RTModel
Real-Time Microlensing Modeling by Valerio Bozza

 
HB211547
Planetary
 
Binary lens models
Model L1     χ2=5750.73    gMOA I=-0.239535±0.0835448

s=1.37785±0.0703641    q=0.00203268±0.000326961    u0=0.00555512±0.00033819    α=5.83348±0.0694688    ρ*=0.00127982±0.000286178    tE=22.2368±1.99437    t0=9407.26±0.0135801    
Model L2     χ2=5761.7    gMOA I=-0.303609±0.0879653

s=0.719654±0.0341055    q=0.00223724±0.000429604    u0=0.00541627±0.000387501    α=5.82673±0.0629726    ρ*=0.00139278±0.000305922    tE=20.3187±1.79865    t0=9407.28±0.00590328    
Model L3     χ2=5829.24    gMOA I=-0.338465±0.0861997

s=1.38044±0.0725697    q=0.00235603±0.000393995    u0=0.00636421±0.000398926    α=5.83545±0.0718555    ρ*=0.00147057±0.000342951    tE=19.4528±1.73535    t0=9407.25±0.0141824    
Model L4     χ2=6262.58    gMOA I=0.0649867±0.0865675

s=1.3855±0.0745819    q=0.0014164±0.000217554    u0=0.00390835±0.00023488    α=5.83034±0.0704525    ρ*=0.00091757±0.00021672    tE=30.6303±2.9967    t0=9407.26±0.0134954    
Model L5     χ2=6611.63    gMOA I=0.164593±0.0915837

s=0.717306±0.0378942    q=0.00127559±0.000259868    u0=0.00316631±0.000223594    α=5.82343±0.0677756    ρ*=0.000840602±0.000187413    tE=33.1944±3.33106    t0=9407.28±0.00599097