RTModel
Real-Time Microlensing Modelling by Valerio Bozza

 
OB190679
Planetary
 
Extended source Point-lens model
Model EP     χ2=9326.39    gOGLE I=2.97537±0.206375

u0=0.375832±0.556702    tE=55.5098±56.1545    t0=8660.48±2.68177    ρ*=0.0100519± 9 1.7641 10    
Binary lens models
Model L1     χ2=7298.13    gOGLE I=-0.17139±2.93941

s=2.13717±1.32845    q=0.010524±0.0185636    u0=0.945728±1.32839    α=2.63743±0.214993    ρ*=0.00137647±996635.    tE=29.4472±27.0031    t0=8661.15±2.66196    
Model L2     χ2=7508.41    gOGLE I=-0.267283±0.601195

s=0.433523±0.0109046    q=0.0174768±0.0104268    u0=1.04058±0.305474    α=5.39754±0.129379    ρ*=0.0768107±0.0800446    tE=29.9901±2.51807    t0=8661.33±2.41197    
Model L3     χ2=7711.27    gOGLE I=7.47461±4.7597

s=1.28282±0.147092    q=0.0365771±0.024538    u0=0.2014±0.096859    α=3.05152±0.181831    ρ*=0.0472784±0.0327849    tE=88.3274±35.2933    t0=8665.73±2.79598    
Model L4     χ2=7899.54    gOGLE I=-0.78643±6.24435

s=0.274929±0.340453    q=0.391052±0.227047    u0=1.62927±3.05584    α=4.62948±0.107106    ρ*=0.000834814±27205.7    tE=16.717±19.9954    t0=8659.21±2.61656    
Model L5     χ2=8111.09    gOGLE I=1.46199±0.616387

s=0.534446±0.0334673    q=0.185806±0.0628636    u0=0.494418±0.135084    α=0.608888±0.183132    ρ*=0.080714±0.0399843    tE=35.8904±3.02463    t0=8658.11±0.698024    
Point-source Point-lens model
Model PP     χ2=9323.62    gOGLE I=3.40394±0.223671

u0=0.348111±0.506039    tE=58.4664±58.7023    t0=8660.5±2.6741