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Table 3

Minimum bound mass for each of our cases.

Case c MDM,LeoIV rvir,LeoIV MDM,LeoV rvir,LeoV Mtot Ratio Scenario
[M] [kpc] [M] [kpc] [M]

0a 4.18 × 109 Point masses (a)
0b 1.47 × 1010 Point masses (b)

1 5 1.34 × 1010 49.00 7.45 × 109 40.29 2.09 × 1010 0.965 rad. vel. mass ratio 1.8
2 10 1.27 × 1010 48.11 7.05 × 109 39.55 1.98 × 1010 0.953 rad. vel. mass ratio 1.8
3 20 1.22 × 1010 47.42 6.75 × 109 39.98 1.89 × 1010 0.935 rad. vel. mass ratio 1.8

1a 5 9.05 × 109 42.99 9.05 × 109 42.99 1.81 × 1010 1.179 rad. vel. equal mass
2a 10 8.55 × 109 42.18 8.55 × 109 42.18 1.71 × 1010 1.194 rad. vel. equal mass
3a 20 8.30 × 109 41.76 8.30 × 109 41.76 1.66 × 1010 1.204 rad. vel. equal mass

4 5 3.47 × 1010 67.25 1.93 × 1010 55.28 5.39 × 1010 0.993 rad.& tang. vel. mass ratio 1.8
5 10 3.11 × 1010 64.83 1.73 × 1010 53.30 4.83 × 1010 0.956 rad.& tang. vel. mass ratio 1.8
6 20 2.84 × 1010 62.90 1.58 × 1010 51.70 4.42 × 1010 0.968 rad.& tang. vel. mass ratio 1.8

4a 5 2.40 × 1010 59.50 2.40 × 1010 59.50 4.80 × 1010 1.450 rad.& tang. vel. equal mass
5a 10 2.20 × 1010 57.80 2.20 × 1010 57.80 4.40 × 1010 1.372 rad.& tang. vel. equal mass
6a 20 2.10 × 1010 56.91 2.10 × 1010 56.91 4.20 × 1010 1.284 rad.& tang. vel. equal mass

Notes. The first column gives the number of the case, the second is the adopted concentration of the haloes. Then we give the mass of the DM halo and its virial radius for Leo IV and Leo V. The next column gives the total mass in DM of the whole system, the next column shows the “ratio” by which the maximum distance differs between the full N-body simulation and the two-body code. The last column is a short explanation for the cases rad. vel. = only radial velocity, rad. & tan. vel. = radial and tangential velocity adopted; mass ratio 1.8 = the two haloes have a fixed mass ratio of 1.8; equal mass = the two haloes have the same mass.

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