RTModel
Real-Time Microlensing Modelling by Valerio Bozza

 
OB150001
Binary
 
Binary lens models
Model L1     χ2=18279.4    gOGLE=4.5556±1.29885

s=2.19091±0.303873    q=0.976245±0.302872    u0=0.286659±0.136044    θ=2.87334±0.140948    ρ*=0.0393242±0.0196579    tE=281.065±51.4829    t0=6836.8±5.21297    
Model L2     χ2=18379.7    gOGLE=4.61507±0.839413

s=2.26701±0.229373    q=0.820101±0.196824    u0=0.353696±0.131629    θ=2.83708±0.110005    ρ*=0.0343898±0.0134551    tE=275.688±40.0138    t0=6810.72±5.54354    
Model L3     χ2=18446.9    gOGLE=4.79934±1.42154

s=2.08659±0.268241    q=0.79183±0.220831    u0=0.235633±0.166528    θ=6.02533±0.217155    ρ*=0.0408399±0.02026    tE=288.455±48.7029    t0=6875.9±5.25598    
Model L4     χ2=18483.7    gOGLE=5.28862±1.08282

s=2.2159±0.231059    q=0.90314±0.242804    u0=0.312711±0.134349    θ=5.96701±0.112803    ρ*=0.0337704±0.0159571    tE=280.673±54.5926    t0=6852.59±6.12274    
Model L5     χ2=18656.6    gOGLE=3.98597±0.926477

s=2.3155±0.161975    q=0.571596±0.195158    u0=0.426821±0.106065    θ=2.82513±0.0595188    ρ*=0.0331488±0.0132111    tE=259.246±38.3178    t0=6780.13±5.41076    
Point-source Point-lens model with parallax
Model PX     χ2=19295.5    gOGLE=32.3339±4.11817

u0=0.013027±0.0732777    tE=992.275±5475.83    t0=7072.42±7.43792    π=0.122231±0.680398    π||=0.111801±0.614664    
Point-source Point-lens model
Model PP     χ2=21791.1    gOGLE=2.16757±0.110604

u0=0.125404±0.251221    tE=158.609±271.695    t0=7082.56±5.12159