\begin{table}%t2
\caption{\label{bc-new-f}Parameters of the sine-curve fits to the $V$ magnitudes of new $\beta$~Cephei-type stars listed in Table~\ref{bc-new}.
$N_{\rm obs}$ is the number of observations, the initial epoch $T_0$ is equal to 2~450~000.0.  The other parameters are the following:
$T_{\rm max}^i$, time of maximum light for the $i$th mode, $\sigma_{\rm res}$, standard deviation of the residuals, DT, detection threshold.}
\small%\centering
\par
\begin{tabular}{rcclrlrr}
\hline\hline
  & & & \multicolumn{1}{c}{$f_{\rm i}$} & \multicolumn{1}{c}{$A_i$} & \multicolumn{1}{c}{$T_{\rm max}^i - T_0$} & 
\multicolumn{1}{c}{$\sigma_{\rm res}$} & \multicolumn{1}{c}{DT}\\
Star name &  Freq. & $N_{\rm obs}$ & \multicolumn{1}{c}{[d$^{-1}$]} & \multicolumn{1}{c}{[mmag]} & \multicolumn{1}{c}{[d]}
& \multicolumn{1}{c}{[mmag]} & \multicolumn{1}{c}{[mmag]} \\
\hline
\object{HD 46994} & $f_1$ & 322 & 3.90041(4) & 7.8(10) & 2942.1701(54) & 12.8 & 5.1\\
\object{HD 48553} & $f_1$ & 215 & 5.59806(4) & 9.1(10) & 3143.6502(31) & 10.2 & 4.9\\
\object{HD 67600} & $f_1$ & 375 & 3.78661(2) & 8.8(08) & 2901.9390(35) & 10.2 & 3.8\\
\object{HD 68962} & $f_1$ & 191 & 4.76251(6) & 7.4(09) & 3069.0758(38) & 8.4 & 4.3\\
\object{HD 69016} & $f_1$ & 616 & 5.01186(4) & 6.4(09) & 2816.8526(46) & 15.3 & 4.4\\
\object{HD 69824} & $f_1$ & 351 & 6.06354(4) & 5.2(07) & 2826.1460(37) & 9.5 & 3.6\\
\object{HD 73568} & $f_1$ & 576 &  4.54531(3) & 4.8(06) & 2865.8111(42) & 9.7 & 2.9\\
& $f_2$ & & 6.58022(5) & 3.4(06) & 2865.6858(41) & & \\
\object{HD 74339} & $f_1$ & 432 & 5.220103(10) & 27.7(09) & 2900.6750(10) & 13.1 & 4.5\\
& $f_2$ & & 5.195216(13) & 20.7(09) &  2900.7085(14) & &\\
& $f_3$ & & 5.22221(2) & 13.7(09) & 2900.6380(21) & & \\
& $f_4$ & & 5.23894(3) & 11.5(09) & 2900.6309(25) & & \\
& $f_5$ & & 5.20531(3) & 10.6(09) & 2900.6775(26) & & \\
& $f_6$ & & 5.25563(3) & 10.3(09) & 2900.6234(27) & & \\
\object{HD 77769} & $f_1$ & 373 & 5.46831(4) & 5.5(08) & 2849.0965(46) & 11.5 & 4.2\\
\object{HD 86085} & $f_1$ & 379 & 7.87529(2) & 9.2(08) & 2840.1421(17) & 10.5 & 3.9\\
\object{HD 86214} & $f_1$ & 512 & 4.442908(13) & 14.3(08) & 2958.9401(20) & 11.5 & 3.6\\
& $f_2$ & & 4.40462(2) & 10.9(07) & 2959.0537(24) & &\\
& $f_3$ & & 4.40967(3) & 8.3(07) & 2958.9773(32) & &\\
& $f_4$ & & 4.41462(3) & 9.0(07) & 2958.9914(29) & &\\
& $f_5$ & & 4.39994(4) & 6.3(08) & 2958.8671(42) & &\\
& $f_6$ & & 4.44618(4) & 5.7(08) & 2959.0029(48) & &\\
\object{HD 86248} & $f_1$ & 395 & 8.25590(5) & 5.5(08) & 2835.6249(29) & 11.4 & 4.2\\
\object{HD 87592} & $f_1$ & 790 & 5.15127(2) & 6.9(06) & 2828.1611(26) & 11.3 & 2.8\\
& $f_2$ & &  5.09753(3) & 6.8(06) & 2828.1263(26) & &\\
& $f_3$ & & 5.43571(3) & 6.3(06) & 2828.1232(27) & &\\
& $f_4$ & & 5.30697(4) & 4.1(06) & 2828.1605(43) & &\\
& $f_5$ & & 5.33044(6) & 2.9(06) & 2828.1757(60) & &\\
\object{HD 88844} & $f_1$ & 373 & 5.37589(3) & 7.5(07) & 2881.4701(27) & 9.6 & 3.5\\
& $f_2$ & & 6.03797(3) & 5.9(07) & 2881.4999(31) & &\\
\object{HD 90075} & $f_1$ & 371 & 4.09526(3) & 10.3(09) & 2902.7893(34) & 12.2 & 4.5\\
\object{HD 90987} & $f_1$ & 368 & 4.702781(07) & 39.6(10) & 2873.8688(08) & 13.2 & 4.9\\
& $f_2$ & & 4.56652(2) & 16.1(10) & 2874.0208(21) & &\\
& $f_3$ & & 4.59644(3) & 8.7(10) & 2873.8866(39) & &\\
& $f_4$ & & 4.36623(4) & 6.7(10) & 2873.9638(54) & &\\
\object{HD 91651} & $f_1$ & 525 & 7.38876(3) & 5.6(06) & 2876.1314(23) & 9.7 & 3.0\\
& $f_2$ & & 7.10851(5) & 3.5(06) & 2876.1737(38) & &\\
\object{HD 92291} & $f_1$ & 385 & 5.528817(10) & 23.3(09) & 2884.2608(11) & 11.8 & 4.2\\
& $f_2$ & & 5.454284(13) & 17.5(09) & 2884.2939(15) & &\\
& $f_3$ & & 5.90508(3) & 8.9(09) & 2884.3169(26) & &\\
& $f_4$ & & 5.46980(3) & 7.4(09) & 2884.2436(34) & &\\
& $f_5$ & & 5.72446(4) & 6.2(08) & 2884.2426(40) & &\\
\object{HD 93113} & $f_1$ & 690 & 5.57541(5) & 3.7(06) & 2856.9991(46) & 11.2 & 3.1\\
\object{HD 93341} & $f_1$ & 691 & 5.08749(3) & 8.2(07) & 2881.2753(24) & 12.1 & 3.3\\
\object{HD 94065} & $f_1$ & 364 & 4.810101(10) & 20.3(08) & 2861.4725(13) & 10.3 & 3.8\\
& $f_2$ & & 5.02213(3) & 11.1(08) & 2861.4386(24) & &\\
& $f_3$ & & 5.01919(2) & 13.5(08) & 2861.5756(19) & &\\
& $f_4$ & & 5.48660(3) & 9.3(08) & 2861.4498(24) & &\\
& $f_5$ & & 5.02074(3) & 8.5(08) & 2861.4767(30) & &\\
\object{HD 94345} & $f_1$ & 487 & 5.16834(2) & 9.4(07) & 2994.2366(23) & 10.6 & 3.4\\
& $f_2$ & & 5.17063(4) & 5.4(07) & 2994.3449(39) & &\\
& $f_3$ & & 5.57486(5) & 3.8(07) & 2994.2818(53) & &\\
\object{HD 94900} & $f_1$ & 468 & 4.842766(11) & 16.8(08) & 2930.6143(14) & 11.2 & 3.7\\
\object{HD 95568} & $f_1$ & 365 & 6.152355(15) & 16.9(10) & 2857.4896(15) & 12.7 & 4.7\\
& $f_2$ & & 6.13549(3) & 10.4(10) & 2857.4369(24) & &\\
\object{HD 96882} & $f_1$ & 355 & 6.22739(4) & 6.6(09) & 2909.9008(33) & 11.3 & 4.3\\
\object{HD 96901} & $f_1$ & 340 & 4.163209(11) & 19.2(08) & 2900.2036(16) & 10.1 & 3.9\\
& $f_2$ & & 4.128028(17) & 11.4(08) & 2900.2624(27) & &\\
\object{HD 97629} & $f_1$ & 366 & 5.178579(17) & 13.3(08) & 2920.9323(19) & 11.0 & 4.1\\
\hline
\object{HD 98260} & $f_1$ & 350 & 4.514510(19) & 14.2(09) & 2896.2087(23) & 12.0 & 4.6\\
& $f_2$ & & 4.44349(3) & 9.8(09) & 2896.1907(34) & &\\
& $f_3$ & & 4.48065(3) & 10.3(09) & 2896.0648(31) & &\\
\object{HD 99024} & $f_1$ & 406 & 7.03125(4) & 7.0(08) & 2992.2193(28) & 12.0 & 4.2\\
\object{HD 99205} & $f_1$ & 645 & 3.822544(10) & 18.1(07) & 2882.5932(16) & 12.3 & 3.5\\
& $f_2$ & & 1.24684(4) & 5.7(07) & 2882.334(16) & &\\
\object{HD 100355} & $f_1$ & 670 & 7.507394(15) & 10.3(06) & 2865.7310(13) & 10.9 & 3.0\\
& $f_2$ & & 7.112278(16) & 10.2(06) & 2865.7452(13) & &\\
& $f_3$ & & 6.93375(4) & 4.2(06) & 2865.6535(32) & &\\
\object{HD 101794} & $f_1$ & 311 & 4.45140(3) & 14.6(13) & 2737.1557(31) & 15.4 & 6.2\\
& $f_2$ & & 1.83951(4) & 11.2(13) & 2736.998(10) & &\\
\object{HD 101838} & $f_1$ & 352 & 3.12760(3) & 10.3(09) & 2865.5247(45) & 11.8 & 4.9\\
\object{HD 102505} & $f_1$ & 332 & 4.750770(15) & 13.7(08) & 2865.3997(19) & 9.9 & 3.9\\
& $f_2$ & & 4.52947(4) & 5.8(08) & 2865.4186(47) & &\\
\object{HD 103007} & $f_1$ & 346 & 5.707239(18) & 12.2(09) & 2849.9655(20) & 11.2 & 4.2\\
& $f_2$ & & 5.75454(3) & 10.5(09) & 2849.9456(23) & &\\
& $f_3$ & & 5.67467(3) & 9.9(09) & 2849.9219(25) & &\\
\object{HD 103320} & $f_1$ & 351 & 4.71222(2) & 8.0(08) & 2894.0787(32) & 9.8 & 3.7\\
\object{HD 103764} & $f_1$ & 330 & 5.582626(18) & 12.2(09) & 2859.0861(20) & 10.9 & 4.3\\
\object{HD 104257} & $f_1$ & 321 & 6.868277(11) & 20.6(09) & 2852.5829(10) & 11.0 & 4.4\\
\object{HD 104465} & $f_1$ & 330 & 5.518702(17) & 14.8(10) & 2862.6886(19) & 12.2 & 4.8\\
& $f_2$ & & 5.395199(19) & 14.2(10) & 2862.7541(20) & &\\
\object{HD 104795} & $f_1$ & 330 & 6.23215(4) & 5.3(07) & 2883.9586(31) & 8.4 & 3.3\\
\object{HD 106345} & $f_1$ & 440 & 6.612477(12) & 15.0(07) & 2843.0066(11) & 10.2 & 3.4\\
\object{HD 108628} & $f_1$ & 637 & 6.74262(4) & 4.9(06) & 2867.9268(30) & 10.9 & 3.1\\
\object{HD 108769} & $f_1$ & 317 & 7.54085(4) & 5.4(08) & 2816.7267(32) & 10.1 & 4.0\\
\object{HD 110498} & $f_1$ & 325 & 4.15383(2) & 10.3(09) & 2875.1748(30) & 10.5 & 4.1\\
\object{HD 111377} & $f_1$ & 342 & 8.83122(4) & 6.4(09) & 2933.8111(25) & 11.4 & 4.4\\
\object{HD 111578} & $f_1$ & 344 & 4.71676(3) & 8.8(09) & 2914.2855(34) & 11.7 & 4.5\\
\object{HD 113013} & $f_1$ & 393 & 6.47119(3) & 9.5(08) & 2986.8716(22) & 11.7 & 4.2\\
& $f_2$ & & 6.26890(4) & 6.4(08) & 2986.8920(34) & &\\
\object{HD 114444} & $f_1$ & 508 & 4.81618(4) & 8.0(10) & 2709.0849(43) & 16.3 & 5.1\\
& $f_2$ & & 5.11817(5) & 6.6(10) & 2709.1424(49) & &\\
\object{HD 114733} & $f_1$ & 620 & 7.24916(3) & 8.3(07) & 2854.8118(19) & 12.4 & 3.5\\
\object{HD 115533} & $f_1$ & 330 & 14.57715(3) & 11.8(11) & 2869.9716(10) & 14.0 & 5.5\\
\object{HD 116538} & $f_1$ & 365 & 4.52246(3) & 10.6(11) & 2859.5868(36) & 14.4 & 5.4\\
\object{HD 116827} & $f_1$ & 555 & 2.21158(3) & 12.5(09) & 2968.2039(52) & 15.0 & 4.5\\
& $f_2$ & & 4.45852(3) & 10.4(09) & 2967.9669(31) & &\\
\object{HD 117357} & $f_1$ & 561 & 2.08106(3) & 8.8(07) & 2967.5187(57) & 11.0 & 3.3\\
& $f_2$ & & 6.53990(4) & 6.2(07) & 2967.7211(26) & &\\
\object{HD 117687} & $f_1$ & 515 & 6.17482(3) & 6.8(07) & 2944.0268(25) & 10.6 & 3.3\\
\object{HD 117704} & $f_1$ & 559 & 4.65537(3) & 8.4(08) & 2971.8997(34) & 13.8 & 4.2\\
\object{HD 119252} & $f_1$ & 326 & 8.78623(3) & 13.3(11) & 2863.9353(14) & 13.5 & 5.3\\
\object{HD 119910} & $f_1$ & 314 & 7.03488(5) & 6.9(07) & 3161.7560(24) & 9.2 & 3.7\\
& $f_2$ & & 5.95546(6) & 4.6(07) & 3161.7249(43) & &\\
\object{HD 122831} & $f_1$ & 462 & 5.008025(17) & 14.9(09) & 3023.4327(19) & 12.7 & 4.1\\
& $f_2$ & & 1.82715(5) & 4.9(08) & 3023.337(15) & &\\
\object{HD 123077} & $f_1$ & 444 & 7.043592(14) & 23.6(11) & 2811.6284(10) & 15.7 & 5.3\\
& $f_2$ & & 6.95371(3) & 10.2(10) & 2811.6703(25) & &\\
& $f_3$ & & 6.62910(4) & 9.8(11) & 2811.5793(27) & &\\
& $f_4$ & & 7.70277(6) & 6.4(11) & 2811.5844(35) & &\\
\object{HD 126357} & $f_1$ & 516 & 4.06927(3) & 8.4(09) & 2754.2463(38) & 13.1 & 4.1\\
& $f_2$ & & 8.54271(4) & 8.1(08) & 2754.1686(19) & &\\
& $f_3$ & & 8.07010(4) & 7.8(08) & 2754.0913(21) & &\\
\object{HD 131805} & $f_1$ & 546 & 7.38299(4) & 5.9(08) & 2808.2366(28) & 12.8 & 3.9\\
\object{HD 132320} & $f_1$ & 377 & 8.44635(3) & 7.6(09) & 2808.8232(22) & 12.1 & 4.4\\
\object{HD 137405} & $f_1$ & 677 & 4.334276(15) & 11.3(06) & 2924.5163(19) & 10.9 & 2.9\\
\object{HD 142754} & $f_1$ & 289 & 8.51115(5) & 6.8(10) & 2880.1249(28) & 11.9 & 5.0\\
\object{HD 145537} & $f_1$ & 284 & 5.481110(17) & 22.9(13) & 2849.0793(17) & 15.3 & 6.5\\
& $f_2$ & & 5.18768(3) & 16.4(13) & 2849.0567(24) & &\\
\object{HD 146442} & $f_1$ & 328 & 6.57248(3) & 9.1(09) & 2899.1253(22) & 10.7 & 4.3\\
& $f_2$ & & 6.76650(4) & 6.0(09) & 2899.0557(33) & &\\
\hline
& $f_3$ & & 5.50073(5) & 5.4(08) & 2899.0582(46) & &\\
\object{HD 147421} & $f_1$ & 642 & 5.354726(06) & 27.1(06) & 2899.7481(06) & 9.9 & 2.8\\
\object{HD 149100} & $f_1$ & 284 & 5.16118(4) & 8.1(08) & 3128.9118(30) & 9.2 & 3.8\\
\object{HD 150927} & $f_1$ & 328 & 4.834676(15) & 24.7(11) & 2916.1050(16) & 14.5 & 5.7\\
& $f_2$ & & 4.854070(16) & 22.4(12) & 2916.1120(17) & &\\
\par
\object{HD 151158} & $f_1$ & 307 & 5.501130(17) & 17.5(10) & 2892.7554(17) & 12.4 & 5.3\\
\object{HD 152060} & $f_1$ & 303 & 9.57323(3) & 8.5(08) & 2884.4547(17) & 10.3 & 4.2\\
& $f_2$ & & 12.19261(3) & 8.8(08) & 2884.4692(12) & &\\
\object{HD 152162} & $f_1$ & 490 & 6.031971(06) & 33.1(06) & 2867.8221(05) & 9.7 & 3.3\\
& $f_2$ & & 6.02169(2) & 8.6(06) & 2867.7874(19) & &\\
\object{HD 152372} & $f_1$ & 479 & 8.64280(3) & 8.6(07) & 2840.2601(15) & 10.6 & 3.5\\
& $f_2$ & & 8.33283(4) & 5.7(07) & 2840.2841(23) & &\\
& $f_3$ & & 8.68004(5) & 4.4(07) & 2840.3162(28) & &\\
\object{HD 153772} & $f_1$ & 351 & 3.275788(10) & 23.9(08) & 2874.3683(16) & 10.8 & 4.1\\
\object{HD 154500} & $f_1$ & 911 & 6.98730(3) & 8.6(06) & 2991.7359(17) & 13.1 & 3.6\\
& $f_2$ & & 7.05945(3) & 7.9(06) & 2991.8199(18) & &\\
\object{HD 155407} & $f_1$ & 319 & 5.552652(09) & 28.9(09) & 2865.0140(09) & 11.2 & 4.4\\
\object{HD 156172} & $f_1$ & 294 & 6.97258(3) & 10.8(10) & 2909.6293(21) & 12.4 & 5.1\\
\object{HD 156321} & $f_1$ & 631 & 8.72485(5) & 4.0(05) & 3098.6986(22) & 8.3 & 2.5\\
\object{HD 159792} & $f_1$ & 536 & 7.000049(10) & 25.7(09) & 2801.4000(08) & 14.7 & 4.5\\
& $f_2$ & & 7.24311(3) & 8.4(09) & 2801.3910(24) & &\\
& $f_3$ & & 6.91847(5) & 5.6(09) & 2801.3297(37) & &\\
\object{HD 161633} & $f_1$ & 332 & 6.10395(2) & 12.8(10) & 2828.7628(21) & 12.9 & 5.0\\
& $f_2$ & & 6.26392(3) & 11.4(10) & 2828.6801(23) & &\\
& $f_3$ & & 5.90006(3) & 10.6(10) & 2828.6718(26) & &\\
& $f_4$ & & 5.60499(5) & 5.9(10) & 2828.7392(49) & &\\
\object{HD 164188} & $f_1$ & 413 & 5.71220(4) & 5.8(07) & 2903.4761(30) & 9.3 & 3.3\\
\object{HD 164741} & $f_1$ & 474 & 5.119632(19) & 13.9(08) & 2846.7981(19) & 12.0 & 3.9\\
& $f_2$ & & 5.16521(2) & 12.0(08) & 2846.8063(20) & &\\
& $f_3$ & & 5.56809(3) & 8.6(08) & 2846.8316(27) & &\\
& $f_4$ & & 5.12946(4) & 6.6(08) & 2846.6758(38) & &\\
& $f_5$ & & 4.96110(5) & 5.1(08) & 2846.7909(51) & &\\
\object{HD 165955} & $f_1$ & 762 & 11.906129(19) & 11.0(06) & 3383.4615(07) & 10.9 & 3.2\\
& $f_2$ & & 10.16581(4) & 7.4(06) & 3383.4489(12) & &\\
\object{HD 166304} & $f_1$ & 633 & 7.03862(3) & 5.9(06) & 2888.9596(20) & 9.3 & 2.7\\
& $f_2$ & & 6.33937(6) & 3.3(06) & 2888.9669(39) & &\\
& $f_3$ & & 7.55353(6) & 3.3(06) & 2888.8784(33) & &\\
\object{HD 167003} & $f_1$ & 758 & 6.77267(3) & 10.5(06) & 3395.4748(13) & 10.8 & 3.2\\
& $f_2$ & & 7.54580(4) & 6.8(06) & 3395.5124(18) & &\\
& $f_3$ & & 7.01603(4) & 6.2(06) & 3395.4349(21) & &\\
& $f_4$ & & 5.37835(4) & 5.7(06) & 3395.5481(29) & &\\
\object{HD 167451} & $f_1$ & 330 & 4.37474(3) & 11.5(09) & 2849.3065(29) & 11.2 & 4.4\\
\object{HD 168015} & $f_1$ & 349 & 6.324050(17) & 12.4(07) & 2830.9715(14) & 9.0 & 3.4\\
& $f_2$ & & 5.07961(2) & 10.1(07) & 2831.0446(21) & &\\
\object{HD 168050} & $f_1$ & 698 & 5.5486... [var] & 27.7(10) & see Table~\ref{168050tmax} & 12.2 & 3.7\\
& $f_2$ & & 5.251039(15) & 20.7(10) & 2921.1561(15) & &\\
\object{HD 168675} & $f_1$ & 596 & 6.35906(2) & 8.7(06) & 2867.6437(17) & 9.7 & 2.8\\
& $f_2$ & & 4.18134(4) & 5.1(06) & 2867.6660(42) & &\\
\object{HD 168750} & $f_1$ & 547 & 4.061855(12) & 15.5(06) & 2849.0681(16) & 10.2 & 3.1\\
& $f_2$ & & 4.025154(19) & 9.5(06) & 2849.1496(26) & &\\
& $f_3$ & & 4.04348(4) & 5.1(06) & 2849.2132(49) & &\\
\object{HD 169173} & $f_1$ & 798 & 5.31303(3) & 6.7(07) & 2883.5407(29) & 13.0 & 3.6\\
\object{HD 169601} & $f_1$ & 612 & 5.173682(11) & 23.0(08) & 2844.3032(10) & 12.3 & 3.9\\
& $f_2$ & & 5.231036(18) & 14.2(07) & 2844.3146(16) & &\\
& $f_3$ & & 5.08657(3) & 8.2(07) & 2844.2888(28) & &\\
\object{HD 171141} & $f_1$ & 349 & 11.19358(4) & 7.1(07) & 2845.9130(14) & 9.0 & 3.5\\
\object{HD 171305} & $f_1$ & 288 & 5.15860(2) & 10.0(08) & 2937.3750(24) & 9.3 & 3.9\\
\object{HD 171344} & $f_1$ & 316 & 5.41534(5) & 7.5(10) & 2828.6084(37) & 11.8 & 4.7\\
\object{HD 172140} & $f_1$ & 1346 & 6.61531(3) & 8.8(04) & 2867.4248(11) & 9.5 & 2.1\\
& $f_2$ & & 6.29880(3) & 7.8(04) & 2867.3434(14) & &\\
& $f_3$ & & 7.17605(4) & 6.2(04) & 2867.4152(14) & &\\
& $f_4$ & & 6.25128(6) & 4.2(04) & 2867.4350(25) & &\\
& $f_5$ & & 7.56117(9) & 2.6(04) & 2867.4188(30) & &\\
\object{HD 172427} & $f_1$ & 283 & 4.01969(3) & 10.6(09) & 2840.9159(32) & 9.9 & 4.2\\
\hline
\end{tabular}
\end{table}