RTModel
Real-Time Microlensing Modelling by Valerio Bozza

 
OB180689
Binary
 
Extended source Point-lens model
Model EP     χ2=1972.78    

u0=0.00888184±0.0258391    tE=46.5396±136.314    t0=8234.85±0.182771    ρ*=0.00932874±0.0277159    
Binary lens models
Model L1     χ2=1258.25    

s=0.503126±0.0943026    q=0.0702187±0.0444298    u0=0.0230325±0.00557571    α=3.06093±0.145715    ρ*=0.014583±0.00698343    tE=24.2411±11.0313    t0=8234.8±0.171265    
Model L2     χ2=1300.28    

s=0.576596±0.0270343    q=0.804486±0.0654243    u0=0.0635005±0.00709625    α=4.71017±0.0287591    ρ*=0.0491184±0.00807303    tE=6.41505±0.460679    t0=8234.85±0.0714636    
Model L3     χ2=1327.3    

s=0.81174±0.117463    q=0.00815956±0.0199709    u0=0.0148728±0.036389    α=5.4903±0.380251    ρ*=0.00707652±0.0187028    tE=32.219±75.0339    t0=8235.±0.382534    
Model L4     χ2=1387.18    

s=0.511881±0.0643206    q=0.577726±0.217696    u0=0.136362±0.0321407    α=4.62254±0.110058    ρ*=0.0000102507±20.7883    tE=6.06215±1.66601    t0=8234.94±0.144337    
Model L5     χ2=1389.16    

s=2.86352±2.09268    q=0.467651±1.25057    u0=1.79212±2.75    α=1.41481±0.0624582    ρ*=0.0000101631±21.0778    tE=12.9374±18.2554    t0=8238.49±11.6073    
Point-source Point-lens model
Model PP     χ2=2010.55    

u0=0.00387133±0.0576614    tE=72.9617±1077.18    t0=8234.84±0.164819