RTModel
 Real-Time Microlensing Modelling by Valerio Bozza
RTModel index
 
OB180491
Uncertain: weak anomaly or systematics
 
Point-source Point-lens model with parallax
Model PX     χ2=1025.19    gOGLE I=54.471±17.5714

u0=-0.0867445±0.256786    tE=144.066±395.462    t0=8234.67±2.18874    πE,N=-1.21221±2.24362    πE,E=-0.0526137±0.241122    
Binary lens models
Model L1     χ2=1000.78    gOGLE I=1.09132±6.11833

s=0.366872±0.331204    q=0.231134±0.223967    u0=0.877556±1.897    α=4.85895±0.169073    ρ*=0.0789362±0.00439597    tE=23.5658±29.9374    t0=8236.61±1.73603    
Model L2     χ2=1074.52    gOGLE I=25.5601±4.35596

s=2.56885±0.0954856    q=0.0364531±0.00654125    u0=0.538883±0.0693227    α=2.89315±0.0337434    ρ*=0.053766±0.00746663    tE=366.743±17.7963    t0=7487.11±0.623605    
Model L3     χ2=1124.85    gOGLE I=21.9092±3.84293

s=2.30848±0.0304782    q=0.0104715±0.00164848    u0=0.305878±0.0376526    α=2.98325±0.0230846    ρ*=0.0292602±0.00522743    tE=552.859±11.9344    t0=7221.42±0.70343    
Model L4     χ2=1152.14    gOGLE I=36.4074±7.4018

s=2.44509±0.100671    q=0.0519192±0.0154376    u0=0.0844487±0.0872457    α=0.0411832±0.0399556    ρ*=0.035862±0.00498405    tE=266.772±12.224    t0=8750.91±0.755364    
Model L5     χ2=1159.08    gOGLE I=41.2381±9.46814

s=2.57463±0.115364    q=0.0627733±0.017021    u0=0.0963781±0.094758    α=0.0447415±0.0441475    ρ*=0.0352479±0.00556597    tE=276.739±12.7105    t0=8803.73±0.928289    
Point-source Point-lens model
Model PP     χ2=1210.89    gOGLE I=2.64873±0.489819

u0=0.688957±0.762638    tE=32.8561±23.1559    t0=8235.64±1.06247