OB141255
Binary
Binary lens models
|
Model L1 χ2=3229.86 gOGLE=-0.437754±0.196718
s=0.478409±0.0503573 q=0.130709±0.0299248 u0=-0.109519±0.0182086 θ=0.790684±0.0722775 ρ*=0.00535857±0.0957862 tE=7.28843±1.06711 t0=6844.35±0.0823352
|
|
Model L2 χ2=3299.43 gOGLE=-0.305332±0.476367
s=2.78239±0.477719 q=0.211919±0.0827196 u0=-0.321824±0.0931956 θ=0.603073±0.115033 ρ*=0.000981331±0.381235 tE=9.28902±3.02472 t0=6840.99±1.78471
|
|
Model L3 χ2=3326.01 gOGLE=-0.0476245±0.521266
s=0.24648±0.0572177 q=0.705456±1.97106 u0=0.0590443±0.0273601 θ=1.16137±0.199612 ρ*=0.0000101301±0.66071 tE=9.72092±4.3481 t0=6844.21±0.119898
|
|
Model L4 χ2=3399.01 gOGLE=0.18218±0.674591
s=0.609125±0.12108 q=0.0136084±0.00836715 u0=-0.0446113±0.0288803 θ=1.16916±0.0630942 ρ*=0.000326379±0.600065 tE=11.3681±6.28586 t0=6844.22±0.0645866
|
|
Model L5 χ2=3486.16 gOGLE=-0.124296±0.630133
s=1.52919±0.231364 q=0.0160226±0.00932047 u0=-0.0724566±0.0368257 θ=1.16355±0.0576354 ρ*=0.0013723±0.00322239 tE=8.97444±4.4783 t0=6844.17±0.0449598
|
Binary lens models with parallax
|
Model X1 χ2=3221.8 gOGLE=-0.439645±0.484663
s=0.479002±0.0824939 q=0.130759±0.10009 u0=-0.109842±0.0446846 θ=0.790565±0.21693 ρ*=0.00560953±0.0826899 tE=7.27691±2.41198 t0=6844.35±0.0939652 π⊥=1.0578±107.562 π||=3.±61.4325 |
Binary lens models with parallax and orbital motion
|
Model O1 χ2=3206.08 gOGLE=-0.453069±0.678433
s=0.497187±0.183503 q=0.122254±0.110053 u0=-0.11215±0.0626574 θ=0.818407±0.386305 ρ*=0.0105548±0.0507232 tE=7.19796±3.30526 t0=6844.36±0.183417 π⊥=2.99853±237.447 π||=3.±94.7995 ds/dt=0.00391102±0.0127132 dθ/dt=-0.000610784±0.0369819 w3=0.0500641±0.110187 |
Binary source model
|
Model BS χ2=3436.26 gOGLE=-0.438207±0.0387471
tE=6.58265±3.08285 FR=0.0699873±0.0782677 u1=0.116158±0.0709806 u2=0.0147527±0.0110232 t1=6844.22±0.146679 t2=6844.±0.0207167 |
Binary source model with parallax
|
Model BX χ2=3383.66 gOGLE=-0.199959±0.0591123
tE=8.79848±5.29132 FR=7.2841±8.81481 u1=0.0153077±0.0108717 u2=0.0933887±0.086576 t1=6844.±0.0200323 t2=6844.37±0.312846 π⊥=2.57328±1325.38 π||=10.±71.5278 |
Binary source model
|
Model BO χ2=3258.9 gOGLE=-0.0930921±0.0730978
tE=9.88444±8.01078 FR=0.5224±1.03947 u1=0.105738±0.154466 u2=0.0363408±0.0657223 t1=6844.46±1.00808 t2=6844.07±0.416455 π⊥=9.92087±832.041 π||=10.±73.4158 ds/dt=-1.23798±4.61055 dθ/dt=0.64867±3.47705 w3=1.20287±2.28351 |
|