RTModel
Real-Time Microlensing Modelling
by Valerio Bozza
OB161067
Planetary
Binary lens models
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Model L1 χ2=1963.25 gOGLE=0.139074±1.51928 s=0.834433±0.225571 q=0.00213172±0.00453113 u0=0.430259±0.453394 θ=4.53176±0.249961 ρ*=0.0000143587±0.701832 tE=25.5323±18.3651 t0=7564.39±1.31751 |
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Model L2 χ2=2021. gOGLE=0.191381±0.466041 s=1.17515±0.082348 q=0.000518029±0.00102944 u0=0.42114±0.134012 θ=1.52443±0.0206492 ρ*=0.00725682±0.00222001 tE=25.7348±6.64544 t0=7564.54±0.12464 |
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Model L3 χ2=2209.39 gOGLE=-0.60747±0.731556 s=1.20593±0.326961 q=0.822847±1.39088 u0=0.82722±0.202467 θ=5.86273±0.212275 ρ*=0.0000222541±13.2935 tE=16.1897±8.71837 t0=7562.65±3.2736 |
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Model L4 χ2=2222.32 gOGLE=9.86417±1.811 s=3.23781±0.0174495 q=0.201505±0.0280622 u0=2.45716±0.0544479 θ=1.55241±0.00655838 ρ*=0.0230293±0.0136949 tE=179.631±24.9541 t0=7571.95±2.37716 |
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Model L5 χ2=2243.88 gOGLE=8.40361±1.9161 s=3.29135±0.355417 q=0.114019±0.0143699 u0=0.0176228±0.0138139 θ=0.000223094±0.00207096 ρ*=0.0192548±0.0130141 tE=202.307±26.3061 t0=8106.67±2.26948 |