RTModel
Real-Time Microlensing Modelling
by Valerio Bozza
OB161604
Binary
Binary lens models
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Model L1 χ2=1371.01 gOGLE=32.8501±2.6712 s=0.397738±0.0305428 q=0.749551±0.277653 u0=0.0660994±0.00085607 θ=4.51014±0.0134106 ρ*=0.00037763±0.000162758 tE=54.0994±10.0333 t0=7631.02±0.101251 |
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Model L2 χ2=1382.33 gOGLE=32.2437±3.07742 s=0.424933±0.0381607 q=0.542926±0.164523 u0=0.065257±0.000979823 θ=4.58554±0.0106561 ρ*=0.000416991±0.000183389 tE=50.1581±10.7021 t0=7630.71±0.0661374 |
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Model L3 χ2=1384.5 gOGLE=25.6761±2.61403 s=0.460001±0.0375082 q=0.596031±0.169 u0=0.0783871±0.00131169 θ=4.59373±0.0103859 ρ*=0.000521272±0.000220616 tE=40.2981±8.78416 t0=7630.67±0.0612179 |
Binary lens models with parallax
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Model X1 χ2=1340.91 gOGLE=29.2138±3.19656 s=0.406875±0.0405401 q=0.90126±0.529046 u0=-0.073639±0.00104789 θ=1.75075±0.0138322 ρ*=0.000413331±0.000185304 tE=49.7348±11.1578 t0=7630.96±0.107616 π⊥=-0.0999772±2.7226 π||=-0.249731±1.40213 |
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Model X2 χ2=1345.86 gOGLE=50.8613±3.48424 s=0.330801±0.0329288 q=0.816783±0.478705 u0=-0.0477255±0.000248591 θ=1.83229±0.0111102 ρ*=0.000217107±0.0000877303 tE=92.121±13.0087 t0=7631.47±0.121753 π⊥=0.845265±1.54398 π||=-0.0616916±1.01698 |