RTModel
 Real-Time Microlensing Modelling by Valerio Bozza
RTModel index
 
KB180039
Binary or planetary
 
Extended source Point-lens model
Model EP     χ2=7935.27    gMOA=-0.909223±0.0430461

u0=0.0000100562±339.361    tE=10.6917±6.64649    t0=8192.11±0.227976    ρ*=0.0999521±0.0770297    
Binary lens models
Model L1     χ2=6085.12    gMOA=-0.723872±0.274557

s=1.05993±0.00637191    q=0.000571±0.000309341    u0=0.008935±0.00398458    α=3.13828±0.05652    ρ*=0.001995±0.00255043    tE=22.9352±3.80894    t0=8191.75±0.23352    
Model L2     χ2=6113.29    gMOA=-0.850584±0.754557

s=1.00044±0.126702    q=0.0347472±0.0154194    u0=0.0515841±0.0462711    α=3.29485±0.220538    ρ*=0.0226124±0.0176107    tE=18.4792±8.42144    t0=8191.57±0.238692    
Model L3     χ2=6140.22    gMOA=-0.711865±0.732622

s=1.86772±0.340179    q=0.11862±0.0548947    u0=0.0322196±0.0366489    α=3.37601±0.186347    ρ*=0.0172776±0.0102664    tE=27.7855±13.2933    t0=8195.89±0.760955    
Model L4     χ2=6168.19    gMOA=-0.842444±0.549225

s=1.24116±0.11053    q=0.0655506±0.0361038    u0=0.0426144±0.0258984    α=3.58583±0.305149    ρ*=0.0203877±0.00770879    tE=17.796±5.1871    t0=8192.29±0.419017    
Model L5     χ2=6202.29    gMOA=-0.64635±0.751582

s=0.900601±0.0676838    q=0.0088492±0.00713573    u0=0.0131814±0.016604    α=5.50462±0.324831    ρ*=0.0212621±0.0129162    tE=27.6834±14.6188    t0=8191.66±0.204429    
Point-source Point-lens model
Model PP     χ2=9244.91    gMOA=-0.951462±0.0300438

u0= -6 2.50532 10±1434.67    tE=7.05625±3.00433    t0=8192.01±0.168659