RTModel
Real-Time Microlensing Modelling
by Valerio Bozza
OB161237
Binary
Binary lens models
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Model L1 χ2=3368.09 gOGLE=2.24181±1.14115 s=0.167798±0.08892 q=0.393987±0.90878 u0=0.0010854±0.0021714 θ=4.71555±0.100724 ρ*=0.00163957±0.000849097 tE=33.8118±15.1175 t0=7583.94±0.0490061 |
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Model L2 χ2=3479.79 gOGLE=2.26417±0.259325 s=3.55563±0.120533 q=0.0601401±0.00470052 u0=0.0125287± -6 4.03332 10 θ=3.21695±0.0150325 ρ*=0.00095167±0.000510628 tE=35.6801±1.4621 t0=7590.43±0.879483 |
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Model L3 χ2=3479.85 gOGLE=2.26534±0.258737 s=3.55579±0.125677 q=0.060122±0.00497835 u0=0.0125498± -6 4.03981 10 θ=3.21709±0.0156559 ρ*=0.000950926±0.000512619 tE=35.6945±1.4414 t0=7590.43±0.911836 |
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Model L4 χ2=3479.86 gOGLE=2.26564±0.260394 s=3.55617±0.122716 q=0.0601366±0.00480716 u0=0.0125012± -6 4.01801 10 θ=3.21679±0.015318 ρ*=0.000953783±0.000511791 tE=35.6958±1.45747 t0=7590.43±0.894501 |
Binary lens models with parallax
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Model X1 χ2=3366.01 gOGLE=2.25244±1.28914 s=0.167801±0.122115 q=0.395729±1.32796 u0=-0.00104692±0.00261325 θ=1.566±0.144967 ρ*=0.00166077±0.00103951 tE=33.7171±17.2937 t0=7583.95±0.0552567 π⊥=2.99864±16.3457 π||=-0.372263±5.38506 |
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Model X2 χ2=3366.29 gOGLE=2.24885±1.0423 s=0.167763±0.0485374 q=0.393519±0.551407 u0=0.00108998±0.0000106637 θ=4.72005±0.0525085 ρ*=0.00165073±0.000914514 tE=33.7847±14.0844 t0=7583.95±0.0354195 π⊥=3.±2.82724 π||=-0.26093±4.99967 |