OB180901
Binary or planetary
Binary lens models with parallax
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Model X1 χ2=9454.92 gOGLE I=2.97442±0.334426
s=2.90516±0.0307763 q=0.024886±0.00303449 u0=-2.50344±0.027427 α=4.68649±0.00276154 ρ*=0.029006±0.00702932 tE=112.863±6.71929 t0=8272.44±0.338073 πE,N=-0.133212±0.123067 πE,E=-0.320029±0.143457 |
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Model X2 χ2=9690.66 gOGLE I=2.37062±0.395204
s=2.37524±0.0576477 q=0.231974±0.0359351 u0=1.63826±0.0674341 α=1.5762±0.00513094 ρ*=0.0658185±0.0104898 tE=36.5814±3.80477 t0=8279.45±0.258204 πE,N=0.614495±0.0951501 πE,E=-1.61667±0.222462 |
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Model X3 χ2=9772.89 gOGLE I=2.83517±0.461451
s=2.78471±0.013866 q=0.034564±0.00488176 u0=2.36265±0.00885677 α=1.55581±0.0014969 ρ*=0.024229±0.00385368 tE=97.4443±7.76871 t0=8283.07±0.233959 πE,N=0.129297±0.076115 πE,E=-0.389439±0.06923 |
Binary lens models with parallax and orbital motion
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Model O1 χ2=9409.17 gOGLE I=2.96862±0.419227
s=2.90499±0.0456159 q=0.024938±0.0025656 u0=-2.50359±0.0511258 α=4.68651±0.00273944 ρ*=0.028969±0.00611926 tE=112.804±4.04144 t0=8272.44±0.423889 πE,N=-0.130501±0.0713019 πE,E=-0.31731±0.0396039 (ds/dt)/s= -6
1.99998 10±0.000410995 dα/dt= -6
1.00001 10±0.000222897 w3=0.002006±0.000175381 |
Binary lens models
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Model L1 χ2=9850.32 gOGLE I=1.18883±0.328418
s=3.60226±0.030338 q=0.017056±0.00175002 u0=2.39382±0.0176841 α=2.30728±0.00756217 ρ*=0.0380739±0.00801334 tE=104.018±1.8139 t0=8051.59±0.199752
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Model L2 χ2=10854.9 gOGLE I=1.16784±0.152409
s=3.97764±0.0346049 q=0.0461434±0.0000727183 u0=2.58106±0.0372476 α=2.31166±0.0134456 ρ*=0.0615032±0.0123274 tE=64.6535±1.32654 t0=8124.53±0.111592
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Model L3 χ2=10856.5 gOGLE I=1.17947±0.18103
s=3.98545±0.0411488 q=0.046066±0.00402871 u0=2.5628±0.0439853 α=2.32185±0.0197934 ρ*=0.061861±0.0131097 tE=64.576±1.92643 t0=8122.63±0.267637
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Extended source Point-lens model with parallax
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Model EX χ2=11021.7 gOGLE I=-0.183189±0.0223329
u0=0.482574±0.29096 tE=8.38801±2.85565 t0=8279.67±0.152632 ρ*=0.479025±0.290171 πE,N=0.706627±0.869328 πE,E=-6.64572±2.93974 |
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