RTModel
Real-Time Microlensing Modeling by Valerio Bozza

 
HB210534
Binary
 
Binary lens models
Model L1     χ2=57828.6    gMOA I=5.53006±1.68605

s=0.636011±0.0620493    q=0.134705±0.0212522    u0=0.993189±0.21159    α=4.16437±0.0183449    ρ*=0.021527±0.00695406    tE=17.622±1.04187    t0=9351.47±0.728342    
Model L2     χ2=61160.6    gMOA I=4.98206±1.86794

s=0.616926±0.069154    q=0.202948±0.0291052    u0=1.11199±0.249862    α=3.96705±0.0358101    ρ*=0.0238344±0.00610992    tE=16.3744±0.869389    t0=9352.59±0.483312    
Model L3     χ2=61641.3    gMOA I=54.702±21.279

s=1.25685±0.0737635    q=0.127494±0.0454682    u0=0.229901±0.0489631    α=3.69824±0.0999493    ρ*=0.00795051±0.00363744    tE=49.0641±18.2987    t0=9357.93±0.721515    
Binary lens models with parallax
Model X1     χ2=57828.6    gMOA I=5.53006±1.7191

s=0.636011±0.0624342    q=0.134705±0.0226093    u0=0.993189±0.213514    α=4.16437±0.0190814    ρ*=0.021527±0.00711809    tE=17.622±1.05254    t0=9351.47±0.787034    
πE,N= -7 -8.09114 10±1.99155    πE,E= -6 -2.83644 10±2.43047    
Model X2     χ2=57828.9    gMOA I=5.52915±1.46425

s=0.63601±0.046221    q=0.134705±0.0253591    u0=-0.993193±0.149755    α=2.11882±0.0529577    ρ*=0.0215218±0.00684737    tE=17.6215±2.7041    t0=9351.47±0.584781    
πE,N=-0.000413557±8.6242    πE,E=-0.00153054±1.21538    
Binary lens models with parallax and orbital motion
Model O1     χ2=57828.6    gMOA I=5.53006±1.77213

s=0.636011±0.0667225    q=0.134705±0.0361594    u0=0.993189±0.221671    α=4.16437±0.0554506    ρ*=0.021527±0.00747706    tE=17.622±1.05433    t0=9351.47±0.842777    
πE,N= -6 -5.67924 10±2.53201    πE,E=-0.0000197984±2.49921    (ds/dt)/s= -9 -1.93944 10±0.00426215    dα/dt= -10 1.66222 10±0.00154805    w3= -7 1.00001 10±793.532