RTModel
Real-Time Microlensing Modelling by Valerio Bozza

 
KB150085
Binary or planetary
 
Binary lens models with parallax
Model X1     χ2=8310.13    gOGLE=2.79499±5.69713

s=1.5508±1.23031    q=0.062861±0.0940023    u0=0.21278±0.28376    θ=5.27236±0.847167    ρ*=0.0443614±0.113282    tE=47.1094±52.3407    t0=7140.94±10.9301    
π=0.001±16.0363    π||=0.001±0.712877    
Model X2     χ2=8310.29    gOGLE=2.79501±4.91501

s=1.5508±0.649694    q=0.062861±0.0844051    u0=-0.21278±0.27109    θ=1.01082±0.35108    ρ*=0.0443614±0.0888735    tE=47.1094±50.4027    t0=7140.94±5.00159    
π=0.001±8.38868    π||=0.001±0.709312    
Binary lens models
Model L1     χ2=8310.1    gOGLE=2.79476±4.38708

s=1.5508±0.391919    q=0.062861±0.0753537    u0=0.21278±0.25182    θ=5.27236±0.105584    ρ*=0.0443614±0.0824614    tE=47.1094±50.3605    t0=7140.94±1.48931    
Model L2     χ2=8599.26    gOGLE=1.78282±1.31506

s=0.571411±0.0758601    q=0.0552205±0.0285308    u0=0.221246±0.121602    θ=5.21834±0.0777412    ρ*=0.0626589±0.135482    tE=33.893±15.8099    t0=7142.07±0.444925    
Model L3     χ2=8874.69    gOGLE=7.2902±2.28679

s=4.0552±0.322626    q=0.3101±0.0582693    u0=0.133983±0.0845062    θ=3.36485±0.0963053    ρ*=0.016242±0.0761399    tE=93.6666±16.7016    t0=7224.01±4.13917    
Point-source Point-lens model with parallax
Model PX     χ2=11889.4    gOGLE=135.16±290.879

u0=0.00536905±0.398286    tE=875.283±64850.6    t0=7139.93±0.605574    π=0.295422±21.8618    π||=0.11461±8.47142