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Table 1.

Observed blocks.

BD215 Position Correlated Cadence MPC SPC1 SPC2 SPC3
Block RA Dec positions (days)
F 05 h 35 m 20 s . 16 Mathematical equation: $ 05^\mathrm{h}35^\mathrm{m}20^\mathrm{s}.\,16 $ 05 ° 20 06 . 0 Mathematical equation: $ -05^{\circ }20^{\prime }06^{\prime \prime }.\,0 $ 87 60 J0539–0514 J0529–0519 J0541–0541 J0532–0307
G 05 h 35 m 31 s . 37 Mathematical equation: $ 05^\mathrm{h}35^\mathrm{m}31^\mathrm{s}.\,37 $ 05 ° 16 02 . 6 Mathematical equation: $ -05^{\circ }16^{\prime }02^{\prime \prime }.\,6 $ 3 60 J0539–0514 J0529–0519 J0541–0541 J0532–0307
H 05 h 35 m 21 s . 32 Mathematical equation: $ 05^\mathrm{h}35^\mathrm{m}21^\mathrm{s}.\,32 $ 05 ° 12 12 . 7 Mathematical equation: $ -05^{\circ }12^{\prime }12^{\prime \prime }.\,7 $ 4 180 J0539–0514 J0529–0519 J0541–0541 J0532–0307
I 05 h 39 m 36 s . 54 Mathematical equation: $ 05^\mathrm{h}39^\mathrm{m}36^\mathrm{s}.\,54 $ 02 ° 42 17 . 2 Mathematical equation: $ -02^{\circ }42^{\prime }17^{\prime \prime }.\,2 $ 1 60 J0532–0307 J0539–0514 J0529–0519 J0558–0055
J 05 h 41 m 37 s . 74 Mathematical equation: $ 05^\mathrm{h}41^\mathrm{m}37^\mathrm{s}.\,74 $ 01 ° 53 51 . 6 Mathematical equation: $ -01^{\circ }53^{\prime }51^{\prime \prime }.\,6 $ 6 60 J0532–0307 J0539–0514 J0529–0519 J0558–0055
K 05 h 41 m 46 s . 16 Mathematical equation: $ 05^\mathrm{h}41^\mathrm{m}46^\mathrm{s}.\,16 $ 01 ° 56 22 . 2 Mathematical equation: $ -01^{\circ }56^{\prime }22^{\prime \prime }.\,2 $ 6 180 J0532–0307 J0539–0514 J0529–0519 J0558–0055
L 05 h 46 m 43 s . 39 Mathematical equation: $ 05^\mathrm{h}46^\mathrm{m}43^\mathrm{s}.\,39 $ + 00 ° 04 36 . 0 Mathematical equation: $ +00^{\circ }04^{\prime }36^{\prime \prime }.\,0 $ 3 120 J0558–0055 J0600–0005 J0552+0313 J0532–0307

Notes. Columns are (left to right): The name of the block, RA and Dec of the center of the field, number of targets (i.e., correlated position in the corresponding field), a mean time of the separation between observed epochs, and MPCs and SPCs of the corresponding field.

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