RTModel
Real-Time Microlensing Modelling by Valerio Bozza

 
KB140192
Binary (next update 31 October)
 
Binary lens models
Model L2     χ2=4718.69    gOGLE=0.966105±1.44618

s=0.620183±0.0687879    q=0.173162±0.182589    u0=-0.519421±0.338087    θ=1.43869±0.365575    ρ*=0.0366255±0.0130901    tE=117.241±47.0022    t0=6914.84±14.7415    
Model L1     χ2=4422.19    gOGLE=-0.988605±21.429

s=4.0552±15.2215    q=0.0140664±0.00769004    u0=4.11313±17.3051    θ=1.11104±0.125223    ρ*=0.00317303±0.932638    tE=29.3296±111.443    t0=6903.92±12.3872    
Model L3     χ2=5155.16    gOGLE=6.47004±2.94785

s=2.78583±0.236235    q=0.45316±0.243899    u0=-0.313622±0.194832    θ=0.680546±0.0624009    ρ*=0.0000101301±0.407357    tE=243.528±71.5572    t0=6751.94±59.6995    
Model L4     χ2=5709.98    gOGLE=2.81059±1.3088

s=3.16875±0.172775    q=0.157461±0.111387    u0=1.0868±0.0812975    θ=0.510278±0.0436225    ρ*=0.0000190249±0.0555509    tE=298.845±53.3203    t0=7511.04±139.792    
Model L5     χ2=5873.47    gOGLE=5.4334±1.80843

s=2.69579±0.115947    q=0.719961±0.188342    u0=1.07764±0.0945243    θ=2.38952±0.0639954    ρ*=0.00407653±0.37978    tE=321.23±37.006    t0=6562.02±0.670709    
Binary source model
Model BS     χ2=5037.27    gOGLE=-0.583656±1.61049

tE=82.8525±668.578    FR=54.9143±1301.12    u1=0.106552±0.852127    u2=1.33226±17.249    t1=6849.52±1.39086    t2=6927.38±36.3569