Table 2: The multifrequency solution for CBS 114 from PERIOD98. Also shown is the mode identification from our optimal model.
Sinusoid Frequency Period $\left<{\rm Amp}\right>$ Identification
  ($\mu$Hz) (s) (mmag) k $\ell$ m
f1....... 1189.9 840.38 3.1 20 1 0
f2....... 1252.4 798.46 4.3 19 1 0
f3....... 1383.0 723.06 3.0 17 1 0
f4....... 1509.0 662.67 7.5 15 1 -1
f5....... 1518.8 658.44 11.8 15 1 0
f6....... 1530.7 653.30 9.0 15 1 +1
f7....... 1601.2 624.55 4.4 14 1 -1
f8....... 1612.1 620.31 15.4 14 1 0
f9....... 1622.7 616.27 13.3 14 1 +1
f10....... 1729.8 578.09 7.0 13 1 0
f11....... 1829.6 546.56 3.0 12 1 0
f12....... 1963.2 509.37 5.5 11 1 0
f13....... 2086.5 479.27 4.8 10 1 ?
f14....... 2093.6 477.65 4.9 10 1 ?
f15....... 2317.7 431.45 8.9 9 1 0
f16....... 2510.0 398.41 6.8 8 1 ?
f17....... 2515.2 397.59 3.2 8 1 ?
             
$f_{5}+f_{6}\ldots$ 3049.4 327.93 2.2 $\cdots$ $\cdots$ $\cdots$
$f_{5}+f_{8}\ldots$ 3130.9 319.40 3.7 $\cdots$ $\cdots$ $\cdots$
$f_{5}+f_{9}\ldots$ 3141.4 318.33 3.5 $\cdots$ $\cdots$ $\cdots$
$f_{8}+f_{8}\ldots$ 3224.2 310.15 2.4 $\cdots$ $\cdots$ $\cdots$
f5+f10.. 3248.6 307.83 2.2 $\cdots$ $\cdots$ $\cdots$
f8+f10.. 3341.9 299.23 3.2 $\cdots$ $\cdots$ $\cdots$
f9+f12.. 3585.9 278.87 2.9 $\cdots$ $\cdots$ $\cdots$
f5+f15.. 3836.5 260.65 2.4 $\cdots$ $\cdots$ $\cdots$
f9+f15.. 3940.4 253.78 3.3 $\cdots$ $\cdots$ $\cdots$
f5+f16.. 4028.8 248.22 2.0 $\cdots$ $\cdots$ $\cdots$
$f_{8}+f_{16}\ldots$ 4122.1 242.59 2.1 $\cdots$ $\cdots$ $\cdots$


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