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Table 1: Journal of ground-based observation for GD358 in August, 1996.
Telescope Run Date (UT) Start Time (UT) Length (s)
Suhora 60 cm suh-55 Aug. 10 23:28:00 8890
Suhora 60 cm suh-56 Aug. 12 20:26:40 14 730
McDonald 210 cm an-0036 Aug. 13 3:06:30 13 840
Suhora 60 cm suh-57 Aug. 13 19:12:10 22 050
McDonald 210 cm an-0038 Aug. 14 3:14:10 12 920
BAO 85 cm bao-0026 Aug. 14 13:10:00 13 610
Suhora 60 cm suh-58 Aug. 14 23:19:10 5370
McDonald 210 cm an-0040 Aug. 15 3:04:30 15 780
McDonald 96 cm an-0041 Aug. 16 2:54:00 15 700
BAO 85 cm bao-0027 Aug. 16 13:01:50 1250
BAO 85 cm bao-0028 Aug. 16 13:42:30 9330
McDonald 96 cm an-0042 Aug. 17 5:01:50 6420
McDonald 96 cm an-0043 Aug. 18 4:05:30 3930
Suhora 60-cm suh-59 Aug. 18 21:02:10 13 010
McDonald 96 cm an-0042 Aug. 18 4:05:30 3930
McDonald 96 cm an-0043 Aug. 19 2:44:40 2100
McDonald 96 cm an-0044 Aug. 19 2:44:40 2100
McDonald 96 cm an-0044 Aug. 19 3:47:00 4250
McDonald 96 cm an-0045 Aug. 19 3:47:00 4250
McDonald 96 cm an-0046 Aug. 19 4:58:30 7160
Suhora 60 cm suh-60 Aug. 19 20:28:00 15 290
Suhora 60 cm suh-61 Aug. 20 21:04:00 10 670



 

 
Table 2: Journal of ground-based observation for GD358 in May-June, 2000.
Run Name Telescope Date (UT) Start Time Length  
    (UT) (s)    
jr0523 Moletai 1.65m May 23 00 22:15:49 6360  
tsm-0074 McDonald 2.1m May 24 4:59:00 20 050  
jr0524 Moletai 1.65m May 24 20:24:35 10 255  
tsm-0075 McDonald 2.1m May 25 3:25:00 25 440  
suh-089 SUHORA 0.6m May 25 23:58:30 4715  
tsm-0076 McDonald 2.1m May 26 3:18:30 25 350  
suh-090 Suhora 0.6m May 26 20:07:20 18 995  
jr0526 Moletai 1.65m May 26 20:26:00 12 545  
teide02 Tenerife IAC 0.8m May 27 01:25:20 13 270  
tsm-0077 McDonald 2.1m May 27 03:00:00 26 100  
suh-091 Suhora 0.6m May 27 19:56:20 15 240  
sa-et1 SAAO 0.75m May 28 00:18:30 15 220  
teide04 Tenerife IAC 0.8m May 28 0:37:10 14 870  
tsm-0078 McDonald 2.1m May 28 2:51:00 29 040  
teide05 Tenerife IAC 0.8m May 28 21:53:20 24 700  
jr0528 Moletai 1.65m May 28 20:28:20 9550  
tsm-0079 McDonald 2.1m May 29 2:50:00 27 300  
calto2905 Calar Alto 1.23m May 29 21:20:00 6000 CCD
teide06 Tenerife IAC 0.8m May 29 22:01:50 4375  
gv-2905 OHP May 29 22:06:00 15 530  
teide07 Tenerife IAC 0.8m May 29 23:28:00 11 460  
teide08 Tenerife IAC 0.8m May 30 2:50:50 6850  
tsm-0080 McDonald 2.1m May 30 3:00:00 28 200  
suh-092 Suhora 0.6m May 30 20:39:30 14 880  
gv-2906 OHP 1.93m May 30 20:44:00 4340  
teide09 Tenerife IAC 0.8m May 30 21:58:50 25 270  
sjk-0401 Hawaii UH 0.6m May 31 7:19:00 26 615  
gv-2907 OHP, 1.93 m May 31 20:44:00 20 400  
teide10 Tenerife IAC 0.8m May 31 22:25:20 8195  
calto3105 Calar Alto 1.23m May 31 21:30:00 5560 CCD
sa-od033 SAAO 0.75m May 31 22:31:00 4000  
sjk-0402 Hawaii UH 0.6m Jun. 1 6:05:00 31 265  
jxj-0103 BAO 0.85m Jun. 1 13:18:20 6950  
suh-093 Suhora 0.6m Jun. 1 19:55:30 19 310  
jr0601 Moletai 1.65m Jun. 1 20:12:00 13 145  
sa-od035 SAAO 0.75m Jun. 1 20:22:00 10 600  
calto0106 Calar Alto 1.23m Jun. 1 20:46:00 4845 CCD
gv-2908 OHP 1.93m Jun. 1 20:48:00 19 650  
teide11 Tenerife IAC 0.8m Jun. 1 22:38:40 2230  
teide12 Tenerife IAC 0.8m Jun. 1 23:16:20 12 460  
tsm-0081 McDonald 2.1m Jun. 2 2:50:00 24 000  
teide13 Tenerife IAC 0.8m Jun. 2 3:00:20 7180  
sara030 Sara 0.9m Jun. 2 8:30:00 14 400 CCD
sjk-0403 Hawaii UH 0.6m Jun. 2 6:04:00 32 505  
jxj-0003 BAAO 0.85m Jun. 2 15:24:50 11 030  
suh-094 Suhora 0.6m Jun. 2 19:53:00 19 530  
gv-2909 OHP 1.93m Jun. 2 21:40:00 16 750  
jr0602 Moletai 1.65m Jun. 2 22:03:45 4740  
calto0602 Calar Alto 1.23m Jun. 2 23:20:00 4030 CCD
teide15 Tenerife IAC 0.8m Jun. 3 00:22:40 16 630  



 

 
Table 3: Journal of ground-based observation for GD358 in May-June, 2000. (cont.)
Run Name Telescope Date (UT) Start Time Length  
    (UT) (s)    
calto0602.2 Calar Alto 1.23 m Jun. 3 00:35:00 2800  
tsm-0082 McDonald 2.1 m Jun. 3 3:03:30 22 110  
sara031 Sara 0.9 m Jun. 3 4:15:00 26 100 CCD
sjk-0404 Hawaii UH 0.6 m Jun. 3 5:59:30 31 270  
jxj-0105 BAO 0.85 m Jun. 3 13:27:50 4185  
sjk-0405 Hawaii UH 0.6 m Jun. 3 14:42:30 1465  
jxj-0106 BAO 0.85 m Jun. 3 16:00:20 8725  
suh-095 Suhora 0.6 m Jun. 3 20:02:50 19 055  
jr0603 Moletai 1.65 m Jun. 3 20:24:55 12 305  
sa-od037 SAAO 0.75 m Jun. 3 20:49:00 10 655  
teide17 Tenerife IAC 0.8 m Jun. 4 00:26:00 16 760  
sara032 Sara 0.9 m Jun. 4 4:08:00 26 940 CCD
sjk-0406 Hawaii UH 0.6 m Jun. 4 5:37:00 34 055  
tsm-0083 McDonald 2.1 m Jun. 4 7:46:30 11 310  
jxj-0107 BAO 0.85 m Jun. 4 12:32:50 25 280  
suh-096 Suhora 0.6 m Jun. 4 20:21:00 16 775  
sa-od039 SAAO 0.75 m Jun. 4 21:42:00 7110  
calto0604 Calar Alto 1.23 m Jun. 4 23:06:37 4290 CCD
teide19 Tenerife IAC 0.8 m Jun. 5 0:14:30 17 270  
tsm-0084 McDonald 2.1 m Jun. 5 3:00:00 6150  
sara034 Sara 0.9 m Jun. 5 4:47:00 24 720 CCD
jxj-0108 BAO 0.85 m Jun. 5 12:33:20 25 295  
suh-097 Suhora 0.6 m Jun. 5 20:04:00 18 545  
jr0605_1 Moletai 1.65 m Jun. 5 20:58:25 5555  
sa-od042 SAAO 0.75 m Jun. 5 21:49:00 8005  
jr0605_2 Moletai 1.65 m Jun. 5 22:52:55 3925  
teide20 Tenerife IAC 0.8 m Jun. 6 1:08:00 13 685  
tsm-0085 McDonald 2.1 m Jun. 6 2:55:00 28 800  
sara035 Sara 0.9 m Jun. 6 4:08:00 10 080 CCD
edjoh01 NOT Jun. 6 21:33:40 10 150  
edjoh02 NOT Jun. 7 1:33:10 13 025  
teide22 Tenerife IAC 0.8 m Jun. 7 0:16:40 16 850  
teide23 Tenerife IAC 0.8 m Jun. 7 21:00:00 28 800  
edjoh03 NOT 2.5 m Jun. 7 22:23:40 15 755  
suh-098 Suhora 0.6 m Jun. 8 20:05:10 17 065  
sara036 Sara 0.9 m Jun. 10 4:41:00 7800 CCD
sara037 Sara 0.9 m Jun. 11 4:01:00 9780 CCD
sara038 Sara 0.9 m Jun. 12 3:57:00 10 600 CCD
sara039 Sara 0.9 m Jun. 20 7:09:00 14 700 CCD
sara040 Sara 0.9 m Jun. 21 3:36:00 28 920 CCD
sara041 Sara 0.9 m Jun. 22 3:29:00 22 020 CCD
sara042 Sara 0.9 m Jun. 23 3:23:00 28 680 CCD



 

 
Table 4: Journal of Observation for September, 1996 and April, 1997. September, 1996 data were taken by our Whole Earth Telescope collaborators during a WET run whose primary target was not GD 358. PdM stands for Pic du Midi in France, and Suhora is for Mt. Suhora in Poland. The 1997 data were all taken at McDonald Observatory in Texas.
Telescope Run Date (UT) Time(UT) Length (s)
PdM 2 m gv-0480 1996 Sep. 10 20:29:01 5670
Suhora 60 cm suh-62 1996 Sep. 11 18:11:00 10 790
PdM 2 m gv-0484 1996 Sep. 14 21:22:02 2330
Suhora 60 cm suh-63 1996 Sep. 18 18:45:00 15 860
Suhora 60 cm suh-65 1996 Sep. 19 18:06:20 13 380
McD 2.1 m an-0061 1997 Apr. 1 06:54:20 415
McD 2.1 m an-0066 1997 Apr. 7 06:52:50 1763



  \begin{figure} \par\includegraphics[height=17.5cm,angle=-90,width=13.2cm,clip]{gd358lc1.ps}\end{figure} Figure 4: First half of the ground-based optical lightcurve of GD 358 in August 1996. Each panel is one day long.


  \begin{figure} \par\includegraphics[height=17.5cm,width=14.1cm,clip]{dftchange.ps}\end{figure} Figure 5: Fourier transforms of GD 358 observed one day apart. The top panel shows the Fourier transform of the data taken on the 1st day of the 3-site campaign (suh-55: taken in Poland with start time at 23:28:00 UT on August 10), and the bottom panel shows the data taken about one day later from McDonald (an-0034: taken with start time at 2:48:20 UT on August 12). The observed power has shifted completely and dramatically, both in frequency and amplitude.


  \begin{figure} \par\includegraphics[totalheight=15cm,angle=270]{an-0034dpft.ps}\end{figure} Figure 6: Fourier transform of an-0034 before (dotted line) and after (solid line) it was prewhitened by the 423 s mode. After prewhitening, there is little significant power left. The lightcurve was dominated by one mode, a possible explanation for why the lightcurve looked so linear (sinusoidal) in Fig. 4.


  \begin{figure} \par\includegraphics[width=15cm,clip]{pkh.ps}\end{figure} Figure 10: Results of pre-whitening for the 1990, 1994, August 1996, and 2000 data sets.


  \begin{figure} \par\includegraphics[width=15.4cm,clip]{k16.ps}\end{figure} Figure 11: Peaks around k=16 in the 1990 (solid line) and 2000 (dashed line) transforms.


  \begin{figure} \par\includegraphics[width=16cm,clip]{deltap8.ps}\end{figure} Figure 12: Search for $\dot P$: The periods of the msubcomponents of even the most stable mode, k=8, change significantly, from year to year. The same behavior is detected for all pulsations.


 

 
Table 11: Linear Combination of Peaks in 2000.
k Period Amp. $f_{{\rm obs}}$ Combination $f_{{\rm comb}}$ $\Delta f = f_{{\rm obs}}-f_{{\rm comb}}$
  (s) (mma) ($\mu $Hz)   ($\mu $Hz) ($\mu $Hz)
  8096.02 3.518 123.52 15- 17 123.49 0.02
'' '' '' '' $ 16-\ell=2$ 123.38 0.14
'' '' '' '' 17- 19 123.61 -0.09
  6078.39 2.169 164.52 15- 18 164.68 -0.17
  6032.23 1.340 165.78 15-18f 165.65 0.12
  5669.64 1.152 176.38      
  1765.91 1.738 566.28 11- 17 566.27 0.01
  1539.52 1.009 649.56      
  1450.02 2.140 689.64 11- 19 689.88 -0.23
  1369.15 3.584 730.38 10- 17 730.40 -0.02
  1289.88 0.881 775.26 90- 16 775.23 0.03
  1166.29 2.876 857.42 90- 17 857.42 0.00
  1064.99 3.162 938.97 8+- 15 939.02 -0.04
  1056.84 1.121 946.22 8-- 15 946.17 0.04
  959.37 0.977 1042.35 90- 20 1043.07 -0.72
  941.28 0.895 1062.39 8+- 17 1062.51 -0.12
  900.84 1.401 1110.07 $8^--\ell=2^a$ 1110.03 0.05
20 900.13 2.029 1110.95 $8^-- \ell=2$ 1110.86 0.10
  853.57 1.816 1171.55      
19 852.52 2.740 1172.99      
$ \ell=2^h?$ 798.80 3.662 1251.87 $\ell=2-3.54~\mu$Hz    
$ \ell=2^g?$ 797.63 5.858 1253.72      
$ \ell=2^f?$ 797.17 5.330 1254.44      
$\ell=2$ 796.55 14.870 1255.41 not 1235 $\mu $Hz    
$ \ell=2^a?$ 796.02 7.508 1256.24      
$ \ell=2^b?$ 795.73 1.280 1256.71      
$ \ell=2^c?$ 795.36 3.277 1257.29 $\ell=2+1.88~\mu$Hz    
$\ell=2^d?$ 794.75 2.433 1258.26 18 $\ell=2+2.85~\mu$Hz    
$\ell=2^e?$ 793.88 1.568 1259.63 18 $\ell=2+4.22~\mu$Hz    
  782.89 1.546 1277.31      
  781.92 1.350 1278.90      
17a 771.68 1.221 1295.87      
17 771.25 27.940 1296.60      
17b 770.80 1.604 1297.36      
  759.39 1.205 1316.85      
  725.70 1.286 1377.98 7-17b 1378.13 -0.15
16 725.27 5.157 1378.80 $15+18\ell=2-17$ 1378.76 0.03
  724.78 2.688 1379.73      
  709.03 1.185 1410.38      
15+ 704.18 29.720 1420.10      
15a 702.44 3.003 1423.62 15+3.52 $\mu $Hz    
  690.99 1.123 1447.21      
12 575.94 1.030 1736.29      
11 536.81 0.830 1862.87      
10 493.34 1.280 2027.00      
9+ 465.01 2.980 2150.49 9+3.54 $\mu $Hz    
90 464.25 5.300 2154.03      
9- 463.45 2.510 2157.72 9-3.69 $\mu $Hz    
  447.30 0.968 2235.66 17+8+-15+ 2235.61 0.08
  439.08 0.989 2277.50 15++9-17 2277.53 -0.02



 
Table 11: Continued.
k Period Amp. $f_{{\rm obs}}$ Combination $f_{{\rm comb}}$ $\Delta f = f_{{\rm obs}}-f_{{\rm comb}}$
  (s) (mma) ($\mu $Hz)   ($\mu $Hz) ($\mu $Hz)
8+ 423.89 5.640 2359.11      
8- 422.61 5.620 2366.27 $8^+-2\times 3.58\mu$Hz    
  415.34 1.030 2407.65 20+ 17 2407.56 0.09
  405.15 1.388 2468.21 19+ 17a 2468.86 -0.65
  404.89 1.091 2469.83 19+ 17 2469.60 0.24
  398.57 1.249 2508.96 $ 2 \times \ell=2^f$ 2508.89 0.08
  398.29 1.423 2510.74 $ 2 \times \ell=2$ 2510.83 -0.09
  398.15 2.052 2511.65 $ 2 \times \ell=2^a$ 2512.49 -0.84
  392.10 1.670 2550.34 $\ell=2^g+ 17$ 2550.32 0.01
  392.00 1.737 2551.04 $ \ell=2^g+ 17^b$ 2551.08 -0.04
'' '' '' '' $ \ell=2^f+ 17$ 2551.05 0.00
'' '' '' '' $ \ell=2+ 17^a$ 2551.28 -0.24
  391.85 3.703 2552.02 19+ 16 2551.79 0.23
'' '' '' '' $ \ell=2^f+ 17^a$ 2551.80 0.22
'' '' '' '' $ \ell=2+ 17$ 2552.02 0.00
'' '' '' '' $ \ell=2^a+ 17^a$ 2552.11 -0.09
  391.72 2.007 2552.83 $ \ell=2+ 17^b$ 2552.77 0.05
'' '' '' '' $ \ell=2^a+ 17$ 2552.85 -0.02
'' '' '' '' $ \ell=2^b+ 17^a$ 2552.58 0.24
'' '' '' '' $ \ell=2^c+ 17$ 2553.32 -0.49
'' '' '' '' $ \ell=2^c+ 17^a$ 2553.16 -0.34
  391.56 1.159 2553.88 $ \ell=2^a+ 17^b$ 2553.60 0.28
'' '' '' '' $ \ell=2^b+ 17^b$ 2554.07 -0.19
'' '' '' '' $ \ell=2^c+ 17$ 2553.90 -0.02
'' '' '' '' $ \ell=2^c+ 17^b$ 2554.65 -0.77
'' '' '' '' $ \ell=2^e+ 17^a$ 2554.13 -0.25
  385.62 7.759 2593.21 $2\times 17$ 2593.21 0.00
  379.48 0.928 2635.16 $ \ell=2+ 16$ 2634.21 0.95
'' '' '' '' $ \ell=2^a+ 16$ 2635.04 0.12
'' '' '' '' $ \ell=2^b+ 16$ 2635.51 -0.35
  374.24 1.576 2672.05 19a+ 15 2671.97 0.08
  374.00 3.459 2673.81 $\ell=2^g+ 15$ 2673.82 -0.01
  373.89 3.498 2674.56 $\ell=2^f+ 15$ 2674.54 0.02
'' '' '' '' 17a+ 16 2674.67 -0.10
7 373.76 8.430 2675.49 17+ 16 2675.40 0.09
  373.64 4.254 2676.40 $\ell=2^a+ 15$ 2676.34 0.06
'' '' '' '' $\ell=2^b+ 15$ 2676.81 -0.41
'' '' '' '' 17b+ 16 2676.15 0.25
  373.50 1.827 2677.38 $\ell=2^g+15^a$ 2677.34 0.04
'' '' '' '' $ \ell=2^c+ 15$ 2677.39 -0.01
  373.38 1.193 2678.22 $\ell=2^g+15^a$ 2678.06 0.16
'' '' '' '' $ \ell=2^e+ 15$ 2678.35 -0.13
  373.16 0.870 2679.78 $ \ell=2+ 15^a$ 2679.03 0.75
'' '' '' '' $ \ell=2^a+ 15^a$ 2679.86 -0.08
'' '' '' '' $ \ell=2^b+ 15^a$ 2680.33 -0.55
  372.83 0.932 2682.18 $15^a+\ell=2^d$ 2681.87 0.30
  368.09 5.653 2716.71 17+ 15 2716.70 0.01
  367.62 0.840 2720.17 17a+ 15a 2719.49 0.68
'' '' '' '' 17+ 15a 2720.22 -0.05
  357.29 1.731 2798.86 16+ 15 2798.89 -0.03
  357.16 0.877 2799.88 16a+ 15 2799.83 0.05



 
Table 11: Continued.
k Period Amp. $f_{{\rm obs}}$ Combination $f_{{\rm comb}}$ $\Delta f = f_{{\rm obs}}-f_{{\rm comb}}$
  (s) (mma) ($\mu $Hz)   ($\mu $Hz) ($\mu $Hz)
  352.09 4.260 2840.20 $2\times 15$ 2840.19 0.01
  351.66 1.054 2843.68 15+ 15a 2843.71 -0.03
  293.60 0.992 3405.99 $ \ell=2+9^+$ 3405.91 0.09
'' '' '' '' $\ell=2^a+9^+$ 3406.74 -0.74
'' '' '' '' 16+ 10 3405.79 0.20
  289.80 1.929 3450.64 17a+ 90 3449.90 0.74
'' '' '' '' 17+ 90 3450.63 0.01
'' '' '' '' 15a+ 10 3450.62 0.02
  279.78 1.393 3574.19 15+90 3574.12 0.07
'' '' '' '' 15a+9+ 3574.11 0.08
  279.50 1.118 3577.77 15+9- 3577.82 -0.05
'' '' '' '' 15a+90 3577.65 0.13
  276.66 1.550 3614.54 $\ell=2 + 8^+$ 3614.53 0.01
  276.10 0.960 3621.85 $ \ell=2+ 8^-$ 3621.68 0.17
  273.54 1.284 3655.77 17+ 8+ 3655.72 0.05
  273.01 1.382 3662.91 17+8- 3662.87 0.03
  264.60 1.523 3779.25 15+8+ 3779.21 0.04
  264.11 3.649 3786.37 15+8- 3786.37 0.00
'' '' '' '' 20+7 3786.44 -0.07
  259.84 1.569 3848.54 19+ 7 3848.48 0.06
  259.78 0.885 3849.36 $2\times 17+\ell=2$ 3848.61 0.75
  257.08 3.204 3889.80 $ 3 \times 17$ 3889.81 -0.02
  254.51 1.744 3929.10 $ \ell=2^g+ 7$ 3929.21 -0.11
'' '' '' '' $\ell=2+ \ell=2^g+15$ 3929.22 -0.12
'' '' '' '' $ 15+ 2\times \ell=2^f$ 3929.06 0.04
  254.42 1.140 3930.46 $ \ell=2^f+ 7$ 3929.93 0.53
'' '' '' '' $ 16+ \ell=2+17^a$ 3929.84 0.62
'' '' '' '' $ 15+ 2\times \ell=2$ 3930.83 -0.37
  254.34 2.986 3931.77 $ 2\times 17+\ell=2+16$ 3931.76 0.00
  251.82 1.015 3971.17 $ 17+ \ell=2^g+15$ 3970.41 0.75
'' '' '' '' $ 15+ \ell=2^f+17$ 3970.44 0.73
'' '' '' '' $ 15+ \ell=2+17^a$ 3971.14 0.03
  251.76 2.242 3972.03 $ 15+ 17+\ell=2$ 3972.12 -0.08
'' '' '' '' $ 16+ 2\times 17$ 3972.01 0.03
'' '' '' '' 17+ 7 3972.09 -0.06
  251.70 1.395 3972.93 $ 17+ \ell=2^a+15$ 3973.01 -0.07
'' '' '' '' 15+ 17a+16 3972.92 0.01
  249.17 1.822 4013.33 $ 2\times 17+ 2\times 15$ 4013.31 0.02
  246.59 0.948 4055.26 $ 15+ 16+\ell=2$ 4055.26 0.00
  244.27 1.462 4093.91 $ 15+ 2\times \ell=2$ 4093.90 0.01
  244.22 1.576 4094.67 $ \ell=2^g+ 2\times 15$ 4094.64 0.03
'' '' '' '' 17a+ 16+15 4094.73 -0.06
'' '' '' '' $ 2\times 15+ \ell=2^f$ 4094.66 0.02
  244.16 3.487 4095.59 $ \ell=2+ 2\times 15$ 4095.61 -0.02
'' '' '' '' 17+ 16+15 4095.47 0.12
'' '' '' '' 15+ 7 4095.58 0.01
  244.11 1.722 4096.45 17+ 15+16a 4096.48 -0.03
'' '' '' '' 16+ 17a+16 4096.50 -0.05
  210.65 1.196 4747.23 $ 2\times 17+ 9^0$ 4747.24 -0.01
  198.63 1.272 5034.61 $ 15+ \ell=2+8^+$ 5034.64 -0.03
  198.34 1.451 5041.82 $ 15+ \ell=2+8^-$ 5041.95 -0.14



 
Table 11: Continued.
k Period Amp. $f_{{\rm obs}}$ Combination $f_{{\rm comb}}$ $\Delta f = f_{{\rm obs}}-f_{{\rm comb}}$
  (s) (mma) ($\mu $Hz)   ($\mu $Hz) ($\mu $Hz)
  196.74 0.992 5082.98 17+ 15+8- 5082.97 0.00
  192.81 1.319 5186.46 $ 4 \times 17$ 5186.42 0.04
'' '' '' '' $ 3\times \ell=2+ 15$ 5185.88 0.59
'' '' '' '' $ 2\times \ell=2+ 16+17$ 5187.18 -0.72
  192.07 1.641 5206.47 $ 2\times 15+ 8^-$ 5206.47 0.00
  189.81 1.171 5268.55 $ 2\times 17+ 7$ 5267.77 0.78
'' '' '' '' $ 2\times 17+ 15+\ell=2$ 5268.64 -0.09
  186.94 1.153 5349.20 $ 3\times \ell=2+ 15$ 5349.33 -0.12
  186.85 2.004 5351.84 $ 2 \times 7$ 5350.97 0.87
'' '' '' '' $ 15+16+17+\ell=2$ 5351.86 -0.02
  185.46 0.842 5392.02 $ 2\times 15+ 17+\ell=2$ 5392.13 -0.11
  181.30 0.609 5515.65 $ 3\times 15+\ell=2$ 5515.69 -0.04
  165.46 0.533 6043.85 $ 15+17+\ell=2+9^0$ 6043.83 0.01
  162.72 0.584 6145.42 8++8-+ 15 6145.48 -0.07
  158.96 0.554 6290.83 $ 2\times \ell=2+15+8^+$ 6290.02 0.81
'' '' '' '' $ 8^++ 16+17+\ell=2$ 6290.88 -0.05
  154.76 0.958 6461.78 $ 3 \times 9^0$ 6462.08 -0.30
'' '' '' '' $ \ell=2+2\times 15+8^-$ 6461.88 -0.10
'' '' '' '' 16+15+17+8- 6461.77 0.01
  147.67 0.761 6771.90 $ 2\times \ell=2+3\times 15$ 6771.06 0.84
'' '' '' '' $ 2\times \ell=2+15+16+17$ 6771.94 -0.04
  129.69 0.438 7710.99 $ 2\times 15+8^++8^-$ 7710.93 0.06
'' '' '' '' $ 8^++15+16+17+\ell=2$ 7710.95 0.04
'' '' '' '' $ 7+8^++15+\ell=2$ 7710.10 0.89
  129.61 0.410 7715.61 $ 8^-+3\times \ell=2+15$ 7715.47 0.14
  126.87 0.502 7881.92 $ 3\times 15+\ell=2+8^+$ 7881.87 0.05
  125.87 0.410 7944.98 $ 2 \times 15+2\times \ell=2+ 2\times 17$ 7944.07 0.91
  124.56 0.401 8028.10 $ 3\times \ell=2+3\times 15$ 8027.31 0.78
'' '' '' '' $ 3\times \ell=2+15+16+17$ 8027.31 0.78


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