RTModel
Real-Time Microlensing Modeling by Valerio Bozza

 
HB210247
Planetary (next update 25 July)
 
Binary lens models
Model L1     χ2=5865.3    gMOA I=-0.583738±0.0851899

s=1.06042±0.153595    q=0.000259±0.000326595    u0=0.01045±0.000866767    α=5.78527±0.064528    ρ*=0.004769±0.00211536    tE=115.775±0.276798    t0=9368.73±0.0732926    
Model L2     χ2=6302.45    gMOA I=-0.683288±0.0789176

s=1.00732±0.0362255    q=0.000239817±0.000134552    u0=0.0151907±0.0014928    α=5.78139±0.0695034    ρ*=0.0078627±0.00210531    tE=80.3067±0.0700213    t0=9368.74±0.11158    
Model L3     χ2=6323.55    gMOA I=-0.588645±0.0848541

s=1.01054±0.0317813    q=0.000206±0.000109381    u0=0.010958±0.000970583    α=5.77374±0.0619231    ρ*=0.005816±0.00149642    tE=110.158±0.234011    t0=9368.74±0.0879925    
Binary lens models with parallax
Model X1     χ2=5865.29    gMOA I=-0.583913±0.623837

s=1.06036±0.158431    q=0.000259±0.000365574    u0=0.010449±0.00591193    α=5.78525±0.0714859    ρ*=0.00477±0.00287095    tE=115.841±61.0789    t0=9368.73±0.0760395    
πE,N=0.003532±3.14677    πE,E=-0.000204±0.213688