RTModel
Real-Time Microlensing Modelling by Valerio Bozza

 
OB141720
Uncertain: Poor quality data
 
Binary lens models
Model L1     χ2=1848.26    gOGLE=0.771775±1.27262

s=1.87559±0.711739    q=0.0741249±0.0405521    u0=-0.115369±0.0526139    θ=1.10051±0.253444    ρ*=0.0074386±0.013756    tE=8.34586±5.87273    t0=6894.46±0.284294    
Model L2     χ2=1867.1    gOGLE=0.771128±1.41572

s=0.470089±0.272131    q=0.0962411±0.0979656    u0=-0.035462±0.0296863    θ=1.20684±0.538952    ρ*=0.00944885±0.0201881    tE=7.67856±6.03012    t0=6894.84±0.125661    
Model L3     χ2=1881.87    gOGLE=0.187667±1.22564

s=0.339125±0.483396    q=0.257443±0.820182    u0=-0.0678264±0.0941214    θ=2.94864±0.439227    ρ*=0.00681606±0.0208874    tE=6.33147±4.71585    t0=6894.9±0.0736727    
Model L4     χ2=1894.75    gOGLE=0.96167±0.631554

s=4.0552±0.252767    q=0.341115±0.176461    u0=-1.00127±0.339678    θ=1.50651±0.0349898    ρ*=0.00600132±0.0210522    tE=9.31104±3.40673    t0=6894.32±0.421354    
Model L5     χ2=1950.18    gOGLE=0.467136±0.931038

s=0.907073±0.0696684    q=0.00388141±0.00392907    u0=0.0526661±0.045351    θ=1.57748±0.179032    ρ*=0.0124594±0.00948109    tE=6.58479±4.72745    t0=6894.92±0.0550614    
Binary source model
Model BO     χ2=1723.23    gOGLE=0.259465±0.149583

tE=5.44519±9.70253    FR=0.949269±0.725824    u1=0.022108±0.117552    u2=-0.314465±0.596154    t1=6894.78±0.446528    t2=6895.33±1.25915    π=10.±1193.62    
π||=-6.96905±133.602    ds/dt=-0.725289±3.92382    dθ/dt=-1.35378±1.03594    w3=3.±1.19986