RTModel
Real-Time Microlensing Modelling by Valerio Bozza

 
KB180304
Binary
 
Binary lens models
Model L1     χ2=22928.    gMOA I=-0.457963±0.429608

s=3.33926±0.0602908    q=0.848079±0.153205    u0=1.36389±0.14113    α=2.2304±0.017175    ρ*=0.0000101329±3.41837    tE=48.2954±2.81328    t0=8294.83±4.39878    
Model L2     χ2=22990.2    gMOA I=-0.421345±0.370848

s=3.58158±0.0375309    q=0.752452±0.0364978    u0=1.52324±0.0510727    α=2.24977±0.014636    ρ*=0.00185097±0.0471997    tE=54.0124±1.7446    t0=8279.52±2.71214    
Model L3     χ2=22999.5    gMOA I=-0.436974±0.424952

s=3.62698±0.0396721    q=0.62143±0.108597    u0=1.64732±0.137037    α=2.26329±0.0195038    ρ*=0.00323968±0.0325318    tE=53.9145±2.82659    t0=8272.24±5.66571    
Model L4     χ2=23024.2    gMOA I=-0.468648±0.374831

s=3.04385±0.0902346    q=0.837849±0.0764251    u0=1.0837±0.0775113    α=5.32458±0.0381977    ρ*=0.000252581±0.724403    tE=44.5388±2.87709    t0=8312.01±3.96422    
Model L5     χ2=23030.2    gMOA I=-0.499834±0.534864

s=0.482825±0.101023    q=0.413521±0.317732    u0=0.0984525±0.0414171    α=5.21669±0.224362    ρ*=0.00516629±0.0403761    tE=29.5799±13.6221    t0=8344.28±0.780761    
Binary lens models with parallax
Model X1     χ2=22739.3    gMOA I=0.0221269±1.10977

s=0.348617±0.191914    q=0.454038±0.717892    u0=-0.0504076±0.0388481    α=0.91934±0.289642    ρ*=0.00396888±0.0178357    tE=57.3869±42.3033    t0=8343.59±1.3106    
πE,N=-1.97745±13.7084    πE,E=-2.27576±3.82992    
Model X2     χ2=22801.    gMOA I=-0.238552±1.08937

s=0.396409±0.226468    q=0.441585±0.554861    u0=0.0670833±0.0859275    α=5.31305±0.339497    ρ*=0.00436285±0.0196125    tE=44.3019±51.3859    t0=8343.82±1.42766    
πE,N=0.00340447±26.4099    πE,E=-2.03399±4.84312    
Model X3     χ2=22838.4    gMOA I=-0.369331±0.45744

s=3.80263±0.0458304    q=0.629925±0.0740719    u0=1.58547±0.0995881    α=2.35672±0.020755    ρ*=0.00322325±0.0317251    tE=44.1153±1.65941    t0=8270.85±2.57699    
πE,N=-0.366779±0.234125    πE,E=-0.780762±0.28255