RTModel
Real-Time Microlensing Modeling
by Valerio Bozza
HB230762
Binary
Binary lens models
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Model L1 χ2=11702.9 gOGLE I=0.363931±0.263054 s=2.24099±0.000316873 q=0.230191±0.000505965 u0=1.23593±0.00104255 α=2.20242±0.000771202 ρ*=0.000383451±0.000316061 tE=219.137±0.269589 t0=9943.95±0.0780827 |
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Model L2 χ2=11787.9 gOGLE I=0.448735±0.304952 s=2.21852±0.000505684 q=0.327703±0.000860598 u0=1.16937±0.00111422 α=2.15896±0.000631944 ρ*=0.000431198±0.000486049 tE=203.501±0.300517 t0=9983.27±0.118392 |
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Model L3 χ2=11795.5 gOGLE I=0.448404±0.303933 s=2.21599±0.000513412 q=0.330197±0.000865652 u0=1.16671±0.00111217 α=2.15735±0.000621884 ρ*=0.000432487±0.000454465 tE=202.872±0.2951 t0=9984.67±0.114482 |
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Model L4 χ2=11825.7 gOGLE I=0.432105±0.305027 s=2.20143±0.000548778 q=0.333929±0.000941013 u0=1.15553±0.00115724 α=2.15444±0.000616073 ρ*=0.00044268±0.000443574 tE=200.106±0.299428 t0=9989.26±0.122396 |
Binary lens models with parallax
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Model X1 χ2=11705.7 gOGLE I=0.363239±0.0404619 s=2.24099±0.0000495984 q=0.230191±0.0000497487 u0=-1.23593±0.0000894703 α=4.08077±0.0000265227 ρ*=0.000383451±0.0000549724 tE=219.137±0.0144388 t0=9943.95±0.0100848 πE,N= -15 -1.78698 10±0.0000115305 πE,E= -15 -2.91997 10±0.0000131591 |
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Model X2 χ2=11705.7 gOGLE I=0.363239±0.0520437 s=2.24099±0.0000512103 q=0.230191±0.0000978001 u0=1.23593±0.000280727 α=2.20242±0.000122057 ρ*=0.000383451±0.0000627453 tE=219.137±0.0435855 t0=9943.95±0.0123239 πE,N= -14 1.70697 10±0.0000901578 πE,E= -15 -5.39933 10±0.0000126664 |