RTModel
 Real-Time Microlensing Modelling by Valerio Bozza
RTModel index
 
OB190362
Planetary
 
Extended source Point-lens model
Model EP     χ2=5878.49    gOGLE I=1.87631±0.236138

u0=0.0610507±0.158129    tE=43.7436±103.915    t0=8563.77±0.388585    ρ*=0.0716743±0.177821    
Binary lens models
Model L1     χ2=950.475    gOGLE I=0.0585847±0.555846

s=0.901073±0.256873    q=0.00823531±0.0212185    u0=0.106084±0.0573659    α=1.91878±0.0803616    ρ*=0.00340859±0.00732652    tE=20.3651±8.63376    t0=8563.85±0.194819    
Model L2     χ2=1176.76    gOGLE I=0.796946±0.441283

s=2.44534±0.127114    q=0.113238±0.0153532    u0=0.140987±0.0225001    α=4.30608±0.0499847    ρ*=0.00091164±0.0113647    tE=31.55±9.49606    t0=8566.55±0.396036    
Model L3     χ2=1189.7    gOGLE I=0.71886±0.0899769

s=2.9172±0.193221    q=0.207564±0.0105234    u0=0.35794±0.0277531    α=4.30205±0.0255512    ρ*=0.00119197±0.0149762    tE=31.1355±0.641229    t0=8569.49±0.155865    
Model L4     χ2=1469.37    gOGLE I=0.856057±0.0975677

s=3.58089±0.193878    q=0.319926±0.02685    u0=0.672143±0.0341357    α=4.25986±0.0261454    ρ*=0.00309072±0.00725332    tE=34.517±2.33406    t0=8575.9±0.495352    
Model L5     χ2=1494.73    gOGLE I=0.686182±0.0844637

s=3.87519±0.183335    q=0.49537±0.0334856    u0=1.02424±0.0231076    α=4.24924±0.0128649    ρ*=0.00324479±0.00583845    tE=33.1298±0.992193    t0=8581.57±0.389448    
Point-source Point-lens model
Model PP     χ2=5968.81    gOGLE I=0.616519±0.0871895

u0=0.0789992±0.136883    tE=26.5231±40.156    t0=8563.89±0.415932