RTModel
Real-Time Microlensing Modeling by Valerio Bozza

 
KB220227
Binary
 
Extended source Point-lens model
Model EP     χ2=87237.4    gMOA I=195.189±509.03

u0= -6 4.58412 10±0.00257426    tE=279.375±68049.9    t0=9706.1±0.00923067    ρ*=0.000157491±0.0383622    
Binary lens models
Model L1     χ2=18430.1    gMOA I=0.585319±0.165306

s=0.301766±0.0631888    q=0.345897±0.313466    u0=0.0253492±0.000948332    α=6.16334±0.14593    ρ*=0.00325872±0.00083812    tE=11.4242±2.62296    t0=9706.12±0.037016    
Model L2     χ2=18484.7    gMOA I=0.834927±0.210512

s=0.279527±0.0853358    q=0.331755±0.422566    u0=0.0208738±0.000691986    α=6.16628±0.139458    ρ*=0.00282664±0.000703612    tE=13.0186±3.16427    t0=9706.12±0.0331356    
Model L3     χ2=18685.3    gMOA I=1.05994±0.229696

s=0.263191±0.0771956    q=0.330056±0.406748    u0=0.01841±0.000545784    α=6.16978±0.140238    ρ*=0.00246193±0.00068676    tE=14.8952±3.626    t0=9706.12±0.033715    
Model L4     χ2=19851.4    gMOA I=-0.364157±0.138805

s=0.475984±0.0431891    q=0.272339±0.186076    u0=0.0790131±0.00610372    α=1.5246±0.0939302    ρ*=0.00621598±0.00154333    tE=6.17417±1.38016    t0=9706.12±0.0450917    
Model L5     χ2=20290.4    gMOA I=-0.607907±0.37984

s=1.59002±0.181563    q=0.190929±0.0194306    u0=0.214899±0.0291779    α=5.72494±0.318122    ρ*=0.00873651±0.00287029    tE=6.86076±2.54375    t0=9705.45±0.196521    
Point-source Point-lens model
Model PP     χ2=106624.    gMOA I=238.305±1621.42

u0=0.0000529873±0.0372271    tE=455.896±320294.    t0=9706.1±0.0086663