RTModel
Real-Time Microlensing Modelling by Valerio Bozza

 
OB130367
Binary (next update 31 October)
 
Binary lens models
Model L1     χ2=903.292    gOGLE=-0.0588814±0.0733446

s=1.38304±0.0295078    q=0.506922±0.053245    u0=0.323534±0.00757164    θ=0.307511±0.0410867    ρ*=0.0137173±0.00717465    tE=113.353±6.01294    t0=6415.19±1.57915    
Model L2     χ2=948.265    gOGLE=0.0207674±0.197425

s=1.76414±0.103146    q=0.117463±0.0653537    u0=0.318225±0.0613925    θ=0.360007±0.102446    ρ*=0.0208245±0.0136258    tE=77.9319±8.84504    t0=6452.16±6.52517    
Model L3     χ2=971.415    gOGLE=1.98922±0.359955

s=2.13595±0.0313783    q=0.853895±0.140353    u0=-0.01449±0.000907691    θ=3.04074±0.0136186    ρ*=0.00500218±0.00207635    tE=162.552±13.1096    t0=6496.74±6.83714    
Model L4     χ2=988.349    gOGLE=1.78846±0.31114

s=2.16865±0.0400356    q=0.849602±0.243672    u0=0.0398179±0.0177334    θ=0.11733±0.0183488    ρ*=0.00512405±0.00183839    tE=173.069±12.3867    t0=6532.12±12.2059    
Model L5     χ2=1323.27    gOGLE=2.63331±0.27565

s=2.17049±0.0310737    q=0.804877±0.112822    u0=-0.0497185±0.00712829    θ=2.98343±0.00813392    ρ*=0.00506837±0.00363304    tE=209.949±9.306    t0=6531.66±9.01544