RTModel
Real-Time Microlensing Modelling by Valerio Bozza

 
OB141275
Binary or planetary
 
Binary lens models
Model L1     χ2=2862.45    gOGLE=0.147212±0.467488

s=0.377793±0.112994    q=0.228633±0.353004    u0=0.0813512±0.0378654    θ=2.67196±0.119917    ρ*=0.0212959±0.116412    tE=21.3958±6.78839    t0=6849.68±0.161586    
Model L2     χ2=2866.21    gOGLE=0.170658±0.401583

s=3.42738±1.35369    q=0.290902±0.339621    u0=-0.221732±0.41764    θ=2.72093±0.0633566    ρ*=0.0196633±0.0857717    tE=23.5678±7.91516    t0=6864.66±23.2685    
Model L3     χ2=2867.71    gOGLE=0.0962003±0.504278

s=0.714219±0.430462    q=0.0210594±0.0405806    u0=-0.0822908±0.0401064    θ=1.27266±0.23517    ρ*=0.041828±0.0863117    tE=20.4447±7.30895    t0=6849.56±0.232909    
Model L4     χ2=2888.57    gOGLE=-0.12366±0.466494

s=0.372217±0.111863    q=0.877687±0.999329    u0=-0.108412±0.0447163    θ=2.05979±0.219039    ρ*=0.0408208±0.0946671    tE=17.7736±6.04878    t0=6849.36±0.285848    
Model L5     χ2=2958.76    gOGLE=-0.123042±0.172696

s=4.0552±0.105778    q=0.293915±0.0166043    u0=2.7386±0.0797963    θ=1.14765±0.0396624    ρ*=0.0368291±0.0149538    tE=38.9861±4.05389    t0=6896.71±3.45373    
Point-source Point-lens model
Model PP     χ2=5018.75    gOGLE=-0.255421±0.0263984

u0=0.112236±0.0668659    tE=16.3645±6.35907    t0=6849.51±0.182639    
Binary source model
Model BS     χ2=2974.1    gOGLE=1.0785±0.0474054

tE=30.3851±13.7753    FR=1.76049±1.78513    u1=0.0381575±0.0274352    u2=0.0291364±0.0200739    t1=6851.83±0.48588    t2=6848.69±0.36215