RTModel
 Real-Time Microlensing Modelling by Valerio Bozza
RTModel index
 
KB160181
Binary (short timescale)
 
Binary lens models
Model L1     χ2=1838.95    gOGLE=-0.0267822±0.278301

s=1.46818±0.137977    q=0.546385±0.0920123    u0=0.447737±0.0939766    θ=2.46451±0.0736057    ρ*=0.0148052±0.00759228    tE=1.30619±0.306973    t0=7495.35±0.198377    
Model L2     χ2=1854.26    gOGLE=0.0695866±0.417393

s=1.41446±0.165579    q=0.921664±0.214615    u0=0.358757±0.0834704    θ=2.45414±0.0980132    ρ*=0.0180866±0.0116271    tE=1.36016±0.503983    t0=7495.49±0.194878    
Model L3     χ2=1864.11    gOGLE=0.197964±0.707911

s=0.966903±0.0648026    q=0.0181555±0.0171381    u0=0.0124004±0.0147795    θ=4.87777±0.521525    ρ*=0.0121039±0.0111304    tE=1.83732±1.15645    t0=7496.08±0.0194145    
Model L4     χ2=1870.89    gOGLE=1.38872±1.62913

s=0.778592±0.0844818    q=0.0100924±0.00961172    u0=0.0127635±0.0131051    θ=4.0559±0.135293    ρ*=0.00662773±0.00931296    tE=2.619±2.27568    t0=7496.05±0.0118297    
Model L5     χ2=1902.86    gOGLE=2.96247±0.650386

s=2.26221±0.00948166    q=0.992733±0.0541742    u0=0.530654±0.00992637    θ=2.58291±0.0297738    ρ*=0.00322851±0.00183923    tE=4.39448±0.334092    t0=7492.34±0.0786789