RTModel
Real-Time Microlensing Modelling by Valerio Bozza

 
KB160590
Binary
 
Binary lens models
Model L1     χ2=1792.18    gOGLE=-0.0263843±0.330716

s=1.60532±0.407033    q=0.537382±0.300626    u0=0.492586±0.330348    θ=4.40465±0.208368    ρ*=0.0181839±0.188194    tE=27.6036±4.71279    t0=7677.81±2.25531    
Model L2     χ2=1872.1    gOGLE=0.421007±0.579102

s=2.66308±0.157766    q=0.98836±0.489    u0=0.334919±0.0612336    θ=3.50201±0.0543272    ρ*=0.0134526±0.00695406    tE=38.828±8.55444    t0=7715.01±12.1937    
Model L3     χ2=1933.02    gOGLE=0.84185±0.291622

s=2.42135±0.0985213    q=0.462699±0.0239833    u0=0.116488±0.0381606    θ=3.41869±0.0953391    ρ*=0.0109566±0.00407041    tE=38.08±2.15591    t0=7696.35±1.266    
Model L4     χ2=1957.77    gOGLE=0.292733±0.358856

s=2.9396±0.0764047    q=0.406882±0.0196158    u0=0.721964±0.00385394    θ=0.435489±0.0119241    ρ*=0.0118631±0.00494063    tE=50.8893±8.77135    t0=7759.36±12.9628    
Model L5     χ2=1970.39    gOGLE=-0.213845±0.741743

s=2.32017±0.120182    q=0.515172±0.705583    u0=1.26817±0.523969    θ=1.23829±0.0569469    ρ*=0.000154425±3.05206    tE=38.9408±6.93168    t0=7690.72±10.8138