RTModel
Real-Time Microlensing Modelling
by Valerio Bozza
OB161676
Binary
Binary lens models
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Model L1 χ2=615.214 gOGLE=9.76682±0.607264 s=1.90969±0.0374582 q=0.0743561±0.00209186 u0=0.0478371±0.000373959 θ=5.90636±0.0162088 ρ*=0.00107408±0.000368507 tE=499.847±22.8855 t0=7607.5±3.66729 |
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Model L2 χ2=616.426 gOGLE=11.2833±0.73759 s=1.88158±0.0429088 q=0.0612714±0.00208046 u0=0.0403642±0.00032542 θ=5.89692±0.0206308 ρ*=0.000942997±0.000308565 tE=576.337±28.7341 t0=7610.65±4.02658 |
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Model L3 χ2=616.585 gOGLE=4.84301±0.733444 s=0.635052±0.0564534 q=0.105531±0.0359096 u0=0.024623±0.00336737 θ=5.89049±0.113517 ρ*=0.0020908±0.000712128 tE=276.336±57.3139 t0=7652.16±1.38636 |
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Model L4 χ2=618.964 gOGLE=7.0343±0.552125 s=1.79297±0.050056 q=0.0893323±0.00458257 u0=0.0566018±0.000566408 θ=5.88828±0.030816 ρ*=0.00151795±0.000472295 tE=372.064±22.6411 t0=7617.81±4.3729 |
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Model L5 χ2=618.991 gOGLE=7.27818±0.349106 s=2.09234±0.0220151 q=0.131328±0.00156235 u0=0.0791123±0.000495798 θ=5.93894±0.00580048 ρ*=0.00133306±0.000515883 tE=373.643±11.9701 t0=7585.27±2.35237 |
Binary lens models with parallax
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Model X1 χ2=602.78 gOGLE=3.21408±0.874655 s=0.666393±0.0214444 q=0.183149±0.0352074 u0=-0.0419217±0.00392626 θ=0.559155±0.219793 ρ*=0.00263131±0.000991304 tE=187.928±31.5161 t0=7652.47±2.17588 π⊥=0.404434±0.460663 π||=-0.170693±0.20228 |
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Model X2 χ2=612.062 gOGLE=9.69402±3.07415 s=1.90927±0.0318477 q=0.0743448±0.0140089 u0=-0.0477055±0.000351152 θ=0.376928±0.0974584 ρ*=0.00108552±0.000717946 tE=499.699±177.698 t0=7607.49±8.29842 π⊥=0.000896688±0.00560852 π||=0.000901725±0.0552415 |