RTModel
Real-Time Microlensing Modelling by Valerio Bozza

 
OB131226
Under investigation
 
Binary lens models
Model L1     χ2=3254.78    gOGLE=3.19622±0.371747

s=1.13034±0.00394566    q=0.55207±0.326863    u0=0.167784±0.131817    θ=1.72318±0.232596    ρ*=0.00156214±0.022192    tE=85.0007±4.90841    t0=6547.71±3.42363    
Model L2     χ2=3278.53    gOGLE=3.22142±0.586024

s=1.17634±0.00987359    q=0.565481±0.218071    u0=0.224602±0.0702019    θ=1.68904±0.124851    ρ*=0.00244518±0.0939762    tE=92.0934±5.04704    t0=6547.68±3.13083    
Model L3     χ2=3449.92    gOGLE=2.90824±0.482433

s=1.2292±0.0155036    q=0.649232±0.391219    u0=0.220168±0.133631    θ=1.76703±0.184486    ρ*=0.00329887±0.0350091    tE=101.874±3.14266    t0=6544.81±3.40237    
Model L4     χ2=3579.38    gOGLE=20.3238±12.5005

s=1.75383±0.0411445    q=0.298774±0.0955079    u0=-0.27494±0.0353585    θ=1.47185±0.0976893    ρ*=0.00078491±0.0194429    tE=333.213±44.2135    t0=6540.93±10.181    
Model L5     χ2=3587.67    gOGLE=28.251±18.4104

s=1.82527±0.0426134    q=0.211281±0.0705959    u0=-0.223042±0.0353573    θ=1.46442±0.104834    ρ*=0.000607569±0.0309703    tE=458.078±76.9852    t0=6538.9±11.9629    
Binary lens models with parallax
Model X1     χ2=3254.02    gOGLE=3.19796±0.404181

s=1.13033±0.0269821    q=0.552393±0.362719    u0=0.167795±0.178122    θ=1.72318±0.37172    ρ*=0.00143127±0.0285876    tE=85.0041±8.18086    t0=6547.71±11.9163    
π=0.000985268±0.252507    π||=0.000877002±0.442507    
Model X2     χ2=3573.87    gOGLE=20.1853±8.41874

s=1.7539±0.0537602    q=0.299142±0.0383132    u0=-0.274823±0.045776    θ=1.4721±0.111449    ρ*=0.000820494±0.016286    tE=332.904±48.4248    t0=6540.85±16.4057    
π=0.000949997±0.0406129    π||=0.00105352±0.148623