RTModel
Real-Time Microlensing Modelling
by Valerio Bozza
OB190724
Uncertain: weak anomaly
Extended source Point-lens model
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Model EP χ2=2398.2 gOGLE I=-0.457497±0.0130358 u0=0.281444±0.0382206 tE=10.2234±1.28079 t0=8626.21±0.241918 ρ*=0.285037±0.0415125 |
Binary lens models
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Model L1 χ2=2347.81 gOGLE I=-0.584745±0.679344 s=1.07716±0.120257 q=0.0340439±0.0436125 u0=0.279858±0.154966 α=1.29107±0.111303 ρ*=0.0800321±0.074014 tE=9.22921±2.42007 t0=8626.11±0.566972 |
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Model L2 χ2=2548.79 gOGLE I=-0.317527±0.395617 s=4.0552±0.00775861 q=0.00509511±0.00177183 u0=3.04749±0.00441758 α=0.941677±0.00191032 ρ*=0.0166073±0.00544924 tE=163.924±0.631899 t0=8991.48±0.537532 |
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Model L3 χ2=2551.37 gOGLE I=-0.376125±0.335023 s=4.0552±0.00686138 q=0.00385059±0.00105053 u0=3.0415±0.00602032 α=0.936955±0.00179995 ρ*=0.015717±0.00392105 tE=181.062±0.618266 t0=9032.83±0.491093 |
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Model L4 χ2=2560.26 gOGLE I=-0.296119±0.313622 s=4.0552±0.00768327 q=0.00522303±0.00121679 u0=2.89526±0.00330425 α=0.876247±0.00185661 ρ*=0.0158663±0.00383945 tE=162.775±0.564402 t0=9020.64±0.312456 |
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Model L5 χ2=2563.9 gOGLE I=-0.386229±0.500096 s=4.0552±0.00537185 q=0.00359625±0.00150011 u0=2.70194±0.00275691 α=0.797894±0.000915689 ρ*=0.0139369±0.00401368 tE=182.768±0.437611 t0=9110.2±0.605176 |
Point-source Point-lens model
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Model PP χ2=2451.83 gOGLE I=-0.357787±0.0285599 u0=0.187902±0.0705551 tE=10.9754±2.61453 t0=8626.12±0.202423 |