RTModel
 Real-Time Microlensing Modelling by Valerio Bozza
RTModel index
 
KB180275
Uncertain: ambiguous case
 
Extended source Point-lens model
Model EP     χ2=3026.08    gMOA I=-0.737369±0.162823

u0=0.0688712±0.264355    tE=8.10662±13.606    t0=8331.04±0.202678    ρ*=0.0895518±0.185914    
Binary lens models
Model L1     χ2=2922.44    gMOA I=-0.667017±0.150017

s=0.469593±0.024363    q=0.940382±0.175265    u0=0.0417879±0.0114534    α=4.6948±0.0560948    ρ*=0.0208774±0.0071501    tE=8.76191±0.575621    t0=8330.98±0.066746    
Model L2     χ2=2927.87    gMOA I=-0.963632±0.176608

s=1.54509±0.0668881    q=0.156872±0.107332    u0=0.619702±0.23166    α=1.74426±0.249108    ρ*=0.0820788±0.0334524    tE=4.70704±0.705297    t0=8330.49±0.649823    
Model L3     χ2=2931.15    gMOA I=-0.879701±0.325773

s=0.754038±0.0607402    q=0.710071±0.261497    u0=0.0788319±0.0306582    α=1.56283±0.0615711    ρ*=0.0809235±0.0261224    tE=4.83069±1.17153    t0=8330.99±0.180006    
Model L4     χ2=2937.64    gMOA I=-0.955285±0.177148

s=0.940593±0.0792079    q=0.405466±0.22062    u0=0.537865±0.155478    α=0.0536794±0.245337    ρ*=0.0677892±0.0332134    tE=4.09767±1.30798    t0=8330.72±0.445068    
Model L5     χ2=2943.13    gMOA I=-0.764832±0.571458

s=2.02751±0.887061    q=0.147513±0.0921576    u0=0.0987374±0.0262774    α=6.08428±0.175287    ρ*=0.0545801±0.0301466    tE=10.4811±6.31728    t0=8328.85±1.62066    
Point-source Point-lens model
Model PP     χ2=3060.12    gMOA I=-0.675944±0.129429

u0=0.04189±0.0785892    tE=9.90185±15.5315    t0=8331.04±0.122338