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Table 3

Orbital parameters of our targets.

Star name Prot (days) Porb (days) a (R) aKep (R) Inclination (deg) Eccentricity
Sig CrB (TZ Crb) 1.157 (1) 1.13979045 (2) 5.94 (1) 5.96 28 (1) 0 (1)
BQ CVn 18.5 (3) 18.5 (4)
FG UMa 21.3 (5) 21.36 (5) 41.35 57 (5) 0 (5)
BF Lyn 3.804 (6) 3.804067 (7) 11.74 (6) 11.53 66 (6) 0 (6)
DM UMa 7.471 (8) 7.492 (9) 40 (10) 0 (9)
EV Dra 1.672 (11) 1.67140121 (11) 6.42 (11) 7.21 63 (11) 0 (11)
DG CVn (GJ3789) 0.1084 (12)
EZ Peg 11.66 (13) 11.66 (14) 26.57 (14) 25 (10) 0 (14)
BH CVn (HR 5110) 2.613 (15) 10.69 (15) 9.92 8.9 (15) 0.4 (16)
WW Dra 4.63 (17) 4.63 (18) 16.28 81.7 (18)
YY Gem 0.8143 (19) 0.81428290 (20) 5.58 (21) 3.89 86.29 (21) 0 (21)
II Peg 6.725 (22) 6.724 (23) 15.93 60 (24) 0 (24)
BD+334462 10.121 (25) 10.121 (25) 23.94+ (25) 23.95+
FG Cam (HD 61396) 31.95 (26) 33.83 (27) 67.64 (27) 67.78 30 (27) 0 (27)

Notes. Prot is the rotational period. The values displayed here are literature photometric periods, but we assume them to be equal to the rotational periods of the individual stars (Strassmeier 2009), which are assumed to be equal to one another due to tidal locking (Song et al. 2013). Porb is the orbital period, a is the semi-major axis from the literature and aKep is the semi-major axis computed using the masses in Table 2, the orbital period and Kepler’s Third Law: ). For this we of course needed both masses and the orbital period. If one of these was unknown, we indicated this with ‘-’. The Keplerian semi-major axis is then also unknown and indicated with ‘-’. Only a sin (i) and M sin3 (i) were known for BD+334462, explaining the lower limit on a and on aKep.

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