# [[Model]]
#     Model(three_gaussian_g2_with_dip_model)
# [[Fit Statistics]]
#     # fitting method   = leastsq
#     # function evals   = 49
#     # data points      = 5998
#     # variables        = 7
#     chi-square         = 6746.86296
#     reduced chi-square = 1.12616641
#     Akaike info crit   = 719.674118
#     Bayesian info crit = 766.568388
#     R-squared          = 0.99999583
# [[Variables]]
#     tau_c:      172.805536 +/- 0.64314942 (0.37%) (init = 165)
#     tau_0:      314.704653 +/- 0.30525979 (0.10%) (init = 314)
#     tau_delay:  2223.90610 +/- 0.59850982 (0.03%) (init = 2200)
#     c:          11247.6289 +/- 1.58385592 (0.01%) (init = 11223.42)
#     A_0:        9286.55871 +/- 37.0555071 (0.40%) (init = 11223.42)
#     A_dip:      9464.42788 +/- 74.2781954 (0.78%) (init = 10235.76)
#     tau_c_dip:  149.040284 +/- 1.68143190 (1.13%) (init = 200)
# [[Correlations]] (unreported correlations are < 0.100)
#     C(A_0, A_dip)       = +0.6260
#     C(tau_c, tau_c_dip) = +0.5811
#     C(tau_c, A_dip)     = -0.5145
#     C(A_dip, tau_c_dip) = -0.5085
#     C(tau_c, A_0)       = -0.4040
#     C(tau_c, c)         = -0.2221
#     C(c, A_0)           = -0.1262
#     C(c, tau_c_dip)     = -0.1019
0.000000000000000000e+00