V0395 Aps The period in the Table is that of the first overtone (P1). Fundamental mode: P0 = 0.472647d. P1/P0 = 0.74445. V0398 Aps According to [g0009], the star is a second-overtone pulsator. V0401 Aps P varies, the period in the Table is valid for 1990 - 1994. V0403 Aps The period in the Table is that of the first overtone (P1). Fundamental mode: P0 = 0.477591d. P1/P0 = 0.744412. V0404 Aps The period in the Table is that of the first overtone (P1). Fundamental mode: P0 = 0.480751d. P1/P0 = 0.74410. V0405 Aps Blazhko effect. V0410 Aps The period in the Table is that of the first overtone (P1). Fundamental mode: P0 = 0.473375d. P1/P0 = 0.74416. V0419 Aps According to [g0010], the star is a second-overtone pulsator. V0419 Aps According to [g0009], the star is a second-overtone pulsator. V0421 Aps The period in the Table is that of the first overtone (P1). Fundamental mode: P0 = 0.496065d. P1/P0 = 0.74449. V0426 Aps Blazhko effect? V0431 Aps The period in the Table is that of the first overtone (P1). Fundamental mode: P0 = 0.48834d. P1/P0 = 0.74434. V0432 Aps The period in the Table is that of the first overtone (P1). Fundamental mode: P0 = 0.474642d. P1/P0 = 0.74414. V0440 Aps The coordinates in the Table are uncertain. V0444 Aps The coordinates in the Table are uncertain. V0445 Aps The period in the Table is that of the first overtone (P1). Fundamental mode: P0 = 0.480528d. P1/P0 = 0.74440. V0446 Aps The period in the Table is that of the first overtone (P1). Fundamental mode: P0 = 0.486080d. P1/P0 = 0.74420. V0447 Aps According to [g0009], the star can be a double-mode pulsator with a low-amplitude fundamental mode. V0448 Aps The period in the Table is that of the first overtone (P1). Fundamental mode: P0 = 0.473993d. P1/P0 = 0.74424. V0449 Aps The period in the Table is that of the first overtone (P1). P1 = 0.358943d is equally possible. The fundamental-mode period was not determined in [g0009]. V0454 Aps The coordinates in the Table are uncertain. V0458 Aps According to [g0009], the star is a second-overtone pulsator. V0461 Aps The period in the Table is that of the first overtone (P1). Fundamental mode: P0 = 0.477109d. P1/P0 = 0.74434. V0463 Aps The period in the Table is that of the first overtone (P1). Fundamental mode: P0 = 0.480001d. P1/P0 = 0.74434. V0466 Aps The period in the Table is that of the first overtone (P1). Fundamental mode: P0 = 0.474776d. P1/P0 = 0.74424. V0469 Aps Blended; the coordinates in the Table are uncertain. V0470 Aps The period in the Table is that of the first overtone (P1). Fundamental mode: P0 = 0.493508d. P1/P0 = 0.74446. V0483 Aps The period in the Table is that of the first overtone (P1). Fundamental mode: P0 = 0.485225d. P1/P0 = 0.74501. V0488 Aps The period in the Table is that of the first overtone (P1). Fundamental mode: P0 = 0.482485d. P1/P0 = 0.74431. V0494 Aps Cluster non-member? V0496 Aps P varies? V0498 Aps P varies? V0504 Aps P varies? [g0001]. V0384 Aqr Blazhko effect? V0387 Aqr Blazhko effect? V0398 Aqr Blazhko effect? V0399 Aqr Blazhko effect. V0409 Aqr Blazhko effect? V0413 Aqr Blazhko effect. V0425 Aqr VB A (B sp). Blazhko effect? V0427 Aqr Field star? Blazhko effect? Another possible period: P = 0.746053d. V0429 Aqr Blazhko effect. V0432 Aqr P varies. V0440 Aqr Strong Blazhko effect [g0006]. P varies? [g0001]. V0457 Aqr P varies, the light elements in the Table are for JD 2452433 - 2452445. V0462 Aqr P varies, the light elements in the Table are for JD 2452433 - 2452445. V0477 Aqr Period varies. V1054 Ara Cluster non-member. V1055 Ara Cluster non-member. V1058 Ara Cluster non-member. V1059 Ara Additional mode, P = 0.6285d [g0025]. V1060 Ara Blazhko effect, P(Blazhko) = 57.710d [g0025]. V1060 Ara Blazhko effect, P(Blazhko) = 35.2368d [g0025]. V1061 Ara Cluster non-member. MinII - MinI = 0.26P. V1063 Ara Cluster non-member. V1064 Ara Cluster non-member. V1065 Ara Additional mode, P = 0.1707740d [g0025]. V1067 Ara A second high-amplitude mode: P = 0.2509836d. V1071 Ara Blazhko effect, P(Blazhko) = 34.809d; additional period 216.34d [g0025]. V1072 Ara A0 = 0.3771mV. P1 = 0.3266817d, A1 = 0.0275mV, P1/P0 = 0.7304 (abnormal ratio). V1073 Ara Blazhko effect, P(Blazhko) = 13.764d. Additional mode, P = 0.1897573d. V1075 Ara Cluster non-member. V1077 Ara Cluster non-member. V1078 Ara MinII - MinI = 0.75P. V1080 Ara Blazhko effect, P(Blazhko) = 82.267d [g0025]. V1083 Ara Blazhko effect, P(Blazhko) = 66.917d [g0025]. V1084 Ara A0 = 0.3089mV. P1 = 0.3596333d, A1 = 0.0177mV, P1/P0 = 0.7275 (abnormal ratio). V1085 Ara Blazhko effect, P(Blazhko) = 17.4043d [g0025]. V1088 Ara Blazhko effect, P(Blazhko) = 41.191d [g0025]. V1090 Ara Period varies. V1092 Ara Additional mode, P = 0.1688913d [g0025]. V1093 Ara Blazhko effect, P(Blazhko) = 17.3010d [g0025]. V1094 Ara Blazhko effect, P(Blazhko) = 73.332d [g0025]. V1095 Ara Additional mode, P = 0.1715296d [g0025]. V1096 Ara Cluster non-member. V1097 Ara Double-periodic Blazhko effect, P1(Blazhko) = 15.4504d, P2(Blazhko) = 13.771d. V1100 Ara Additional mode, P = 0.2002600d [g0025]. V1101 Ara Additional mode, P = 0.1783040d [g0025]. V1103 Ara Blazhko effect, P(Blazhko) = 56.190d [g0025]. V1105 Ara Blazhko effect, P(Blazhko) = 78.036d [g0025]. V1108 Ara Additional mode, P = 0.1730099d [g0025]. V1109 Ara Cluster non-member. V1113 Ara Blazhko effect, P(Blazhko) = 8.52242d. V1116 Ara Additional modes, P = 0.1924287d, P = 0.1955796d, P = 0.1984818d [g0025]. V1117 Ara Cluster non-member. V1118 Ara Additional modes, P = 0.187836d and 0.19332d. V1119 Ara According to [g0026], cluster non-member, in contradiction to Gaia DR2 proper motion. V1121 Ara Cluster non-member. V1124 Ara Cluster non-member. V1126 Ara Cluster non-member. V1133 Ara The Table presents the probable first-overtone period. P0 = 0.52d. Probable cluster non-member [g0023]. V1133 Ara The suggested P0 gives P1/P0 = 0.66, not typical of first-overtone and fundamental-mode pulsators [g0001]. V1143 Ara Chandra X-ray source. V1144 Ara Chandra X-ray source. V1146 Ara Optical counterepart of the millisecond pulsar PSR J1740-5340.