RTModel
Real-Time Microlensing Modelling by Valerio Bozza

 
OB191019
Binary or planetary
 
Binary lens models
Model L1     χ2=5442.45    gOGLE I=0.938372±0.664468

s=1.12338±1.08294    q=0.000997275±0.00904623    u0=0.0137036±0.0144521    α=1.67398±2.12699    ρ*=0.00103468±0.00887189    tE=19.8421±8.75231    t0=8666.4±0.0823076    
Model L2     χ2=5776.16    gOGLE I=1.12983±0.360919

s=4.0552±0.440238    q=0.0689849±0.00795835    u0=0.00337021±0.016455    α=3.11867±0.0666587    ρ*=0.00681471±0.00648374    tE=21.5104±3.92758    t0=8671.65±0.675821    
Model L3     χ2=6699.21    gOGLE I=0.617446±0.711096

s=4.0552±0.811205    q=0.144301±0.0143334    u0=0.494176±0.0709907    α=4.68114±0.0369554    ρ*=0.00628354±0.00982171    tE=17.1279±9.87501    t0=8666.66±0.463559    
Model L4     χ2=6933.16    gOGLE I=-0.671651±0.172843

s=1.43728±0.0861648    q=0.0597332±0.0184211    u0=0.0883037±0.00323954    α=6.061±0.127645    ρ*=0.00430566±0.0224572    tE=5.5318±0.81401    t0=8666.13±0.118107