RTModel
Real-Time Microlensing Modeling
by Valerio Bozza
OB230619
ESPL
Extended source Point-lens model
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Model EP χ2=18121.3 gOGLE I=0.0556097±0.00621325 u0=0.0309112±0.00922137 tE=18.8599±3.95404 t0=10104.8±0.0207397 ρ*=0.0525053±0.0116054 |
Binary lens models
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Model L1 χ2=18058.1 gOGLE I=0.054155±0.230993 s=0.976881±0.165189 q=0.0000878621±0.000119594 u0=0.0310107±0.00812713 α=4.93141±0.285038 ρ*=0.0525047±0.00977455 tE=18.8458±3.39222 t0=10104.8±0.0219684 |
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Model L2 χ2=18071.8 gOGLE I=0.109235±0.259587 s=3.50413±1.639 q=0.0225139±0.0129972 u0=0.0155945±0.0319959 α=5.61136±0.369014 ρ*=0.049425±0.0113782 tE=19.8344±4.24649 t0=10103.7±0.767352 |
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Model L3 χ2=18074.3 gOGLE I=0.101137±0.17112 s=0.326821±0.0824766 q=0.0118493±0.0167181 u0=0.029181±0.00622187 α=4.801±0.742047 ρ*=0.0503233±0.00751067 tE=19.4986±2.67273 t0=10104.8±0.0203966 |
Binary lens models with parallax
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Model X1 χ2=18045.2 gOGLE I=0.0529448±0.0387245 s=0.987231±0.0268077 q=0.0000938174±0.0000332123 u0=0.0310316±0.00131257 α=4.93014±0.037785 ρ*=0.0524926±0.00165901 tE=18.8429±0.568425 t0=10104.8±0.00103191 πE,N=0.0448784±1.40148 πE,E=-0.159055±1.44106 |
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Model X2 χ2=18051.3 gOGLE I=0.0539124±0.0425507 s=0.978591±0.0205207 q=0.0000884872±0.0000172122 u0=-0.0310023±0.00155593 α=1.35548±0.0440185 ρ*=0.0525034±0.00191028 tE=18.8456±0.653369 t0=10104.8±0.00329877 πE,N=0.00673437±2.01623 πE,E=-0.0427905±1.56975 |