Simulations of 1500 day, 0.01 day output

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Figure 1 and B.1:

test0: no effects
test1: only dissipative part of planetary tide, all planets have a dissipation: ∆tp = 1.0 x ∆tp_ref
test2: only non-dissipative part of planetary tide, all planets have a tidal Love number of k2p = 1.0 x k2p_ref
test3: only rotational flatenning of planets, all planets have a fluid tidal Love number of k2fp = 1.0 x k2fp_ref
test4: only non-dissipative part of stellar tide, star has a tidal Love number of k2s = 1.0 x k2s_ref
test5: only rotational flatenning of star, star has a fluid tidal Love number of k2fs = 1.0 x k2fs_ref
test6: only general relativity (Kidder et al. 1995)
test7: all effects

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Figure 2: 

Top:
test0 : no effects
test8 : no stellar effects, ∆tp = 1.0 x ∆tp_ref, k2fp = 1.0 x k2fp_ref, k2p = 1.0 x k2p_ref 
test9 : no stellar effects, ∆tp = 1.0 x ∆tp_ref, k2fp = 1.0 x k2fp_ref, k2p = 10. x k2p_ref 
test10: no stellar effects, ∆tp = 1.0 x ∆tp_ref, k2fp = 1.0 x k2fp_ref, k2p = 25. x k2p_ref 
test11: no stellar effects, ∆tp = 1.0 x ∆tp_ref, k2fp = 1.0 x k2fp_ref, k2p = 50. x k2p_ref 

Bottom:
test0 : no effects
test8 : no stellar effects, ∆tp = 1.0 x ∆tp_ref, k2p = 1.0 x k2p_ref, k2fp = 1.0 x k2fp_ref
test12: no stellar effects, ∆tp = 1.0 x ∆tp_ref, k2p = 1.0 x k2p_ref, k2fp = 10. x k2fp_ref
test13: no stellar effects, ∆tp = 1.0 x ∆tp_ref, k2p = 1.0 x k2p_ref, k2fp = 25. x k2fp_ref
test14: no stellar effects, ∆tp = 1.0 x ∆tp_ref, k2p = 1.0 x k2p_ref, k2fp = 50. x k2fp_ref
