RTModel
Real-Time Microlensing Modelling
by Valerio Bozza
OB140572
Binary (next update 13 May)
Binary lens models
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Model L1 χ2=1767.08 gOGLE=-0.0107687±0.027277 s=1.31364±0.0216987 q=0.276095±0.034557 u0=0.33494±0.0212699 θ=2.3464±0.0439813 ρ*=0.0230749±0.00170988 tE=8.38297±0.35004 t0=6776.96±0.131234 |
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Model L2 χ2=1936.06 gOGLE=-0.0437796±0.0275152 s=1.37091±0.0236692 q=0.360757±0.038753 u0=0.293685±0.0230551 θ=2.38227±0.0380808 ρ*=0.0250588±0.00174896 tE=7.73263±0.342117 t0=6776.98±0.125165 |
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Model L3 χ2=1983.37 gOGLE=0.0335862±0.0308556 s=1.27508±0.0182349 q=0.204915±0.019935 u0=0.368273±0.0174476 θ=2.30901±0.0438273 ρ*=0.020876±0.00140885 tE=9.10923±0.294221 t0=6776.89±0.125675 |
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Model L4 χ2=2842.21 gOGLE=-0.0374322±0.0347568 s=1.44517±0.0292429 q=0.4662±0.0476188 u0=0.244714±0.0255715 θ=2.4556±0.0376298 ρ*=0.0259114±0.00198418 tE=7.19759±0.352819 t0=6776.9±0.147596 |
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Model L5 χ2=3080.88 gOGLE=0.0886897±0.0169251 s=1.25813±0.00622074 q=0.143879±0.0054946 u0=0.404881±0.0161761 θ=2.25522±0.0296955 ρ*=0.0186114±0.00154821 tE=10.1996±0.225362 t0=6776.7±0.101456 |