Table 4.

Coexisting multiple attractors of symmetric case for different values of ${\beta }_2$ with others parameter setting.

Value of ${\mathit{\beta }}_{\mathbf{2}}$	Number of coexisting attractor	Initial conditions	Number of figure
1.182	8	(0, 0, ±1.32); (0, 0, ±3.46); (0, 0, ±0.21); (0, 0, ±1.09).	Fig. 4
1.183	6	(±1.44, 0, 0); (±0.5, 0, 0); (±1, 0, 0).	Not shown
1.206	6	(0, 0, ±0.21); (0, 0, ±1.05); (0, 0, ±0.5).	Fig. 5
1.636	6	(0, 0, ±0.69); (0, 0, ±0.4); (0, 0, ±1).	Not shown