RTModel
Real-Time Microlensing Modelling
by Valerio Bozza
OB141064
Binary
Binary lens models
 |
Model L1 χ2=978.67 gOGLE=-0.493685±0.312968 s=1.4747±0.191087 q=0.802488±0.846851 u0=0.298612±0.357583 θ=0.945437±0.393573 ρ*=0.0032438±0.0403868 tE=55.3771±17.0701 t0=6814.32±15.6599 |
 |
Model L2 χ2=1189.85 gOGLE=0.446976±0.921528 s=0.757834±0.257325 q=0.24172±0.607992 u0=-0.00981214±0.131965 θ=2.30989±0.414987 ρ*=0.00178064±0.0140125 tE=122.175±212.391 t0=6797.95±1.62234 |
 |
Model L3 χ2=1500.42 gOGLE=-0.0627756±0.370465 s=2.13041±0.0915125 q=0.343784±0.0318218 u0=1.10896±0.031583 θ=1.15905±0.148091 ρ*=0.000504881±0.298784 tE=122.551±29.548 t0=6863.61±32.5894 |
 |
Model L4 χ2=1633.32 gOGLE=0.469251±0.593391 s=2.56056±0.0270069 q=0.0580276±0.0210049 u0=0.617692±0.0239022 θ=2.82495±0.00229163 ρ*=0.000241267±0.000829236 tE=260.946±2.29558 t0=6299.55±6.05596 |
 |
Model L5 χ2=1703.37 gOGLE=0.188734±0.619785 s=2.21219±0.0545347 q=0.486647±0.181818 u0=0.448814±0.206882 θ=0.376938±0.105688 ρ*=0.000441664±0.0519445 tE=130.909±7.19809 t0=6944.14±10.4299 |