RTModel
 Real-Time Microlensing Modelling by Valerio Bozza
RTModel index
 
OB140471
Binary
 
Binary lens models
Model L1     χ2=3340.28    gOGLE=0.676718±0.843769

s=2.61936±0.279248    q=0.427484±0.278277    u0=0.124121±0.449529    θ=2.171±0.113547    ρ*=0.082085±0.1699    tE=42.9345±11.3228    t0=6820.62±11.9743    
Model L2     χ2=3949.45    gOGLE=-0.504807±1.60854

s=1.62457±0.327239    q=0.14747±0.191077    u0=1.35925±0.520807    θ=2.23662±0.118436    ρ*=0.082085±4.92524    tE=24.4688±10.076    t0=6802.81±2.52112    
Model L3     χ2=3954.07    gOGLE=5.68808±2.025

s=0.6448±0.0275979    q=0.253738±0.0963185    u0=0.315279±0.0936822    θ=0.379492±0.0483738    ρ*=0.082085±0.0283125    tE=61.539±8.74664    t0=6807.7±0.981403    
Model L4     χ2=4157.69    gOGLE=59.802±2.7145

s=2.51981±0.0256066    q=0.42674±0.0157979    u0=-0.025754±0.0146442    θ=0.061498±0.0225136    ρ*=0.034215±0.00255503    tE=240.013±5.66546    t0=6665.19±1.71623    
Model L5     χ2=4179.44    gOGLE=66.7085±1.47037

s=2.63323±0.0313488    q=0.450115±0.00958254    u0=-0.0167255±0.0193147    θ=0.00618772±0.0280889    ρ*=0.0285316±0.00188071    tE=263.853±4.76589    t0=6631.67±2.09165    
Point-source Point-lens model
Model PP     χ2=77834.1    gOGLE=10.1617±0.198709

u0=0.190116±0.283267    tE=83.121±92.6182    t0=6817.12±2.12117