RTModel
Real-Time Microlensing Modelling
by Valerio Bozza
OB161589
Binary or planetary
Binary lens models
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Model L1 χ2=278.899 gOGLE=-0.596675±0.328615 s=1.95361±0.017045 q=0.581161±0.0413463 u0=0.38416±0.00445331 θ=0.694483±0.0264247 ρ*=0.0364294±0.00293567 tE=2.0813±0.0540174 t0=7623.43±0.0638003 |
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Model L2 χ2=280.981 gOGLE=-0.627417±0.171683 s=1.95034±0.0153169 q=0.46985±0.0297651 u0=0.471471±0.0163764 θ=0.748876±0.00904351 ρ*=0.0387686±0.00277183 tE=2.07896±0.0490011 t0=7623.52±0.0413843 |
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Model L3 χ2=281.302 gOGLE=-0.617375±0.302051 s=1.95085±0.0172354 q=0.691015±0.0460913 u0=0.324926±0.0116165 θ=0.674798±0.00705395 ρ*=0.034975±0.00268084 tE=2.06877±0.0652556 t0=7623.31±0.0432011 |
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Model L4 χ2=282.112 gOGLE=-0.596465±0.295509 s=1.95106±0.0159684 q=0.756814±0.0463186 u0=0.291678±0.00400167 θ=0.651423±0.0248134 ρ*=0.0342006±0.00227204 tE=2.06426±0.0618274 t0=7623.26±0.0557897 |
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Model L5 χ2=292.503 gOGLE=-0.675155±0.265998 s=1.93995±0.0159732 q=0.749337±0.0410042 u0=0.311093±0.012059 θ=0.712269±0.0140308 ρ*=0.0363557±0.00222278 tE=2.03907±0.0870472 t0=7623.21±0.0427831 |