RTModel
Real-Time Microlensing Modelling by Valerio Bozza

 
HB190297
Binary
 
Binary lens models
Model L1     χ2=7096.5    gMOA I=848.966±338.235

s=0.610513±0.068591    q=0.0805516±0.0779681    u0=0.000583046±0.0168222    α=3.73099±0.203796    ρ*=0.00141369±0.000456013    tE=25.0552±5.99474    t0=8587.33±0.244157    
Model L2     χ2=7130.15    gMOA I=1645.39±196.526

s=2.33492±0.072137    q=0.0917731±0.00131733    u0=0.0902034±0.00331506    α=3.7096±0.0257335    ρ*=0.000759005±0.000197236    tE=45.6192±1.76464    t0=8593.57±0.073755    
Model L3     χ2=7144.98    gMOA I=973.675±133.472

s=2.25804±0.123673    q=0.158159±0.00371163    u0=0.143415±0.00988827    α=3.72403±0.0296852    ρ*=0.00117019±0.000295923    tE=29.7234±1.64649    t0=8593.61±0.0880086    
Model L4     χ2=7152.74    gMOA I=1324.63±289.314

s=0.367304±0.0357049    q=0.239109±0.108939    u0=0.00870041±0.000372913    α=3.65659±0.188226    ρ*=0.000837947±0.000353756    tE=37.5296±4.56101    t0=8587.65±0.288736    
Binary lens models with parallax and orbital motion
Model O1     χ2=7065.6    gMOA I=887.945±1030.87

s=0.613655±0.150068    q=0.0811279±0.0912402    u0=0.00330892±0.00896634    α=3.81084±0.199593    ρ*=0.00141003±0.00151505    tE=25.2042±26.2303    t0=8587.33±0.0365722    
πE,N=-3.±7.22667    πE,E=-3.±8.43549    (ds/dt)/s=0.000804371±0.0145912    dα/dt=0.0387232±0.0426348    w3=0.100976±0.0931763    
Model O2     χ2=7079.77    gMOA I=848.513±1228.51

s=0.611865±0.119595    q=0.0811191±0.120738    u0=-0.000499971±0.00183741    α=2.57135±0.202595    ρ*=0.00142377±0.00181047    tE=25.2086±34.0452    t0=8587.33±0.0503873    
πE,N=-2.80859±118.794    πE,E=0.829486±10.7326    (ds/dt)/s=-0.00235564±0.0259137    dα/dt=-0.00418502±0.32459    w3=0.0244099±0.0690574