5(2Po3/2)4d 2[5/2]o 3
46 24942.298 0.004 4009.2537 0.0006 2p5(2Po3/2)4p 2[3/2] 2 — 2p5(2Po3/2)4d 2[5/2]o 2
170 25006.628 0.003 3998.9398 0.0005 2p5(2Po3/2)4p 2[3/2] 1 — 2p5(2Po3/2)4d 2[3/2]o 2
35 25071.216 0.003 3988.6379 0.0005 2p5(2Po3/2)4p 2[3/2] 2 — 2p5(2Po3/2)4d 2[3/2]o 1
7 25084.899 0.005 3986.4622 0.0007 2p5(2Po3/2)5s 2[3/2]o 2 — 2p5(2Po3/2)6p 2[5/2] 2
1300 25168.567 0.003 3973.2099 0.0005 2p5(2Po3/2)4p 2[3/2] 2 — 2p5(2Po3/2)4d 2[3/2]o 2
3 25176.147 0.008 3972.0136 0.0012 2p5(2Po1/2)5s 2[1/2]o 0 — 2p5(2Po1/2)6p 2[1/2] 1
25 25195.185 0.004 3969.0124 0.0007 2p5(2Po3/2)5s 2[3/2]o 2 — 2p5(2Po3/2)6p 2[5/2] 3
300 25234.824 0.003 3962.7778 0.0005 2p5(2Po3/2)4p 2[3/2] 2 — 2p5(2Po3/2)4d 2[7/2]o 3
100 25284.125 0.003 3955.0508 0.0004 2p5(2Po3/2)4p 2[3/2] 1 — 2p5(2Po3/2)4d 2[1/2]o 0
15 25376.263 0.003 3940.6906 0.0005 2p5(2Po1/2)5s 2[1/2]o 1 — 2p5(2Po1/2)6p 2[3/2] 2
280 25400.128 0.003 3936.9881 0.0005 2p5(2Po3/2)4p 2[3/2] 2 — 2p5(2Po3/2)4d 2[1/2]o 1
7 25438.750 0.004 3931.0107 0.0007 2p5(2Po3/2)5s 2[3/2]o 1 — 2p5(2Po3/2)6p 2[3/2] 2
12 25466.860 0.003 3926.6718 0.0005 2p5(2Po3/2)5s 2[3/2]o 1 — 2p5(2Po3/2)6p 2[3/2] 1
6 25498.245 0.004 3921.8386 0.0006 2p5(2Po1/2)5s 2[1/2]o 1 — 2p5(2Po1/2)6p 2[1/2] 1
6 25510.427 0.006 3919.9657 0.0009 2p5(2Po3/2)5s 2[3/2]o 2 — 2p5(2Po3/2)6p 2[1/2] 1
4600 25531.295 0.003 3916.7618 0.0004 2p5(2Po3/2)4s 2[3/2]o 2 — 2p5(2Po3/2)4p 2[1/2] 1
4 25547.659 0.011 3914.2529 0.0017 2p5(2Po3/2)5p 2[5/2] 3 — 2p5(2Po3/2)8s 2[3/2]o 2
14 25588.111 0.006 3908.0650 0.0010 2p5(2Po3/2)4d 2[1/2]o 0 — 2p5(2Po3/2)6f 2[3/2] 1
7 25628.812 0.004 3901.8586 0.0006 2p5(2Po3/2)5s 2[3/2]o 1 — 2p5(2Po3/2)6p 2[5/2] 2
42 25638.336 0.004 3900.4091 0.0005 2p5(2Po3/2)4d 2[1/2]o 1 — 2p5(2Po3/2)6f 2[3/2] 2
4 25753.06 0.03 3883.033 0.005 2p5(2Po1/2)5p 2[3/2] 2 — 2p5(2Po1/2)8s 2[1/2]o 1
10 * 25753.37 0.02 3882.987 0.004 2p5(2Po3/2)4d 2[7/2]o 4 — 2p5(2Po3/2)6f 2[7/2] 4
10 * 25753.37 0.02 3882.987 0.004 2p5(2Po3/2)4d 2[7/2]o 4 — 2p5(2Po3/2)6f 2[7/2] 3
10 * 25760.64 0.04 3881.891 0.006 2p5(2Po3/2)4d 2[7/2]o 3 — 2p5(2Po3/2)6f 2[7/2] 3
10 * 25760.64 0.04 3881.891 0.006 2p5(2Po3/2)4d 2[7/2]o 3 — 2p5(2Po3/2)6f 2[7/2] 4
91 25786.665 0.007 3877.9733 0.0010 2p5(2Po3/2)4d 2[7/2]o 4 — 2p5(2Po3/2)6f 2[9/2] 5
85 25794.008 0.003 3876.8694 0.0005 2p5(2Po3/2)4d 2[7/2]o 3 — 2p5(2Po3/2)6f 2[9/2] 4
48 S 25845.550 0.004 3869.1380 0.0005 2p5(2Po3/2)4d 2[3/2]o 2 — 2p5(2Po3/2)6f 2[5/2] 3
130 25861.933 0.003 3866.6870 0.0005 2p5(2Po1/2)4s 2[1/2]o 1 — 2p5(2Po3/2)4p 2[1/2] 0
38 25873.469 0.004 3864.9630 0.0006 2p5(2Po1/2)4d 2[5/2]o 2 — 2p5(2Po1/2)6f 2[7/2] 3
18 25878.656 0.007 3864.1883 0.0010 2p5(2Po3/2)4d 2[3/2]o 2 — 2p5(2Po3/2)6f 2[3/2] 2
56 25879.642 0.003 3864.0411 0.0005 2p5(2Po1/2)4d 2[5/2]o 3 — 2p5(2Po1/2)6f 2[7/2] 4
38 25887.950 0.004 3862.8011 0.0006 2p5(2Po1/2)4d 2[3/2]o 2 — 2p5(2Po1/2)6f 2[5/2] 3
32 25948.961 0.005 3853.7188 0.0007 2p5(2Po3/2)4d 2[3/2]o 1 — 2p5(2Po3/2)6f 2[5/2] 2
21 25960.581 0.007 3851.9939 0.0010 2p5(2Po1/2)4d 2[3/2]o 1 — 2p5(2Po1/2)6f 2[5/2] 2
10 * 25982.412 0.010 3848.7574 0.0014 2p5(2Po3/2)4d 2[3/2]o 1 — 2p5(2Po3/2)6f 2[3/2] 1
10 * 25982.412 0.010 3848.7574 0.0014 2p5(2Po3/2)4d 2[3/2]o 1 — 2p5(2Po3/2)6f 2[3/2] 2
52 26072.823 0.005 3835.4113 0.0008 2p5(2Po3/2)4d 2[5/2]o 2 — 2p5(2Po3/2)6f 2[7/2] 3
68 S 26080.017 0.006 3834.3534 0.0008 2p5(2Po3/2)4d 2[5/2]o 3 — 2p5(2Po3/2)6f 2[7/2] 4
13 26088.520 0.009 3833.1036 0.0013 2p5(2Po3/2)4d 2[5/2]o 2 — 2p5(2Po3/2)6f 2[5/2] 2
17 S 26095.809 0.007 3832.0329 0.0011 2p5(2Po3/2)4d 2[5/2]o 3 — 2p5(2Po3/2)6f 2[5/2] 3
98 * 26131.288 0.003 3826.8301 0.0005 2p5(2Po3/2)4f 2[3/2] 2 — 2p5(2Po3/2)6g 2[5/2]o 3
98 * 26131.288 0.003 3826.8301 0.0005 2p5(2Po3/2)4f 2[3/2] 1 — 2p5(2Po3/2)6g 2[5/2]o 2
15 * 26162.321 0.008 3822.2909 0.0012 2p5(2Po3/2)4f 2[9/2] 5 — 2p5(2Po3/2)6g 2[9/2]o 5
15 * 26162.321 0.008 3822.2909 0.0012 2p5(2Po3/2)4f 2[9/2] 4 — 2p5(2Po3/2)6g 2[9/2]o 4
15 * 26162.321 0.008 3822.2909 0.0012 2p5(2Po3/2)4f 2[9/2] 4 — 2p5(2Po3/2)6g 2[9/2]o 5
230 * 26178.206 0.005 3819.9715 0.0008 2p5(2Po3/2)4f 2[9/2] 5 — 2p5(2Po3/2)6g 2[11/2]o 6
230 * 26178.206 0.005 3819.9715 0.0008 2p5(2Po3/2)4f 2[9/2] 4 — 2p5(2Po3/2)6g 2[11/2]o 5
120 * 26211.856 0.003 3815.0675 0.0004 2p5(2Po1/2)4f 2[7/2] 4 — 2p5(2Po1/2)6g 2[9/2]o 5
120 * 26211.856 0.003 3815.0675 0.0004 2p5(2Po1/2)4f 2[7/2] 3 — 2p5(2Po1/2)6g 2[9/2]o 4
90 * 26213.615 0.003 3814.8115 0.0005 2p5(2Po1/2)4f 2[5/2] 2 — 2p5(2Po1/2)6g 2[7/2]o 3
90 * 26213.615 0.003 3814.8115 0.0005 2p5(2Po1/2)4f 2[5/2] 3 — 2p5(2Po1/2)6g 2[7/2]o 4
110 * 26228.172 0.004 3812.6942 0.0006 2p5(2Po3/2)4f 2[5/2] 2 — 2p5(2Po3/2)6g 2[7/2]o 3
110 * 26228.172 0.004 3812.6942 0.0006 2p5(2Po3/2)4f 2[5/2] 3 — 2p5(2Po3/2)6g 2[7/2]o 4
15 * 26243.848 0.007 3810.4169 0.0010 2p5(2Po3/2)4f 2[5/2] 3 — 2p5(2Po3/2)6g 2[5/2]o 3
15 * 26243.848 0.007 3810.4169 0.0010 2p5(2Po3/2)4f 2[5/2] 2 — 2p5(2Po3/2)6g 2[5/2]o 3
160 * 26276.978 0.003 3805.6126 0.0004 2p5(2Po3/2)4f 2[7/2] 4 — 2p5(2Po3/2)6g 2[9/2]o 5
160 * 26276.978 0.003 3805.6126 0.0004 2p5(2Po3/2)4f 2[7/2] 3 — 2p5(2Po3/2)6g 2[9/2]o 4
25 * 26282.71 0.05 3804.783 0.008 2p5(2Po3/2)4f 2[7/2] 3 — 2p5(2Po3/2)6g 2[7/2]o 3
25 * 26282.71 0.05 3804.783 0.008 2p5(2Po3/2)4f 2[7/2] 3 — 2p5(2Po3/2)6g 2[7/2]o 4
1000 26868.106 0.003 3721.8850 0.0004 2p5(2Po3/2)4s 2[3/2]o 1 — 2p5(2Po3/2)4p 2[1/2] 1
140 27528.250 0.004 3632.6320 0.0006 2p5(2Po1/2)4s 2[1/2]o 0 — 2p5(2Po3/2)4p 2[3/2] 1
930 27580.984 0.003 3625.6865 0.0004 2p5(2Po3/2)4p 2[1/2] 0 — 2p5(2Po3/2)4d 2[3/2]o 1
15 27826.375 0.012 3593.7128 0.0016 2p5(2Po3/2)4p 2[3/2] 1 — 2p5(2Po1/2)5s 2[1/2]o 0
240 27979.570 0.003 3574.0364 0.0004 2p5(2Po3/2)4p 2[1/2] 0 — 2p5(2Po3/2)4d 2[1/2]o 1
570 28393.944 0.003 3521.8778 0.0004 2p5(2Po1/2)4p 2[1/2] 0 — 2p5(2Po1/2)4d 2[3/2]o 1
310 28540.970 0.003 3503.7351 0.0004 2p5(2Po1/2)4s 2[1/2]o 1 — 2p5(2Po3/2)4p 2[3/2] 2
81 28752.113 0.003 3478.0052 0.0004 2p5(2Po1/2)4s 2[1/2]o 1 — 2p5(2Po3/2)4p 2[3/2] 1
13 29295.268 0.006 3413.5206 0.0007 2p5(2Po3/2)5p 2[1/2] 1 — 2p5(2Po3/2)6d 2[3/2]o 2
13 29395.843 0.005 3401.8415 0.0006 2p5(2Po3/2)5p 2[1/2] 1 — 2p5(2Po3/2)6d 2[1/2]o 1
130 29455.855 0.004 3394.9108 0.0004 2p5(2Po3/2)4p 2[1/2] 1 — 2p5(2Po3/2)5s 2[3/2]o 1
14 29495.606 0.003 3390.3355 0.0004 2p5(2Po1/2)4p 2[3/2] 1 — 2p5(2Po3/2)4d 2[5/2]o 2
22 29676.059 0.004 3369.7197 0.0004 2p5(2Po1/2)4p 2[3/2] 1 — 2p5(2Po3/2)4d 2[3/2]o 1
61 29722.119 0.004 3364.4977 0.0004 2p5(2Po1/2)4s 2[1/2]o 1 — 2p5(2Po3/2)4p 2[5/2] 2
6 29812.553 0.004 3354.2917 0.0005 2p5(2Po1/2)4p 2[3/2] 1 — 2p5(2Po3/2)4d 2[3/2]o 2
4 29939.522 0.008 3340.0667 0.0008 2p5(2Po1/2)4p 2[3/2] 2 — 2p5(2Po3/2)4d 2[5/2]o 3
9 29949.038 0.004 3339.0054 0.0004 2p5(2Po1/2)4p 2[3/2] 2 — 2p5(2Po3/2)4d 2[5/2]o 2
1 30127.143 0.014 3319.2659 0.0016 2p5(2Po1/2)4p 2[1/2] 1 — 2p5(2Po3/2)4d 2[3/2]o 1
2 30135.096 0.007 3318.3900 0.0008 2p5(2Po1/2)4p 2[3/2] 2 — 2p5(2Po3/2)4d 2[3/2]o 1
1 30138.002 0.008 3318.0700 0.0009 2p5(2Po1/2)4p 2[3/2] 1 — 2p5(2Po3/2)4d 2[1/2]o 1
10 30173.468 0.017 3314.1699 0.0019 2p5(2Po3/2)5p 2[5/2] 3 — 2p5(2Po3/2)6d 2[5/2]o 3
620 30208.732 0.004 3310.3011 0.0004 2p5(2Po3/2)4p 2[1/2] 1 — 2p5(2Po3/2)5s 2[3/2]o 2
41 30267.823 0.005 3303.8385 0.0005 2p5(2Po1/2)4p 2[1/2] 1 — 2p5(2Po3/2)4d 2[3/2]o 2
17 30275.862 0.004 3302.9613 0.0005 2p5(2Po1/2)4p 2[3/2] 2 — 2p5(2Po3/2)4d 2[3/2]o 2
44 30308.501 0.007 3299.4043 0.0008 2p5(2Po3/2)5p 2[5/2 3 — 2p5(2Po3/2)6d 2[7/2]o 4
20 30371.786 0.008 3292.5295 0.0009 2p5(2Po1/2)4p 2[3/2] 2 — 2p5(2Po3/2)4d 2[7/2]o 3
15 30425.647 0.006 3286.7009 0.0006 2p5(2Po1/2)5p 2[3/2] 1 — 2p5(2Po1/2)6d 2[5/2]o 2
9 30472.757 0.010 3281.6197 0.0011 2p5(2Po3/2)5p 2[5/2] 2 — 2p5(2Po3/2)6d 2[5/2]o 2
12 30475.223 0.006 3281.3542 0.0006 2p5(2Po1/2)5p 2[1/2] 1 — 2p5(2Po1/2)6d 2[3/2]o 2
28 30603.119 0.007 3267.6408 0.0007 2p5(2Po3/2)5p 2[5/2] 2 — 2p5(2Po3/2)6d 2[7/2]o 3
52 30603.346 0.004 3267.6166 0.0004 2p5(2Po1/2)4p 2[1/2] 1 — 2p5(2Po3/2)4d 2[1/2]o 1
21 30639.710 0.005 3263.7385 0.0005 2p5(2Po1/2)5p 2[3/2] 2 — 2p5(2Po1/2)6d 2[5/2]o 3
23 30675.320 0.004 3259.9497 0.0004 2p5(2Po1/2)4p 2[1/2] 1 — 2p5(2Po3/2)4d 2[1/2]o 0
53 30720.023 0.003 3255.2059 0.0004 2p5(2Po3/2)4p 2[1/2] 0 — 2p5(2Po1/2)5s 2[1/2]o 1
16 30928.308 0.008 3233.2839 0.0008 2p5(2Po3/2)5p 2[3/2] 1 — 2p5(2Po3/2)6d 2[5/2]o 2
7 30975.572 0.013 3228.3504 0.0013 2p5(2Po3/2)5p 2[3/2] 1 — 2p5(2Po3/2)6d 2[3/2]o 1
25 31011.644 0.005 3224.5953 0.0005 2p5(2Po3/2)5p 2[3/2] 2 — 2p5(2Po3/2)6d 2[5/2]o 3
11 31110.469 0.008 3214.3521 0.0008 2p5(2Po3/2)5p 2[3/2] 2 — 2p5(2Po3/2)6d 2[3/2]o 2
3 31223.94 0.02 3202.671 0.002 2p5(2Po3/2)5p 2[3/2] 2 — 2p5(2Po3/2)6d 2[1/2]o 1
78 31868.616 0.004 3137.8834 0.0004 2p5(2Po1/2)4s 2[1/2]o 0 — 2p5(2Po3/2)4p 2[1/2] 1
1 32179.408 0.013 3107.5774 0.0012 2p5(2Po3/2)5p 2[1/2] 1 — 2p5(2Po3/2)7s 2[3/2]o 1
7 32433.342 0.005 3083.2469 0.0005 2p5(2Po3/2)5p 2[1/2] 1 — 2p5(2Po3/2)7s 2[3/2]o 2
4 32700.54 0.03 3058.053 0.003 2p5(2Po1/2)5p 2[1/2] 0 — 2p5(2Po1/2)6d 2[3/2]o 1
830 33182.139 0.004 3013.6695 0.0004 2p5(2Po3/2)4p 2[5/2] 2 — 2p5(2Po3/2)5s 2[3/2]o 1
5 33325.251 0.016 3000.7276 0.0014 2p5(2Po3/2)5p 2[1/2] 0 — 2p5(2Po3/2)6d 2[3/2]o 1
230 33341.790 0.004 2999.2391 0.0003 2p5(2Po1/2)4p 2[3/2] 1 — 2p5(2Po1/2)5s 2[1/2]o 1
1700 33361.478 0.004 2997.4691 0.0004 2p5(2Po3/2)4p 2[5/2] 3 — 2p5(2Po3/2)5s 2[3/2]o 2
47 33520.419 0.004 2983.2563 0.0003 2p5(2Po1/2)4s 2[1/2]o 1 — 2p5(2Po3/2)4p 2[1/2] 1
14 33628.670 0.008 2973.6531 0.0007 2p5(2Po3/2)5p 2[5/2] 3 — 2p5(2Po3/2)7s 2[3/2]o 2
2 33686.444 0.015 2968.5532 0.0013 2p5(2Po1/2)5p 2[3/2] 1 — 2p5(2Po1/2)7s 2[1/2]o 1
8 33717.548 0.005 2965.8147 0.0004 2p5(2Po3/2)5p 2[5/2] 2 — 2p5(2Po3/2)7s 2[3/2]o 1
3 33722.372 0.011 2965.3905 0.0009 2p5(2Po1/2)5p 2[1/2] 1 — 2p5(2Po1/2)7s 2[1/2]o 1
3 33813.686 0.016 2957.3824 0.0014 2p5(2Po1/2)5p 2[3/2] 1 — 2p5(2Po1/2)7s 2[1/2]o 0
3 33849.869 0.009 2954.2212 0.0008 2p5(2Po1/2)5p 2[1/2] 1 — 2p5(2Po1/2)7s 2[1/2]o 0
450 33909.054 0.004 2949.0649 0.0004 2p5(2Po1/2)4p 2[3/2] 1 — 2p5(2Po1/2)5s 2[1/2]o 0
440 33912.263 0.004 2948.7858 0.0004 2p5(2Po1/2)4p 2[1/2] 1 — 2p5(2Po1/2)5s 2[1/2]o 1
1200 33922.350 0.004 2947.9090 0.0003 2p5(2Po1/2)4p 2[3/2] 2 — 2p5(2Po1/2)5s 2[1/2]o 1
7 33952.413 0.006 2945.2988 0.0005 2p5(2Po1/2)5p 2[3/2] 2 — 2p5(2Po1/2)7s 2[1/2]o 1
4 33996.462 0.008 2941.4826 0.0007 2p5(2Po3/2)5p 2[5/2] 2 — 2p5(2Po3/2)7s 2[3/2]o 2
360 34140.648 0.004 2929.0598 0.0004 2p5(2Po3/2)4p 2[5/2] 2 — 2p5(2Po3/2)5s 2[3/2]o 2
5 34276.169 0.009 2917.4789 0.0007 2p5(2Po3/2)5p 2[3/2] 1 — 2p5(2Po3/2)7s 2[3/2]o 1
3 34383.050 0.007 2908.4098 0.0006 2p5(2Po3/2)5p 2[3/2] 2 — 2p5(2Po3/2)7s 2[3/2]o 1
590 34480.836 0.004 2900.1617 0.0003 2p5(2Po3/2)4p 2[3/2] 1 — 2p5(2Po3/2)5s 2[3/2]o 1
240 34499.275 0.004 2898.6116 0.0004 2p5(2Po1/2)4p 2[1/2] 1 — 2p5(2Po1/2)5s 2[1/2]o 0
1 34564.44 0.02 2893.1469 0.0018 2p5(2Po3/2)5p 2[3/2] 1 — 2p5(2Po3/2)7s 2[3/2]o 2
6 34673.121 0.007 2884.0784 0.0006 2p5(2Po3/2)5p 2[3/2] 2 — 2p5(2Po3/2)7s 2[3/2]o 2
380 34789.486 0.004 2874.4317 0.0003 2p5(2Po3/2)4p 2[3/2] 2 — 2p5(2Po3/2)5s 2[3/2]o 1
2 35217.80 0.03 2839.473 0.003 2p5(2Po3/2)5p 2[1/2] 1 — 2p5(2Po1/2)5d 2[3/2]o 2
120 35517.017 0.006 2815.5518 0.0004 2p5(2Po3/2)4p 2[3/2] 1 — 2p5(2Po3/2)5s 2[3/2]o 2
790 35844.581 0.004 2789.8220 0.0003 2p5(2Po3/2)4p 2[3/2] 2 — 2p5(2Po3/2)5s 2[3/2]o 2
33 36209.395 0.004 2761.7142 0.0003 2p5(2Po3/2)3d 2[1/2]o 1 — 2p5(2Po1/2)4p 2[1/2] 0
96 36481.630 0.007 2741.1056 0.0005 2p5(2Po1/2)4p 2[1/2] 0 — 2p5(2Po3/2)4d 2[3/2]o 1
3 37176.74 0.02 2689.8538 0.0015 2p5(2Po3/2)5p 2[1/2] 0 — 2p5(2Po3/2)7s 2[3/2]o 1
42 37182.250 0.004 2689.4553 0.0003 2p5(2Po1/2)4p 2[1/2] 0 — 2p5(2Po3/2)4d 2[1/2]o 1
4 37396.549 0.010 2674.0435 0.0007 2p5(2Po3/2)5s 2[3/2]o 1 — 2p5(2Po1/2)5p 2[1/2] 0
130 37746.247 0.004 2649.2700 0.0003 2p5(2Po3/2)3d 2[3/2]o 1 — 2p5(2Po1/2)4p 2[1/2] 0
10 39007.087 0.008 2563.6367 0.0005 2p5(2Po3/2)4d 2[1/2]o 1 — 2p5(2Po3/2)5f 2[5/2] 2
74 39019.950 0.004 2562.7916 0.0005 2p5(2Po3/2)4d 2[1/2]o 0 — 2p5(2Po3/2)5f 2[3/2] 1
170 39136.736 0.005 2555.1441 0.0003 2p5(2Po3/2)4d 2[1/2]o 1 — 2p5(2Po3/2)5f 2[3/2] 2
65 39137.029 0.007 2555.1250 0.0005 2p5(2Po3/2)4d 2[1/2]o 1 — 2p5(2Po3/2)5f 2[3/2] 1
3 39207.468 0.015 2550.5345 0.0010 2p5(2Po3/2)5s 2[3/2]o 2 — 2p5(2Po1/2)5p 2[3/2] 2
66 39324.462 0.005 2542.9464 0.0003 2p5(2Po3/2)4d 2[7/2]o 4 — 2p5(2Po3/2)5f 2[7/2] 4
48 39341.564 0.005 2541.8410 0.0003 2p5(2Po3/2)4d 2[7/2]o 3 — 2p5(2Po3/2)5f 2[7/2] 3
3 39386.615 0.017 2538.9336 0.0011 2p5(2Po3/2)4d 2[7/2]o 4 — 2p5(2Po3/2)5f 2[5/2] 3
4 39403.46 0.05 2537.848 0.003 2p5(2Po3/2)4d 2[7/2]o 3 — 2p5(2Po3/2)5f 2[5/2] 2
640 39457.774 0.004 2534.3548 0.0003 2p5(2Po3/2)4d 2[7/2]o 4 — 2p5(2Po3/2)5f 2[9/2] 5
430 39474.992 0.004 2533.2494 0.0003 2p5(2Po3/2)4d 2[7/2]o 3 — 2p5(2Po3/2)5f 2[9/2] 4
12 39518.767 0.005 2530.4433 0.0003 2p5(2Po3/2)5s 2[3/2]o 2 — 2p5(2Po1/2)5p 2[1/2] 1
260 39566.317 0.004 2527.4023 0.0003 2p5(2Po3/2)4d 2[3/2]o 2 — 2p5(2Po3/2)5f 2[5/2] 3
240 39639.886 0.004 2522.7116 0.0003 2p5(2Po1/2)4d 2[5/2]o 2 — 2p5(2Po1/2)5f 2[7/2] 3
350 39654.346 0.004 2521.7917 0.0003 2p5(2Po1/2)4d 2[5/2]o 3 — 2p5(2Po1/2)5f 2[7/2] 4
280 39669.971 0.004 2520.7984 0.0003 2p5(2Po1/2)4d 2[3/2]o 2 — 2p5(2Po1/2)5f 2[5/2] 3
75 39699.524 0.005 2518.9219 0.0003 2p5(2Po3/2)4d 2[3/2]o 2 — 2p5(2Po3/2)5f 2[3/2] 2
160 39809.128 0.004 2511.9867 0.0003 2p5(2Po3/2)4d 2[3/2]o 1 — 2p5(2Po3/2)5f 2[5/2] 2
180 39817.158 0.004 2511.4801 0.0003 2p5(2Po3/2)4p 2[1/2] 0 — 2p5(2Po3/2)5s 2[3/2]o 1
150 39840.733 0.004 2509.9940 0.0003 2p5(2Po1/2)4d 2[3/2]o 1 — 2p5(2Po1/2)5f 2[5/2] 2
29 39944.171 0.005 2503.4942 0.0003 2p5(2Po3/2)4d 2[3/2]o 1 — 2p5(2Po3/2)5f 2[3/2] 2
20 39944.482 0.005 2503.4747 0.0003 2p5(2Po3/2)4d 2[3/2]o 1 — 2p5(2Po3/2)5f 2[3/2] 1
280 40074.299 0.004 2495.3649 0.0003 2p5(2Po3/2)4d 2[5/2]o 2 — 2p5(2Po3/2)5f 2[7/2] 3
390 40091.275 0.004 2494.3083 0.0003 2p5(2Po3/2)4d 2[5/2]o 3 — 2p5(2Po3/2)5f 2[7/2] 4
65 40138.549 0.005 2491.3706 0.0003 2p5(2Po3/2)4d 2[5/2]o 2 — 2p5(2Po3/2)5f 2[5/2] 2
97 40155.856 0.004 2490.2968 0.0003 2p5(2Po3/2)4d 2[5/2]o 3 — 2p5(2Po3/2)5f 2[5/2] 3
350 40254.424 0.004 2484.1990 0.0003 2p5(2Po3/2)4f 2[3/2] 1 — 2p5(2Po3/2)5g 2[5/2]o 2
540 40254.792 0.004 2484.1763 0.0003 2p5(2Po3/2)4f 2[3/2] 2 — 2p5(2Po3/2)5g 2[5/2]o 3
3 40276.140 0.019 2482.8596 0.0012 2p5(2Po3/2)4d 2[5/2]o 2 — 2p5(2Po3/2)5f 2[3/2] 1
140 * 40291.835 0.004 2481.8924 0.0003 2p5(2Po3/2)4f 2[9/2] 4 — 2p5(2Po3/2)5g 2[9/2]o 4
140 * 40291.835 0.004 2481.8924 0.0003 2p5(2Po3/2)4f 2[9/2] 5 — 2p5(2Po3/2)5g 2[9/2]o 5
6 * 40314.409 0.015 2480.5027 0.0009 2p5(2Po3/2)4f 2[9/2] 4 — 2p5(2Po3/2)5g 2[7/2]o 3
6 * 40314.409 0.015 2480.5027 0.0009 2p5(2Po3/2)4f 2[9/2] 5 — 2p5(2Po3/2)5g 2[7/2]o 4
1900 * 40356.667 0.004 2477.9053 0.0003 2p5(2Po3/2)4f 2[9/2] 5 — 2p5(2Po3/2)5g 2[11/2]o 6
1900 * 40356.667 0.004 2477.9053 0.0003 2p5(2Po3/2)4f 2[9/2] 4 — 2p5(2Po3/2)5g 2[11/2]o 5
1300 40425.964 0.004 2473.6578 0.0003 2p5(2Po1/2)4f 2[7/2] 4 — 2p5(2Po1/2)5g 2[9/2]o 5
660 40429.447 0.007 2473.4447 0.0004 2p5(2Po1/2)4f 2[5/2] 2 — 2p5(2Po1/2)5g 2[7/2]o 3
660 * 40429.447 0.007 2473.4447 0.0004 2p5(2Po1/2)4f 2[5/2] 3 — 2p5(2Po1/2)5g 2[7/2]o 4
300 40429.682 0.008 2473.4303 0.0005 2p5(2Po1/2)4f 2[5/2] 3 — 2p5(2Po1/2)5g 2[9/2]o 4
690 40457.207 0.004 2471.7475 0.0003 2p5(2Po3/2)4f 2[5/2] 3 — 2p5(2Po3/2)5g 2[7/2]o 4
340 40457.474 0.005 2471.7312 0.0003 2p5(2Po3/2)4f 2[5/2] 2 — 2p5(2Po3/2)5g 2[7/2]o 3
85 40522.294 0.007 2467.7774 0.0004 2p5(2Po3/2)4f 2[5/2] 3 — 2p5(2Po3/2)5g 2[5/2]o 3
59 * 40522.553 0.008 2467.7616 0.0005 2p5(2Po3/2)4f 2[5/2] 2 — 2p5(2Po3/2)5g 2[5/2]o 3
59 * 40522.553 0.008 2467.7616 0.0005 2p5(2Po3/2)4f 2[5/2] 2 — 2p5(2Po3/2)5g 2[5/2]o 2
1500 * 40564.426 0.004 2465.2142 0.0003 2p5(2Po3/2)4f 2[7/2] 4 — 2p5(2Po3/2)5g 2[9/2]o 5
1500 * 40564.426 0.004 2465.2142 0.0003 2p5(2Po3/2)4f 2[7/2] 3 — 2p5(2Po3/2)5g 2[9/2]o 4
180 * 40587.308 0.004 2463.8244 0.0003 2p5(2Po3/2)4f 2[7/2] 3 — 2p5(2Po3/2)5g 2[7/2]o 3
180 * 40587.308 0.004 2463.8244 0.0003 2p5(2Po3/2)4f 2[7/2] 4 — 2p5(2Po3/2)5g 2[7/2]o 4
7 * 40652.823 0.012 2459.8538 0.0007 2p5(2Po3/2)4f 2[7/2] 3 — 2p5(2Po3/2)5g 2[5/2]o 2
7 * 40652.823 0.012 2459.8538 0.0007 2p5(2Po3/2)4f 2[7/2] 4 — 2p5(2Po3/2)5g 2[5/2]o 3
10 40818.029 0.008 2449.8978 0.0005 2p5(2Po3/2)4f 2[7/2] 4 — 2p5(2Po3/2)5d 2[5/2]o 3
3 40827.58 0.02 2449.3247 0.0013 2p5(2Po1/2)4f 2[5/2] 2 — 2p5(2Po1/2)5d 2[3/2]o 1
5 40828.183 0.014 2449.2885 0.0008 2p5(2Po3/2)4f 2[7/2] 3 — 2p5(2Po3/2)5d 2[5/2]o 2
2 40851.083 0.012 2447.9155 0.0007 2p5(2Po3/2)4f 2[5/2] 2 — 2p5(2Po3/2)5d 2[3/2]o 1
7 40929.375 0.014 2443.2330 0.0008 2p5(2Po1/2)4f 2[7/2] 4 — 2p5(2Po1/2)5d 2[5/2]o 3
3 40935.11 0.04 2442.891 0.002 2p5(2Po1/2)4f 2[7/2] 3 — 2p5(2Po1/2)5d 2[5/2]o 2
2 40939.10 0.03 2442.6527 0.0016 2p5(2Po1/2)4f 2[5/2] 3 — 2p5(2Po1/2)5d 2[5/2]o 2
2 40941.60 0.04 2442.504 0.002 2p5(2Po1/2)4f 2[7/2] 3 — 2p5(2Po1/2)5d 2[3/2]o 2
3 40945.547 0.019 2442.2680 0.0011 2p5(2Po1/2)4f 2[5/2] 3 — 2p5(2Po1/2)5d 2[3/2]o 2
8 40950.274 0.010 2441.9861 0.0006 2p5(2Po3/2)4f 2[9/2] 4 — 2p5(2Po3/2)5d 2[7/2]o 3
14 40961.383 0.008 2441.3238 0.0005 2p5(2Po3/2)4f 2[9/2] 5 — 2p5(2Po3/2)5d 2[7/2]o 4
8 40992.010 0.015 2439.4998 0.0009 2p5(2Po3/2)4f 2[5/2] 3 — 2p5(2Po3/2)5d 2[3/2]o 2
9 41054.95 0.08 2435.760 0.005 2p5(2Po3/2)4f 2[3/2] 2 — 2p5(2Po3/2)5d 2[1/2]o 1
5 41172.32 0.03 2428.8165 0.0015 2p5(2Po3/2)5p 2[1/2] 0 — 2p5(2Po1/2)5d 2[3/2]o 1
140 42182.976 0.005 2370.6246 0.0003 2p5(2Po1/2)4p 2[1/2] 0 — 2p5(2Po1/2)5s 2[1/2]o 1
5 44335.80 0.02 2255.5134 0.0012 2p5(2Po1/2)4p 2[3/2] 1 — 2p5(2Po3/2)5s 2[3/2]o 1
14 45493.929 0.009 2198.0955 0.0004 2p5(2Po3/2)3d 2[1/2]o 0 — 2p5(2Po1/2)4p 2[1/2] 1
26 45796.921 0.005 2183.5529 0.0003 2p5(2Po3/2)3d 2[1/2]o 1 — 2p5(2Po1/2)4p 2[1/2] 1
27 47159.797 0.006 2120.4502 0.0003 2p5(2Po1/2)4p 2[1/2] 1 — 2p5(2Po3/2)5s 2[3/2]o 2
11 47179.303 0.011 2119.5735 0.0005 2p5(2Po1/2)4p 2[3/2] 2 — 2p5(2Po3/2)5s 2[3/2]o 2
10 47248.165 0.017 2116.4843 0.0008 2p5(2Po3/2)3d 2[7/2]o 3 — 2p5(2Po1/2)4p 2[3/2] 2
9 47588.616 0.014 2101.3429 0.0006 2p5(2Po3/2)3d 2[3/2]o 2 — 2p5(2Po1/2)4p 2[3/2] 2
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Letters or symbols in the comment column have the following meanings:

a

- asymmetric.

r

- self reversed.

*

- multiply classified.

S

- used as an internal standard for absolute calibration.

The intensities reported in the first column of Table 3 are on a scale linear in photon number as described above. Lines that were used as internal standards for calibration of the spectra are indicated by an S following the intensity. An asterisk in this position denotes a line that is multiply classified. In almost all cases multiply-classified lines are associated with the small intervals between pair-coupled levels in 5p5nf and 5p5ng configurations. These transitions are unresolvable in observation of the emission spectrum because their Doppler widths exceed the level separation. The many unresolved blends of transitions to 5p5nd levels in Ref. [4] have all been resolved in this work.

The observed wavelengths and their uncertainties are given in the second and third columns of Table 3. Wavelengths shorter than 20 000 Å are reported in standard air; wavelengths longer than 20 000 Å are vacuum values. The observed vacuum wave numbers were converted to standard air wavelengths by using the index of refraction of air as calculated from the three term formula of Peck and Reeder [16]. Uncertainties are reported at the one standard deviation level representing a 68 % confidence interval. The wavelengths have been rounded so that the uncertainty in the least significant digit does not exceed 20. Corresponding values of the vacuum wave number and its uncertainty are given in columns four and five.

The classification for each line is given in the remaining columns of Table 3. The configuration, term, and J value for the lower level is given first followed by the same information for the upper level. All level designations are given in the J1l coupling notation. The line identifications were initially made based on the Ne I level values reported by Kaufman and Minnhagen [5] and by Chang et al. [6]. A few identifications were later revised based on calculated transition probabilities and re-optimized level values determined in our comprehensive compilation of Ne I wavelengths and energy levels [8]. The classifications in Table 3 are fully consistent with Ref. [8].

5. Discussion

We have made new observations of the Ne I spectrum in the infrared region with high resolution and signal-to-noise ratio. Our results provide the first comprehensive experimental description of the spectrum in the extraphotographic infrared. Approximately 650 lines have been classified as transitions among previously reported Ne I levels. Most of the multiply-classified lines in the work of Humphreys [4] have now been resolved as described more fully in Ref. [7]. The lines shown in Fig. 4, for example, were reported as a single line with five classifications in Ref. [4].

Our newly measured wavelengths for all transitions to levels of the 5p54p configuration in the 20 000 Å to 50 000 Å region are systematically shifted with respect to their calculated values based on the levels of Kaufman and Minnhagen [5] as we have previously described in Ref. [7]. The 5p54p level values in Ref. [5] are consistent with values recommended by the IAU [14] as suitable for calculation of secondary wavelength standards. Our measurements indicate that the levels of this configuration must be shifted upward by approximately 0.0054 cm−1. A reoptimization of the 5p54p levels based on all available data from the ultraviolet to the infrared has been made and confirms this shift [8].

Acknowledgments

This work was supported in part by the National Aeronautics and Space Administration and by the Office of Fusion Energy Sciences of the United States Department of Energy.

Footnotes

About the authors: Craig J. Sansonetti and E. B. Saloman are physicists in the Atomic Spectroscopy Group of the Atomic Physics Division in the NIST Physics Laboratory. Marion M. Blackwell was a guest researcher in the Atomic Spectroscopy Group during the summer of 2000. The National Institute of Standards and Technology is an agency of the Technology Administration, U.S. Department of Commerce.

Contributor Information

Craig J. Sansonetti, Email: craig.sansonetti@nist.gov.

E. B. Saloman, Email: edward.saloman@nist.gov.

6. References

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