RTModel
Real-Time Microlensing Modelling by Valerio Bozza

 
OB151609
Planetary
 
Binary lens models
Model L1     χ2=3153.12    gOGLE=0.602829±0.268059

s=1.35878±0.0617223    q=0.000954318±0.000305118    u0=0.340039±0.0607248    θ=2.23737±0.0410189    ρ*=0.0375499±0.0119772    tE=27.4907±3.2551    t0=7261.95±0.241018    
Model L2     χ2=3669.67    gOGLE=0.717491±0.0356767

s=0.816011±0.00992787    q=0.00108946±0.0000483766    u0=0.324674±0.00874394    θ=5.10797±0.0134995    ρ*=0.0818716±0.00564818    tE=28.2742±1.10541    t0=7262.01±0.13538    
Model L3     χ2=3816.83    gOGLE=0.300191±0.0931196

s=0.784624±0.0087985    q=0.0010228±0.000133441    u0=0.40145±0.0283924    θ=5.10566±0.0276088    ρ*=0.0820844±0.00470027    tE=24.711±0.98425    t0=7261.97±0.174633    
Model L4     χ2=4170.14    gOGLE=0.00656093±0.0411969

s=0.742121±0.0127783    q=0.000734746±0.000434299    u0=0.479401±0.0159953    θ=5.12485±0.0341596    ρ*=0.0805509±0.00370077    tE=22.0054±0.60951    t0=7261.98±0.116015    
Model L5     χ2=4242.45    gOGLE=-0.256947±0.0533387

s=1.34433±0.0242461    q=0.000432844±0.000357789    u0=0.582154±0.0201171    θ=2.1705±0.0177563    ρ*=0.0561973±0.016804    tE=19.2569±0.450202    t0=7261.92±0.0167917    
Point-source Point-lens model
Model PP     χ2=5783.71    gOGLE=0.378241±0.0224706

u0=0.380483±0.143415    tE=25.656±6.42273    t0=7262.08±0.331432    
Point-source Point-lens model with parallax
Model PX     χ2=5664.72    gOGLE=16.2016±1.10076

u0=0.0434975±0.0671776    tE=143.863±212.609    t0=7262.11±0.671989    π=2.10946±2.4122    π||=-0.0170687±0.349052