RTModel
Real-Time Microlensing Modelling by Valerio Bozza

 
OB151339
Binary source (or binary lens in orbital motion)
 
Binary source model
Model BS     χ2=559.666    gOGLE=0.45227±0.0582429

tE=6.5146±1.32695    FR=0.872115±0.102964    u1=0.120389±0.131216    u2=0.293348±0.0882313    t1=7204.88±0.0543757    t2=7193.±0.072301    
Binary lens models
Model L1     χ2=694.774    gOGLE=0.468186±0.189837

s=2.06017±0.0943291    q=0.553149±0.126589    u0=0.228175±0.0239256    θ=2.85665±0.0331138    ρ*=0.0000101303±1.33623    tE=7.12329±0.276939    t0=7197.85±0.515294    
Model L2     χ2=891.511    gOGLE=0.9105±0.126612

s=2.2994±0.130625    q=0.350152±0.0383706    u0=0.236742±0.0147646    θ=2.90598±0.018291    ρ*=0.07121±0.0509083    tE=6.79644±0.483929    t0=7196.79±0.210566    
Model L3     χ2=1153.95    gOGLE=-0.456281±0.764905

s=2.39299±0.432831    q=0.847674±0.159455    u0=0.528746±0.182695    θ=6.22861±0.0521575    ρ*=0.082085±1.10772    tE=5.34831±1.28622    t0=7199.43±0.479444    
Binary lens models with parallax
Model X1     χ2=679.049    gOGLE=0.475554±0.163144

s=2.05575±0.0455116    q=0.551996±0.0000337768    u0=0.227541±0.0293847    θ=2.85551±0.0221402    ρ*=0.0000101301±0.909935    tE=7.15823±0.321742    t0=7197.84±0.25271    
π=1.18316±0.0000827534    π||=1.52816±16.0927    
Binary lens models with parallax and orbital motion
Model O1     χ2=558.507    gOGLE=-0.284275±0.808782

s=2.24586±0.789771    q=0.745234±1.0288    u0=-0.326808±0.258996    θ=0.0321999±0.404152    ρ*=0.0000101301±0.703155    tE=6.02347±4.71098    t0=7200.31±4.9801    
π=3.±352.978    π||=-0.22022±98.0673    ds/dt=-0.03529±0.109922    dθ/dt=0.0148764±0.0630486    w3=0.0356062±0.164105