RTModel
 Real-Time Microlensing Modelling by Valerio Bozza
RTModel index
 
OB180426
Binary or planetary
 
Extended source Point-lens model
Model EP     χ2=590.691    gOGLE=0.593591±0.0923504

u0=0.249362±0.129084    tE=13.2846±5.08172    t0=8203.49±0.152727    ρ*=0.266385±0.130644    
Binary lens models
Model L1     χ2=379.247    gOGLE=-0.239854±1.11872

s=1.43238±0.213741    q=0.136212±0.199257    u0=0.370987±0.280149    α=3.32511±0.126172    ρ*=0.082085±0.276965    tE=9.88475±4.64683    t0=8204.9±1.1699    
Model L2     χ2=389.813    gOGLE=6.2638±1.42311

s=1.0868±0.0450538    q=0.0331483±0.0188678    u0=0.05836±0.0123888    α=2.75799±0.128222    ρ*=0.0168962±0.00815407    tE=32.1007±6.36689    t0=8205.46±0.654578    
Model L3     χ2=390.432    gOGLE=0.526847±0.664285

s=1.85258±0.566809    q=0.0247092±0.0228036    u0=0.180227±0.0809222    α=2.90023±0.0635433    ρ*=0.0820849±0.350122    tE=11.9261±4.29078    t0=8203.88±0.444897    
Model L4     χ2=400.496    gOGLE=1.8982±1.64845

s=0.665582±0.191323    q=0.0254876±0.0290544    u0=0.118572±0.107933    α=3.16678±0.741917    ρ*=0.0630615±0.145806    tE=20.1196±8.10803    t0=8203.82±0.817119    
Model L5     χ2=403.241    gOGLE=-0.77683±2.55363

s=2.89588±0.643261    q=0.849228±1.05905    u0=0.415112±1.40332    α=4.87903±0.10613    ρ*=0.0700857±0.70538    tE=10.6723±8.85445    t0=8202.42±3.54945    
Point-source Point-lens model
Model PP     χ2=600.496    gOGLE=1.38214±0.116824

u0=0.129295±0.062785    tE=16.8923±6.30389    t0=8203.47±0.141547