RTModel
Real-Time Microlensing Modelling by Valerio Bozza

 
OB150618
Binary
 
Binary lens models
Model L1     χ2=960.396    gOGLE=0.0641122±0.40722

s=0.368764±0.0729648    q=0.829429±0.377567    u0=0.011878±0.00142049    θ=1.87245±0.10803    ρ*=0.00369056±0.00206691    tE=6.10645±2.7863    t0=7117.19±0.109111    
Model L2     χ2=966.793    gOGLE=0.0209365±0.409445

s=0.369968±0.106596    q=0.698585±0.551129    u0=0.00844413±0.00371329    θ=3.53214±0.127934    ρ*=0.0050024±0.00257979    tE=6.44711±2.75913    t0=7117.11±0.0505612    
Model L3     χ2=982.054    gOGLE=-0.0640673±0.437838

s=0.365628±0.0967035    q=0.915708±0.710694    u0=0.0122948±0.00936305    θ=0.444876±0.0972113    ρ*=0.00546411±0.00289963    tE=5.8484±2.46307    t0=7117.11±0.107834    
Model L4     χ2=987.116    gOGLE=0.72785±0.22087

s=1.80269±0.0631924    q=0.0417271±0.00850266    u0=0.00208723±0.000671909    θ=2.9256±0.0319122    ρ*=0.00400178±0.000668201    tE=9.72259±1.43281    t0=7117.41±0.0543941    
Model L5     χ2=996.937    gOGLE=-0.124133±0.0883366

s=3.94799±0.0128928    q=0.739477±0.00173689    u0=0.603954±0.00211957    θ=0.288277±0.00207674    ρ*=0.0039713±0.00035319    tE=8.06823±0.0385004    t0=7133.49±0.0169289