RTModel
Real-Time Microlensing Modelling by Valerio Bozza

 
OB180937
Binary or planetary
 
Binary lens models
Model L1     χ2=4557.87    gOGLE I=88.9259±25.8045

s=0.60065±0.0202547    q=0.03207±0.0273101    u0=0.025538±0.0465225    α=3.62143±0.0933934    ρ*=0.006295±0.00203144    tE=12.5623±1.80838    t0=8265.51±0.0781049    
Model L2     χ2=4592.2    gOGLE I=247.68±567.529

s=1.48956±0.439006    q=0.00931±0.0164735    u0=0.00227202±0.00572077    α=5.77497±0.315926    ρ*=0.003343±0.00845103    tE=30.0597±66.132    t0=8265.28±0.348402    
Model L3     χ2=4609.91    gOGLE I=1.73268±0.850578

s=2.17078±0.173702    q=0.123214±0.209991    u0=1.33004±0.52504    α=1.63227±0.0172129    ρ*=0.027441±0.0417199    tE=4.62946±0.468388    t0=8265.12±0.235077    
Model L4     χ2=4631.1    gOGLE I=2.22788±1.64291

s=1.88245±0.363706    q=0.0711797±0.0754501    u0=1.38234±0.43178    α=1.54966±0.00389019    ρ*=0.023752±0.0589376    tE=4.85633±3.92121    t0=8265.66±0.212493    
Model L5     χ2=4724.45    gOGLE I=2.78705±2.56994

s=1.83235±0.403925    q=0.0922893±0.113513    u0=1.31396±0.447587    α=1.45674±0.0190168    ρ*=0.0250459±0.0520439    tE=5.24131±4.19359    t0=8266.29±0.766712    
Extended source Point-lens model
Model EP     χ2=5747.1    gOGLE I=892.874±299.213

u0= -6 2.26033 10±0.972279    tE=76.0536±604.929    t0=8265.48±0.0901741    ρ*=0.00204103±0.0168995