Table 5: Informations and average quantities for the variable stars in field A.
Id   $\alpha$ $\delta $ Type     P    Epoch Np    $\langle {V_{\rm int}}\rangle$ $\langle {B_{\rm int}}\rangle$ $\langle
{I_{\rm int}}\rangle$ $\langle {V_{\rm mag}}\rangle$ $\langle
{B_{\rm mag}}\rangle$ $\langle {I_{\rm mag}}\rangle$  AV  AB  AI   Notes
  (2000) (2000)   (days) (-2 400 000) (V,B,I) (mag) (mag) (mag) (mag) (mag) (mag) (mag) (mag) (mag)  
1731 5:23:38.69 -70:31:08.17 ab 0.58245 51 183.63490 6, 14, - - - - - - -   - 1.100:   - Incomplete
2525 5:23:32.39 -70:39:15.34 ab 0.61615 51 933.57692 69, 41, - 19.340 19.764 - 19.376 19.826 - 0.991 1.272   -  
2767 5:23:17.70 -70:38:55.90 ab 0.53106 51 183.52271 64, 33, - 19.467 19.874 19.074 19.517 19.962 19.089 1.091 1.363   -  
3061 5:23:25.13 -70:38:28.94 ab 0.47622 51 182.69038 66, 41, 11 19.631 20.037 19.220 19.679 20.121 19.239 0.809 1.093 0.765 Blazhko
3805 5:24:04.69 -70:37:18.42 ab 0.62740 51 185.78000 60, 37, 10 19.402 19.866 18.850 19.415 19.889 18.848 0.623 0.805 0.345  
3948 5:22:40.34 -70:37:16.96 ab 0.66656 51 182.61069 69, 40, 14 19.292 19.686 18.628 19.331 19.757 18.647 0.959 1.287 0.654 Blazhko?, (a)
4313 5:21:33.88 -70:36:52.65 ab 0.64222 51 933.55000 54, 33, 9 19.270 19.779 18.451 19.276 19.791 18.488 0.356 0.454 -  
4933 5:22:29.99 -70:35:53.61 ab 0.61350 51 182.85143 65, 32, 13 19.103 19.531 18.542 19.127 19.572 18.546 0.793 1.044 0.442 Blazhko?
4974 5:22:51.21 -70:35:47.69 ab 0.58069 51 933.57692 69, 41, 11 19.384 19.809 18.778 19.406 19.850 18.801 0.764 1.039 0.482  
5106 5:22:14.40 -70:37:43.54 ab 0.56476 51 183.84000 46, 29, 12 18.820 18.939 18.587 18.827 18.952 18.596 0.391: 0.565: 0.455:: Blend
5148 5:22:20.87 -70:35:34.08 ab 0.56862 51 186.68716 71, 39, 12 - - - - - -   -   -   -     (b)
5167 5:21:59.65 -70:35:34.99 ab 0.63023 51 934.57159 64, 33, 11 19.359 19.837 18.808 19.373 19.864 18.822 0.570 0.765 0.550:  
5331 5:23:15.30 -70:35:14.46 ab 0.58234 51 185.61000 32, 21, 14 19.673 20.079 19.103 19.696 20.133 19.107 0.932::: 1.192 0.322  
5452 5:23:51.03 -70:35:01.06 ab 0.67849 51 933.62602 67, 38, 12 19.296 19.799 - 19.309 19.812 - 0.589 0.569   -  
5589 5:22:09.54 -70:35:02.50 ab 0.63648 51 934.60800 59, 33, 11 19.574 20.079 18.942 19.578 20.089 18.949 0.364 0.417 0.391: Blazhko?
6398 5:22:40.71 -70:33:50.18 ab 0.56026 51 182.78609 70, 41, 12 19.317 19.745 18.730 19.347 19.802 18.736 0.883 1.156 0.561  
6426 5:22:32.47 -70:33:48.73 ab 0.66224 51 182.78094 70, 41, 14 19.185 19.584 18.555 19.227 19.660 18.569 1.045 1.312 0.707  
7211 5:22:21.12 -70:32:43.96 ab 0.51978 51 182.97180 67, 36, 14 - - - - - - 0.875:: 1.377:: 0.655::: Incomplete
7247 5:23:25.53 -70:32:33.45 ab 0.56171 51 182.56088 70, 40, 14 19.408 19.795 18.857 19.429 19.835 18.852 0.714 0.865 0.422  
7325 5:23:39.08 -70:32:24.81 ab 0.48677 51 183.68571 68, 40, 13 19.435 19.845 18.893 19.479 19.927 18.906 1.131 1.449 0.677  
7468 5:22:30.00 -70:32:20.56 ab 0.63550 51 182.79217 62, 37, 12 19.615 20.126 18.850 19.622 20.142 18.855 0.492 0.692 0.304:  
7477 5:24:02.92 -70:32:08.60 ab 0.65641 51 183.08070 69, 40, 14 19.183 19.552 18.670 19.249 19.628 18.695 1.108 1.371 0.730  
7609 5:23:48.34 -70:32:00.33 ab 0.57336 51 182.80975 65, 38, 14 19.313 19.699 - 19.340 19.751 - 0.788 1.004   -  
7734 5:22:07.82 -70:31:59.83 ab 0.61699 51 183.25568 53, 24, - - - - - - - 0.502 0.661   -     (c)
            13, 14, 10 - - - - - - 0.519 0.673 0.311  
8094 5:22:43.00 -70:31:23.70 ab 0.74575 51 182.23076 60, 40, 13 19.353 19.891 18.676 19.360 19.908 18.682 0.452 0.644 0.323  
8220 5:22:52.79 -70:31:11.11 ab 0.67684 51 182.92564 70, 41, 12 19.469 19.920 18.770 19.483 19.949 18.780 0.608 0.829 0.382  
8720 5:23:50.14 -70:30:16.73 ab 0.65767 51 934.68800 66, 38, 14 19.129 19.489 18.590 19.185 19.584 18.607 1.163 1.447 0.760  
8788 5:23:22.35 -70:30:14.64 ab 0.55960 51 183.01548 70, 41, 14 19.444 19.844 - 19.482 19.916 - 0.939 1.240 0.830::: Blazhko
9154 5:23:02.88 -70:29:44.63 ab 0.61981 51 933.61768 67, 40, 11 19.552 20.032 18.931 19.569 20.059 18.933 0.662 0.755 0.255 Blazhko, (d)
            53, 26, - - - - - - - 0.759 0.913   -  
            14, 14, 11 - - - - - - 0.384 0.478 0.263::  
9245 5:23:07.61 -70:29:36.50 ab 0.55980 51 182.81277 65, 38, 12 - - - - - - 0.706 0.948 0.402::     (e)
9494 5:22:49.20 -70:29:13.50 ab 0.57860 51 185.74736 69, 40, 12 19.217 19.584 - 19.266 19.674 - 1.150 1.410   -  
9660 5:23:05.71 -70:28:56.83 ab 0.62181 51 183.68200 67, 41, 14 19.392 19.862 18.795 19.407 19.890 18.796 0.669 0.811 0.312  
10 214 5:21:31.10 -70:28:12.01 ab 0.59994 51 934.74600 60, 32, 10 19.204 19.639 - 19.217 19.665 - 0.633 0.824   -  
10 487 5:22:24.55 -70:27:40.52 ab 0.58957 51 182.40810 54, 38, 12 19.569 20.022 18.886 19.603 20.073 18.896 0.913 1.106 0.603  
12 896 5:22:46.09 -70:38:54.95 ab 0.57368 51 185.65865 71, 37, 12 19.589 20.027 18.955 19.620 20.087 18.964 0.911 1.248 0.691  
15 371 5:22:41.56 -70:37:07.14 ab 0.58712 51 185.66370 31, 28, 12 19.460 19.874 18.557 19.480 19.936 18.605 0.929 1.201 0.957  
15 387 5:21:30.38 -70:37:11.30 ab 0.55983 51 933.58300 58, 30, 5 19.612 20.043 - 19.630 20.075 - 0.705 0.839:   -  
16 249 5:22:08.22 -70:36:31.00 ab 0.60475 51 183.72300 71, 41, 13 19.378 19.759 18.844 19.430 19.837 18.847 1.118 1.403 0.360 Blazhko, (d)
            57, 27, - - - - - - - 1.252 1.500   -  
            14, 14, 13 - - - - - - 0.764 1.090 0.337:  
18 314 5:22:49.08 -70:34:59.12 ab 0.58711 51 183.17420 70, 41, 13 19.410 19.790 18.815 19.459 19.793 18.835 1.120 1.426 0.719  
19 450 5:23:37.89 -70:34:06.71 ab 0.39792 51 182.55700 70, 41, 14 19.662 19.983 19.286 19.737 20.116 19.324 1.344 1.709 1.098  
19 711 5:22:38.14 -70:34:02.02 ab 0.55296 51 181.77241 29, 18, 14 19.200 19.535 18.607 19.244 19.606 18.617 0.961 1.148 0.756  
21 007 5:22:18.85 -70:33:10.84 ab 0.75730 51 933.80000 14, 13, 8 19.319 19.841 18.487 19.323 19.851 18.488 0.340 0.456 0.162  
25 301 5:21:33.95 -70:30:24.47 ab 0.56059 51 182.71139 63, 32, 12 19.766 20.237 - 19.805 20.317 - 1.005 1.359   -  
25 362 5:23:38.48 -70:30:08.55 ab 0.57746 51 182.73348 70, 41, 14 19.443 19.816 18.764 19.488 19.903 18.785 1.078 1.466 0.671::  
25 510 5:22:13.37 -70:30:11.50 ab 0.64956 51 183.78150 64, 38, 11 19.150 19.614 18.554 19.160 19.631 18.561 0.609 0.707 0.417 Blazhko?
26 525 5:21:52.45 -70:29:28.68 ab 0.52288 51 186.67057 66, 37, 14 19.473 19.913 - 19.507 19.991 - 0.863 1.269   -  
26 821 5:21:53.90 -70:29:17.47 ab 0.58755 51 185.75937 65, 39, 13 19.624 20.097 19.097 19.644 20.132 19.104 0.752 0.989 0.473  
26 933 5:23:53.78 -70:28:59.71 ab 0.48829 51 186.66446 59, 35, 14 19.295 19.577 18.750 19.355 19.679 18.754 1.188 1.490 0.791  
28 066 5:23:30.05 -70:28:11.07 ab 0.59975 51 933.60857 51, 24, - - - - - - - 0.496 0.666   -     (f)
            13, 14, 12 - - - - - - 0.503 0.629 0.326  
28 246 5:22:14.65 -70:28:06.71 ab 0.47777 51 934.62544 15, 32, 10 19.605 20.030 19.144 19.660 20.106 19.182 1.270 1.543 1.023  
28 293 5:21:46.08 -70:28:13.20 ab 0.66148 51 186.76300 56, 24, 7 19.520 20.053 - 19.524 20.062 - 0.403 0.553 0.472:::     (g)
28 539 5:23:55.73 -70:27:48.61 ab 0.61388 51 934.75195 68, 36, 11 19.533 19.916 18.796 19.592 20.028 18.815 1.149 1.495 0.707  
2024 5:23:10.96 -70:40:03.33 c 0.36008 51 933.70166 72, 40, 8 19.500 19.876 19.165 19.513 19.893 19.177 0.509 0.606 0.455  
2119 5:22:22.20 -70:39:59.98 c 0.26526 51 934.60511 64, 39, 10 19.659 19.986 19.407 19.663 19.990 19.421 0.297 0.354 0.479::::  
2223 5:22:16.48 -70:39:50.18 c 0.28784 51 934.58000 67, 36, 10 19.556 19.836 19.136 19.568 19.856 19.145 0.493 0.604 0.499  
2234 5:23:01.41 -70:39:44.47 c 0.32280 51 933.74938 38, 26, - - - - - - - 0.531 0.664   -     (f)
            14, 14, 12 - - - - - - 0.425 0.584 0.389  
2623 5:22:45.59 -70:39:11.37 c 0.29130 51 183.62631 65, 40, 13 19.368 19.631 19.046 19.379 19.649 19.057 0.441 0.595 0.454  
2636 5:23:09.26 -70:39:08.61 c 0.31611 51 934.76812 69, 40, 7 19.595 19.896 19.080 19.605 19.919 19.083 0.464 0.633 0.234  
3216 5:21:57.05 -70:38:25.85 c 0.21824 51 185.76536 67, 39, - - - - - - - 0.407 0.515   -     (h)
            53, 26, - - - - - - - 0.411 0.526   -  
            14, 13, 14 - - - - - - 0.392 0.513 0.405  
4388 5:21:31.63 -70:36:46.15 c 0.34194 51 185.64493 63, 30, 9 19.427 19.758 - 19.431 19.764 - 0.305 0.363 0.200::  
6332 5:23:20.39 -70:33:53.53 c 0.25047 51 933.59613 68, 41, 14 19.433 19.753 19.005 19.439 19.766 19.007 0.374 0.527 0.300 Blazhko, (i)
        0.24961 51 933.57400 14, 14, 14 19.444 19.750 19.023 19.452 19.764 19.027 0.383 0.531 0.298  
6415 5:24:03.13 -70:33:38.44 c 0.44299 51 186.74 600 64, 38, 12 19.206 19.573 18.713 19.215 19.583 18.715 0.438 0.473 0.229  
7231 5:23:22.37 -70:32:35.39 c 0.32349 51 183.11007 66, 36, 14 19.322 19.643 18.861 19.331 19.664 18.866 0.413 0.607 0.287  
7864 5:23:39.20 -70:31:38.15 c 0.31347 51 182.78235 67, 39, 14 19.464 19.774 19.047 19.475 19.792 19.050 0.433 0.545 0.233  
8622 5:22:28.87 -70:30:35.86 c 0.32082 51 934.69553 66, 39, 14 19.542 19.868 19.103 19.552 19.887 19.108 0.429 0.628 0.307  
8812 5:22:26.38 -70:30:19.05 c 0.35485 51 182.82224 69, 41, 14 19.397 19.767 18.821 19.410 19.791 18.829 0.515 0.626 0.396  
8837 5:22:45.64 -70:30:14.33 c 0.31629 51 182.66999 64, 41, 14 19.566 19.905 19.057 19.580 19.927 19.061 0.501 0.631 0.328  
10 113 5:24:00.31 -70:28:06.22 c 0.35231 51 186.78595 69, 40, 14 19.486 19.878 18.891 19.494 19.894 18.895 0.415 0.535 0.321  
10 360 5:23:45.34 -70:27:44.11 c 0.27926 51 934.58000 53, 26, - - - - - - - 0.431 0.541   -     (f)
            13, 13, 13 - - 19.199 - - 19.201 0.363 0.507 0.203  
26 715 5:21:29.21 -70:29:23.32 c 0.35646 51 182.69358 52, 25, - 19.378 19.725 - 19.388 19.746 - 0.486 0.678   -     (l)
27 697 5:22:13.98 -70:28:34.98 c 0.38293 51 184.64328 66, 39, - 19.166 19.541 18.744 19.174 19.554 18.746 0.396 0.471   - Blazhko?, (m)
            53, 25, - - - - - - - 0.380 0.486   -  
            13, 14, 11 - - - - - - 0.485 0.513 0.229:  
28 665 5:22:06.49 -70:27:55.55 c 0.30047 51 183.77067 64, 38, - - - - - - - 0.348 0.536   -     (n)
            52, 25, - - - - - - - 0.336 0.553   -  
            12, 13, 12 - - 19.264 - - 19.270 0.422 0.564 0.342  
2249 5:21:33.31 -70:39:51.28 d 0.30731 51 182.99235 70, 41, 12 19.372 19.704 18.878 19.389 19.729 18.903 0.600 0.709 0.744::  
3155 5:22:35.25 -70:38:28.39 d 0.38161 51 934.66700 66, 40, 14 19.209 19.577 18.792 19.218 19.598 18.803 0.419 0.664 0.496  
        0.38141                        
4420 5:22:44.66 -70:36:35.68 d 0.35989 51 182.65973 72, 41, 14 19.409 19.726 18.784 19.417 19.740 18.794 0.419 0.554 0.432  
7137 5:23:37.64 -70:32:41.42 d 0.34301 51 934.60052 72, 40, 14 19.413 19.736 - 19.420 19.750 - 0.413 0.557 0.424  
8654 5:23:15.72 -70:30:27.24 d 0.34544 51 183.77084 66, 35, 12 19.269 19.651 18.848 19.275 19.658 18.849 0.475 0.817 0.113  
23 032 5:21:33.40 -70:31:57.24 d 0.34226 51 182.93313 71, 39, 13 19.597 19.993 - 19.682 20.081 - 0.693 0.935   -  
28 114 5:22:35.51 -70:28:15.66 $\delta $S 0.11268 51 183.63220 69, 40, 11 19.940 20.273 - 19.943 20.280 - 0.280 0.388 0.185  
9578 5:23:52.36 -70:28:57.87 AC 0.54758 51 186.81780 62, 34, 12 18.626 19.277 17.789 18.620 19.293 17.790 0.307 0.576 0.205  
9604 5:22:07.01 -70:29:07.41 AC 0.61569 51 182.38306 62, 29, 12 18.932 19.234 18.550 18.947 19.253 18.558 0.655 0.774 0.532  
10 320 5:21:48.72 -70:28:00.82 AC 0.29177 51 185.76536 66, 37, 14 18.655 19.236 - 18.658 19.244 - 0.264 0.419   -  
30 5:23:55.92 -70:29:31.92 Ceph. 3.66050 51 933.77646 67, 41, 14 15.396 15.980 - 15.403 15.992 - 0.392 0.532   -  
40 5:22:12.23 -70:40:09.81 Ceph. 2.39797 51 934.66602 69, 40, 13 15.753 16.237 15.212 15.765 16.260 15.225 0.501 0.691 0.513  
121 5:23:17.88 -70:34:30.81 Ceph. 2.13218 51 180.99088 66, 41, 12 15.975 16.532 15.288 15.980 16.543 15.290 0.344 0.472 0.205::  
147 5:22:59.43 -70:33:24.15 Ceph. 4.69248 51 181.61046 67, 37, 14 15.467 16.099 - 15.497 16.170 - 0.830 1.218   -  
150 5:22:10.50 -70:33:14.98 Ceph. 3.13782 51 181.70621 56, 36, 14 16.251 16.837 15.524 16.257 16.852 15.523 0.415 0.574   -  
170 5:23:04.43 -70:31:13.83 Ceph. 6.66000 51 933.30000 64, 35, 12 15.277 16.105 - 15.284 16.117 - 0.394 0.568   -  
182 5:23:47.50 -70:30:13.46 Ceph. 2.80545 51 184.80502 61, 38, 14 15.820 16.389 - 15.862 16.479 - 0.940 1.354   -  
183 5:21:48.21 -70:30:25.86 Ceph. 2.49288 51 182.99807 68, 39, 10 16.259 16.830 15.566 16.283 16.879 15.567 0.689 0.976 0.193:::  
200 5:23:07.02 -70:29:05.06 Ceph. 2.73228 51 179.44316 61, 41, 14 15.568 16.142 14.920 15.575 16.156 14.921 0.424: 0.571 0.208  
902 5:23:00.61 -70:34:32.31 Ceph. 1.17104 51 182.99969 69, 41, 13 16.936 17.460 - 16.941 17.469 - 0.368 0.487   -  
1880 5:22:56.07 -70:40:17.73 EB 2.18677 51 183.76190 69, 40, 13 18.997 19.139 - 18.921 19.078 -   -   -   -  
2756 5:23:06.01 -70:38:57.82 EB 1.18211 51 183.81265 70, 39, 14 19.327 19.595 - 19.342 19.612 - 0.733 0.781   -  
4490 5:21:53.47 -70:36:35.13 EB 1.38051 51 184.69877 70, 39, 10 19.016 19.011 19.017 19.022 19.015 19.020 0.727 0.523   -  
9800 5:22:57.60 -70:28:43.46 EB 0.59749 51 184.78793 66, 41, 14 18.590 18.627 18.504 18.602 18.638 18.518 0.617 0.626 0.592  
10914 5:23:00.60 -70:40:22.44 EB 0.56184 51 183.79300 65, 39, 13 19.767 20.041 - 19.784 20.058 - 0.689 0.647 0.615::  
18475 5:23:46.56 -70:34:46.31 EB 0.80928 51 185.66801 60, 41, 12 19.821 19.872 - 19.826 19.880 - 0.452 0.570   -  
1002 5:22:58.16 -70:33:46.41 EB     -      - - - - - - - - $\sim$0.29 $\sim$0.32 >0.2  
1090 5:21:51.82 -70:33:08.41 EB     -      - - - - - - - - $\sim$0.23 $\sim$0.34 >0.3  
3276 5:24:04.96 -70:38:06.35 ?     -      - 70, 38, 14 19.040 19.268 18.862 19.051 19.279 18.877 >0.5 >0.6 >0.6  
7997 5:21:57.21 -70:31:36.27  EB?     -      - - - - - - - - $\sim$0.14 $\sim$0.46 >0.5  
8723 5:22:14.60 -70:30:27.49 EB $\sim$1.16 51 183.78600 51, 21, 14 19.152 19.859 - 19.161 19.862 18.455 0.789   -   -  
Notes:
(a) The minimum light in 2001 is systematically brighter than in 1999 both in B and V, possibly indicating a Blazhko modulation.

(b) No reliable average magnitudes and amplitudes are available since in 1999 the star occasionally fell on a CCD bad column.

(c) The 2001 light curves are systematically fainter than the 1999 ones. The star could be an unresolved blend in the 1999 photometry. Amplitudes and average luminosities are provided for the 1999 (upper line) and 2001 data (lower line), separately.

(d) Amplitudes and average luminosities are provided for the combined 1999 + 2001 data (upper line), and for the 1999 (middle line) and 2001 data (lower line), separately.

(e) The 2001 light curves are systematically fainter than the 1999 ones. The star could either be an unresolved blend in the 1999 photometry, or could be affected by Blazhko effect. Amplitudes correspond to the 1999 data-set.

(f) The 2001 light curves are systematically brighter than the 1999 ones. Amplitudes and average luminosities are provided for the 1999 (upper line) and 2001 data (lower line), separately.

(g) Light curves are very noisy possibly indicating the presence of secondary periodicities.

(h) The 2001 light curves are systematically slightly brighter than in 1999, particularly in B. Amplitudes are provided for the combined 1999 + 2001 data (upper line), and for the 1999 (middle line) and the 2001 data (lower line), separately.

(i) Period and shape of the 2001 light curves are slightly different than in 1999. Amplitudes and average luminosities are provided for the combined 1999+2001 data (upper line) and for the 2001 data (lower line), separately.

(l) The star was not observed in 2001.

(m) Amplitudes and average luminosities are provided separately for the combined 1999 + 2001 data (upper line), for the 1999 data (middle line), and for the 2001 data (lower line).

(n) The 2001 light curves are systematically fainter than the 1999 ones. Amplitudes are provided separately for the combined 1999 + 2001 data (upper line), for the 1999 data (middle line), and for the 2001 data (lower line).


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