RTModel
 Real-Time Microlensing Modelling by Valerio Bozza
RTModel index
 
OB171438
Binary or planetary
 
Binary lens models
Model L1     χ2=1914.36    gOGLE=15.2281±4.91171

s=2.37188±0.00969405    q=0.0708811±0.00844708    u0=0.131355±0.000599023    θ=4.28428±0.115233    ρ*=0.000993219±0.00664015    tE=42.8918±10.2897    t0=7962.37±0.748894    
Model L2     χ2=1930.05    gOGLE=-0.795795±2.13562

s=1.57726±0.447874    q=0.0687071±0.209479    u0=1.06522±0.541966    θ=1.53479±0.253692    ρ*=0.034753±0.0570196    tE=4.55938±6.02921    t0=7960.07±1.09682    
Model L3     χ2=1964.2    gOGLE=-0.429528±0.885367

s=1.43463±0.295338    q=0.71652±1.25156    u0=0.469555±0.211576    θ=5.89123±0.223371    ρ*=0.0051611±0.100141    tE=4.01493±2.4477    t0=7958.79±1.1703    
Model L4     χ2=1967.5    gOGLE=0.344453±0.801107

s=3.17531±0.306417    q=0.15714±0.33466    u0=0.014245±0.319501    θ=0.0332558±0.0883887    ρ*=0.00122911±0.510093    tE=16.6838±2.54469    t0=8001.12±12.8436    
Model L5     χ2=2137.85    gOGLE=-0.254392±0.46258

s=1.46536±0.21973    q=0.346514±0.274296    u0=0.214322±0.115867    θ=0.0465815±0.0551098    ρ*=0.0228665±0.0132607    tE=3.24568±1.02718    t0=7958.93±0.493271    
Point-source Point-lens model
Model PP     χ2=2486.38    gOGLE=851.882±28815.8

u0= -6 2.26033 10±0.00276981    tE=992.275±529434.    t0=7959.88±0.0959819