OB190011
Binary
Binary lens models with parallax
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Model X1 χ2=11258.1 gOGLE I=1.08184±0.432148
s=1.66583±0.182439 q=0.0405716±0.0345331 u0=-0.262388±0.100895 α=3.921±0.144115 ρ*=0.00426076±0.0397939 tE=82.5239±4.20179 t0=8548.98±5.76923 πE,N=-0.222507±0.610739 πE,E=0.107084±0.108563 |
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Model X2 χ2=11326.9 gOGLE I=1.29537±0.238053
s=1.64339±0.0683527 q=0.0378062±0.0103677 u0=0.244278±0.0353361 α=2.35907±0.049058 ρ*=0.00817275±0.00202483 tE=88.9184±8.85824 t0=8548.77±2.16379 πE,N=0.155089±0.228548 πE,E=0.0916761±0.0875065 |
Binary lens models
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Model L1 χ2=15500.4 gOGLE I=-0.0311246±0.469135
s=1.65469±0.0824086 q=0.0212872±0.00524746 u0=0.505714±0.164354 α=2.17781±0.0608076 ρ*=0.00010642± 7
2.11325 10 tE=63.7191±13.2308 t0=8547.79±1.50778
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Model L2 χ2=20485.6 gOGLE I=1.94061±0.612751
s=0.874459±0.0696998 q=0.0301666±0.00958198 u0=0.217723±0.0533566 α=2.36664±0.0577845 ρ*=0.010505±0.0146224 tE=101.268±17.145 t0=8547.65±1.26083
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Model L3 χ2=21897.4 gOGLE I=3.01667±0.994472
s=1.7952±0.176866 q=0.0607814±0.0278609 u0=0.114614±0.0644653 α=2.43509±0.0703435 ρ*=0.0000412468±2.0054 tE=123.057±23.9518 t0=8553.75±5.37104
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Model L4 χ2=25404. gOGLE I=0.128677±0.0685155
s=1.0867±0.0152442 q=0.224679±0.0286983 u0=0.523816±0.0299382 α=3.07106±0.0354642 ρ*=0.0438478±0.0080706 tE=65.0993±1.5667 t0=8558.34±0.137816
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Binary lens models with parallax and orbital motion
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Model O1 χ2=11231.2 gOGLE I=1.08187±0.428036
s=1.66599±0.185576 q=0.0405482±0.037801 u0=-0.262386±0.0810347 α=3.921±0.102125 ρ*=0.00440504±0.0412174 tE=82.5224±15.4194 t0=8548.98±7.9685 πE,N=-0.222471±0.338947 πE,E=0.107063±0.200445 (ds/dt)/s= -6
3.82314 10±0.0114913 dα/dt= -7
-1.11233 10±0.0109145 w3=0.00160939±0.150728 |
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Model O2 χ2=11275.9 gOGLE I=1.29583±0.422856
s=1.64561±0.174545 q=0.0377444±0.0273929 u0=0.244294±0.0539108 α=2.35913±0.0950893 ρ*=0.008135±0.0206018 tE=88.9299±5.20074 t0=8548.77±4.87703 πE,N=0.15506±0.556634 πE,E=0.0916613±0.0933175 (ds/dt)/s= -6
8.60357 10±0.000554596 dα/dt= -7
2.01054 10±0.0104253 w3=0.00266156±0.0185434 |
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