Table 2: Period fit and derived mode identification for the optimal model of Feige 48.
      $P_{\rm obs}$ $P_{\rm th}$ $\Delta P/P$ $\Delta f_{\rm calc}$ $\Delta f_{\rm obs}$ Comments
$\ell $ k m (s) (s) (%) ($\mu$Hz) ($\mu$Hz)  
0 2 0 ... 237.539 ... ... ...  
0 1 0 ... 292.924 ... ... ...  
0 0 0 352.450 352.072 0.107 ... ... f3 singlet

1		 2 -1 ... 288.066 ... 30.36 ...  
1 2 0 ... 290.608 ... 30.36 ...  
1 2 +1 ... 293.194 ... 30.36 ...  
1 1 -1 344.068 344.116 -0.0141 28.62 28.90  
1 1 0 347.530 347.540 -0.0028 28.62 ... f2 triplet
1 1 +1 350.746 351.032 -0.0815 28.62 26.40  

2		 1 -2 ... 280.775 ... 30.59 ...  
2 1 -1 ... 283.208 ... 30.59 ...  
2 1 0 ... 285.683 ... 30.59 ...  
2 1 +1 ... 288.202 ... 30.59 ...  
2 1 +2 ... 290.766 ... 30.59 ...  
2 0 -2 ... 332.382 ... 30.32 ...  
2 0 -1 ... 335.766 ... 30.32 ...  
2 0 0 ... 339.219 ... 30.32 ...  
2 0 +1 343.027 342.744 +0.0824 30.32 25.02 f1 doublet
2 0 +2 345.997 346.343 -0.1001 30.32 ...  
2 1 -2 ... 366.704 ... 28.40 ...  
2 1 -1 ... 370.563 ... 28.40 ...  
2 1 0 374.280 374.504 -0.0598 28.40 29.5  
2 1 +1 378.461 378.529 -0.0181 28.40 ... f4 triplet, g-mode
2 1 +2 382.988 382.643 +0.0902 28.40 31.2  


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