RTModel
Real-Time Microlensing Modelling by Valerio Bozza

 
OB161901
Binary
 
Binary lens models
Model L1     χ2=7039.47    gOGLE=-0.245662±1.82

s=1.42533±0.684946    q=0.226886±0.533503    u0=0.256504±0.360615    θ=5.67343±0.555455    ρ*=0.0282534±0.0667064    tE=11.0228±11.704    t0=7676.57±3.87212    
Model L2     χ2=7052.98    gOGLE=1.01846±0.437384

s=3.93594±0.129212    q=0.803367±0.112157    u0=1.37969±0.27321    θ=5.31113±0.374654    ρ*=0.0107187±0.113771    tE=23.2129±4.84885    t0=7656.41±11.8032    
Model L3     χ2=7059.55    gOGLE=-0.823025±0.694637

s=1.61909±0.251158    q=0.164909±0.163383    u0=1.02815±0.33556    θ=1.31732±0.19628    ρ*=0.0438648±0.14701    tE=8.70669±1.58632    t0=7679.6±1.03721    
Model L4     χ2=7070.29    gOGLE=1.46109±0.7775

s=2.88347±0.382764    q=0.438278±0.136571    u0=0.046987±0.137435    θ=3.25826±0.21712    ρ*=0.0133217±0.157953    tE=19.8232±3.64776    t0=7692.48±4.84228    
Model L5     χ2=8939.76    gOGLE=-0.524093±1.16148

s=0.662182±0.00247057    q=0.100737±0.00449929    u0=0.523774±0.0267861    θ=5.00909±0.0269956    ρ*=0.00139903±0.00462708    tE=874.389±32.0118    t0=6918.47±2.46524    
Point-source Point-lens model
Model PP     χ2=7570.29    gOGLE=0.985858±0.0603262

u0= -6 4.02869 10±725.404    tE=15.015±13.4367    t0=7677.67±0.762621