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Table A.1.

Apparent binary stars candidates.

Number ID1 ID2 log10(a) (au) sep. (arcsec) G mag1 G mag2
1 3209599721383025792 3209599721380315264 2.494 0.780 16.862 16.948
2 3209528523708699392 3209528528005247616 2.544 0.875 14.924 16.664
3 3016932397629080448 3016932401924820992 2.568 0.924 17.758 18.071
4 3017383201698509312 3017383201705272192 2.576 0.942 16.904 14.982
5 3017367121346098944 3017367121333529984 2.580 0.950 17.239 15.530
6 3017343310042814464 3017343310049098112 2.592 0.978 16.982 18.811
7 3215642671646074240 3215642671647475328 2.632 1.072 18.011 18.455
8 3017235901495548928 3017235901493475840 2.645 1.105 17.058 18.639
9 3016935867962755968 3016935872258388480 2.674 1.180 12.686 8.836
10 3016093543272153856 3016093543270824704 2.682 1.202 14.780 16.235
11 3017082244744312576 3017082240448693120 2.723 1.320 17.177 15.694
12 3016773827439214720 3016773827436894848 2.733 1.351 17.155 17.711
13 3017378803658760960 3017378803651996800 2.738 1.366 16.822 17.319
14 3209696061792962432 3209696066088278016 2.750 1.405 15.714 12.482
15 3216062272771926144 3216062272770760320 2.757 1.429 13.405 18.632
16 3016952502370440064 3016952502371760896 2.766 1.459 17.325 17.042
17 3016535684386060544 3016535680090105344 2.788 1.535 17.885 18.076
18 3017348257851409536 3017348257845029376 2.810 1.615 18.044 15.062
19 3017356602958232064 3017356607266117760 2.850 1.772 15.573 16.124
20 3209540313395426176 3209540309099093760 2.854 1.787 16.511 15.634
21 3016973290013463936 3016973285718581632 2.869 1.851 18.314 15.024
22 3017135399259048704 3017135394962860800 2.873 1.868 16.338 16.809
23 3209566667314795264 3209566663016374400 2.877 1.881 15.466 15.933
24 3210561587895715328 3210561587897894528 2.887 1.927 6.289 18.276
25 3216980983457421440 3216980979159662720 2.890 1.941 13.744 14.206
26 3017367293144786304 3017367293132202624 2.903 1.998 17.323 17.676
27 3017157595651831168 3017157595651831040 2.913 2.045 17.450 8.882
28 3017199548892295808 3017199548892295936 2.917 2.063 17.481 15.412
29 3017363582294579456 3017363582294579328 2.946 2.206 14.270 15.283
30 3016549492705111936 3016549497001135104 2.951 2.231 9.721 12.482
31 3016781356516442624 3016781356513940224 2.963 2.295 16.612 16.606
32 3209653597452614144 3209653597452613760 3.001 2.504 8.098 16.555
33 3209650883033326848 3209650883033326720 3.024 2.642 14.285 14.385
34 3209545845313264256 3209545845313264384 3.026 2.656 18.083 17.574
35 3016086740044032512 3016086740044032384 3.032 2.689 16.333 17.787
36 3209558386617873920 3209558386617873792 3.037 2.719 14.130 13.508
37 3016952326278137344 3016952330573066496 3.041 2.747 15.576 15.262
38 3209530276057350656 3209530280351892096 3.042 2.757 16.560 16.795
39 3209541412907075456 3209541412907075584 3.056 2.845 17.590 17.839
40 3017364303848916992 3017364303848916480 3.074 2.964 16.525 11.905
41 3017228273633491712 3017228273633491840 3.076 2.978 11.737 16.759
42 3017265244711916928 3017265244711916672 3.082 3.020 16.853 17.487
43 3016985281562139136 3016985281562139264 3.093 3.100 15.603 15.821
44 3016030493152341632 3016030493152341760 3.096 3.118 17.269 16.434
45 3016469060853517824 3016469056559465984 3.098 3.136 10.323 17.764
46 3016507303242247552 3016507303242247680 3.110 3.224 16.239 15.943
47 3209576528559565184 3209576528559728000 3.112 3.235 13.416 14.641
48 3017364441282354176 3017364436980916096 3.124 3.325 15.406 14.175
49 3017192608225149568 3017192608225149440 3.144 3.479 17.011 15.530
50 3023289881235865216 3023289876940144768 3.144 3.480 18.403 13.834
51 3017359562205002880 3017347811174480000 3.155 3.570 16.129 15.755
52 3017145707182344320 3017145707182344192 3.158 3.597 17.058 18.352
53 3017248786397358080 3017248786397531136 3.163 3.637 17.237 14.548
54 3017366468511064960 3017366468511064448 3.166 3.663 15.868 16.158
55 3017214869037692800 3017214873335520896 3.181 3.795 17.782 15.645
56 3209633290847280256 3209633290847279744 3.198 3.948 16.779 18.369
57 3017145638462872576 3017147111635948288 3.207 4.024 17.794 15.843
58 3209811652247750272 3209811647950503424 3.215 4.101 14.576 14.622
59 3209526844377985152 3209526844377984896 3.215 4.103 14.628 17.403
60 3017366640309747072 3017366640309746816 3.224 4.185 15.102 16.424
61 3209553576254369792 3209553576254369536 3.228 4.231 16.532 17.968
62 3017367391918079744 3017367396211298048 3.233 4.279 16.841 15.662
63 3016641370647772672 3016641370646103808 3.238 4.328 15.642 18.298
64 3023427522052064896 3023427560708065408 3.247 4.414 17.244 18.455
65 3016547710294461440 3016547710294461312 3.251 4.458 18.062 15.635
66 3017309981102805760 3017309912383329280 3.265 4.605 14.632 16.766
67 3209561371619512704 3209561375914929920 3.272 4.679 13.419 15.229
68 3017142752244845056 3017142752244845184 3.285 4.819 15.709 17.416
69 3017286479041796480 3017286479041796352 3.301 5.001 17.486 15.251
70 3016858975164012928 3016858975164013184 3.301 5.005 14.471 17.442
71 3014873940064089472 3014873944359395968 3.307 5.075 14.707 12.226
72 3209544024247187584 3209544024247187456 3.330 5.342 17.519 16.475
73 3017175462715836416 3017175462715713920 3.336 5.423 15.678 16.565
74 3017266962698857216 3017266958403468032 3.344 5.516 16.793 17.009
75 3209424795953358976 3209424795953358720 3.348 5.574 15.204 15.266
76 3016017264653139840 3016017230293401728 3.353 5.636 17.310 17.513
77 3017144538951245184 3017144538951245440 3.357 5.683 17.006 13.594
78 3017256757856824448 3017256753560684672 3.367 5.820 16.883 17.235
79 3209650608155686272 3209650608155686400 3.382 6.020 16.766 12.900
80 3016926045373231744 3016926045373231616 3.388 6.104 16.436 12.686
81 3015806124061283968 3015806119765504512 3.396 6.218 17.797 17.507
82 3017247515087034240 3017247515087033984 3.398 6.244 12.277 13.950
83 3017356435467423616 3017356469827161856 3.398 6.248 11.922 17.876
84 3016723803954896256 3016723803954896896 3.402 6.302 17.791 16.157
85 3017366537230536832 3017366537230535936 3.405 6.356 16.105 17.495
86 3016744037543326592 3016744041840721024 3.418 6.545 16.315 18.011
87 3209426582659553408 3209426578363441024 3.424 6.634 14.383 15.045
88 3209579449137299072 3209579444841918976 3.435 6.803 10.566 17.329
89 3017373203021508736 3017373203019748864 3.436 6.824 15.383 16.412
90 3209559864086618240 3209559791071547392 3.443 6.929 18.238 15.995
91 3017147661389569536 3017147661389568256 3.447 7.004 15.627 14.567

Notes. The apparent binary star objects up to 3000 au separation based on the Elbow plot, see Fig. 7. The selection was done on the projected separation and further filtered by the requirement that both components have an identical proper motion within the 3-σ uncertainty.

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