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Table 1

Details of the N-body simulations.

Name N b0 | R0 ε ε/ η

S1a 1E3 0 1.0E-1 3.7 E-6 4.2E-4 2.5E-2

S4a 1E3 0 1.0E-1 3.7 E-5 4.2E-3 2.5E-2
S4b 2E3 0 1.0E-1 3.7 E-5 5.3E-3 2.5E-2
S4c 4E3 0 1.0E-1 3.7 E-5 6.6E-3 2.5E-2
S4d 6E3 0 1.0E-1 3.7 E-5 7.6E-3 2.5E-2
S4e 8E3 0 1.0E-1 3.7 E-5 8.3E-3 2.5E-2
S4f 1E3 0 1.0E-1 3.7 E-5 8.3E-3 2.5E-3
S4g 1E3 0 1.0E-1 3.7 E-5 8.3E-3 5.0E-4

S6a 1E3 0 1.0E-1 3.7 E-4 4.2E-2 2.5E-2

M1a 1E4 0 1.0E-1 3.7 E-6 9.0E-4 2.5E-2
M1b 1E4 0 1.0E-1 3.7 E-6 9.0E-4 5.0E-3
M1c 1E4 0 1.0E-1 3.7 E-6 9.0E-4 1.3E-2
M1d 1E4 0 1.0E-1 3.7 E-6 9.0E-4 2.5E-2
M1e 1E4 0 1.0E-1 3.7 E-6 9.0E-4 1.3E-1
M1f 1E4 0 1.0E-1 3.7 E-6 9.0E-4 2.5E-1

M2a 1E4 0 1.0E-1 7.4 E-6 1.8 E-3 2.5E-3

M3a 1E4 0 1.0E-1 1.0 E-5 2.4 E-3 2.5E-2

M4a 1E4 0 1.0E-1 3.7 E-5 9.0 E-3 2.5E-2
M4b 1E4 0 1.0E-1 3.7 E-5 9.0 E-3 2.5E-2
M4c 1E4 0 1.0E-1 3.7 E-5 9.0 E-3 2.5E-2
M4d 1E4 0.25 1.0E-1 3.7 E-5 9.0 E-3 2.5E-2
M4e 1E4 0.5 1.0E-1 3.7 E-5 9.0 E-3 2.5E-2
M4f 1E4 0.75 1.0E-1 3.7 E-5 9.0 E-3 2.5E-2
M4g 1E4 1.0 1.0E-1 3.7 E-5 9.0 E-3 2.5E-2
M4h 1E4 0 2.5E-2 3.7 E-5 3.7 E-2 2.5E-2
M4k 1E4 0 5.0E-2 3.7 E-5 1.7 E-2 2.5E-2
M4i 1E4 0 2.0E-1 3.7 E-5 4.4 E-3 2.5E-2
M4j 1E4 0 3.0E-1 3.7 E-5 3.0 E-3 2.5E-2
M4l 1E4 0 1.0E-1 3.7 E-5 9.0 E-3 2.5E-3
M4m 1E4 0 1.0E-1 3.7 E-5 9.0 E-3 5.0E-3
M4n 1E4 0 1.0E-1 3.7 E-5 9.0 E-3 5.0E-2
M4o 1E4 0 1.0E-1 3.7 E-5 9.0 E-3 1.0E-1

M5a 1E4 0 1.0E-1 7.4 E-5 1.8 E-2 2.5E-2

M6a 1E4 0 1.0E-1 3.7 E-4 9.0 E-2 2.5E-2
M6b 1E4 0 2.5E-2 3.7 E-4 3.7 E-1 2.5E-2
M6c 1E4 0 5.0E-2 3.7 E-4 1.8 E-1 2.5E-2
M6d 1E4 0 2.0E-1 3.7 E-4 4.5 E-2 2.5E-2
M6e 1E4 0 3.0E-1 3.7 E-4 3.0 E-2 2.5E-2

M7a 1E4 0 1.0E-1 7.4 E-4 1.8 E-1 2.5E-2

M8a 1E4 0 1.0E-1 3.7 E-3 9.0 E-1 2.5E-2

L4a 2E4 0 1.0E-1 3.7 E-5 1.1 E-2 2.5E-2
L4b 4E4 0 1.0E-1 3.7 E-5 1.4 E-2 2.5E-2
L4c 6E4 0 1.0E-1 3.7 E-5 1.6 E-2 2.5E-2
L4d 8E4 0 1.0E-1 3.7 E-5 1.8 E-2 2.5E-2
L4e 1E5 0 1.0E-1 3.7 E-5 1.9 E-2 2.5E-2

Notes.N is the number of particles in the spherical over-density, | b0 | is the absolute value of its initial virial ratio, R0 is its initial radius, ε is the softening length, is the initial average distance between nearest neighbours and η is the parameter that control the accuracy of the time-stepping. Only in the case of the simulation M4b (M4c) we have changed the parameter θ from 0.7 to 0.1 (the parameter φ from 5 × 10-3 to 5 × 10-4). (See Sect. 3.2 for a discussion of the various numerical parameters of the code, i.e. ε,η,θ,φ.)

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