RTModel
Real-Time Microlensing Modelling by Valerio Bozza

 
OB160801
Binary
 
Binary lens models
Model L1     χ2=6950.46    gOGLE=-0.422155±1.87293

s=2.53693±0.940121    q=0.757825±2.96088    u0=0.794471±3.37565    θ=1.84614±0.304158    ρ*=0.043064±0.0745842    tE=8.03951±12.5445    t0=7512.55±10.627    
Model L2     χ2=6968.21    gOGLE=6.46004±8.98587

s=1.45094±0.609075    q=0.0107451±0.0408416    u0=0.0328068±0.0437575    θ=3.01524±0.210408    ρ*=0.0221531±0.0480863    tE=15.1728±16.2196    t0=7514.63±0.62861    
Model L3     χ2=7008.15    gOGLE=4.24865±6.36116

s=0.653319±0.470594    q=0.0263275±0.0544797    u0=0.0532239±0.078034    θ=5.42839±0.367627    ρ*=0.0359402±0.0650384    tE=12.1586±13.5914    t0=7514.53±0.287187    
Model L4     χ2=7058.23    gOGLE=12.6572±13.5561

s=0.936362±0.104214    q=0.0182382±0.0486929    u0=0.0146719±0.012544    θ=0.672889±0.659195    ρ*=0.0224542±0.0247401    tE=21.8303±20.9662    t0=7514.15±0.180393    
Model L5     χ2=7382.54    gOGLE=6.04758±0.708192

s=2.05861±0.0809587    q=0.89169±0.368218    u0=0.0986038±0.0168504    θ=0.113896±0.033337    ρ*=0.0125846±0.00874117    tE=23.2948±2.06837    t0=7535.78±5.12853    
Point-source Point-lens model with parallax
Model PX     χ2=7199.41    gOGLE=356.278±282.895

u0=0.000643615±0.0137314    tE=642.097±13661.9    t0=7514.32±0.0834135    π=1.49047±30.6917    π||=1.36986±28.8977