RTModel
Real-Time Microlensing Modelling
by Valerio Bozza
OB170482
Planetary
Binary lens models
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Model L1 χ2=4289.93 gOGLE=-0.427859±0.967971 s=1.12709±0.142119 q=0.000562499±0.00171589 u0=0.133415±0.11066 θ=2.78085±0.0906411 ρ*=0.00315713±0.215781 tE=18.2078±11.5471 t0=7873.94±0.322176 |
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Model L2 χ2=4321.42 gOGLE=-0.484159±0.541681 s=0.815893±0.0599272 q=0.000512409±0.000347643 u0=0.148945±0.0675192 θ=5.77424±0.0821938 ρ*=0.0210269±0.0285186 tE=17.1879±5.83419 t0=7873.99±0.294218 |
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Model L3 χ2=4447.11 gOGLE=-0.50962±0.0582608 s=0.797491±0.011254 q=0.00295693±0.000933499 u0=0.161878±0.00937399 θ=5.55244±0.0145034 ρ*=0.0809129±0.0182622 tE=16.6867±0.557034 t0=7873.89±0.117453 |
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Model L4 χ2=4533.53 gOGLE=-0.365481±0.144723 s=0.844197±0.0151289 q=0.00300222±0.00130675 u0=0.125659±0.0188374 θ=0.00463398±0.0371547 ρ*=0.0641978±0.00254617 tE=18.8887±0.606668 t0=7873.74±0.0308346 |
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Model L5 χ2=4605.83 gOGLE=-0.015883±0.298473 s=1.25189±0.0677992 q=0.176174±0.107665 u0=0.0114292±0.0573711 θ=3.94225±0.156425 ρ*=0.0820818±0.0464008 tE=23.6024±5.43349 t0=7875.92±0.572747 |