OB180842
Binary (systematics?)
Binary lens models with parallax
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Model X1 χ2=2849.86 gOGLE I=3.4066±0.212133
s=0.862006±0.00371595 q=0.679858±0.0973562 u0=0.209714±0.00130293 α=2.2444±0.0151749 ρ*=0.00427053±0.00115886 tE=25.1727±1.16291 t0=8266.93±0.392015 πE,N=-1.76389±4.24889 πE,E=2.99998±6.52143 |
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Model X2 χ2=2906.14 gOGLE I=3.23377±0.169505
s=0.872287±0.0050612 q=0.613665±0.136682 u0=0.217243±0.00120131 α=2.27083±0.00871203 ρ*=0.00450554±0.00119441 tE=24.8102±1.58619 t0=8266.65±0.180977 πE,N=0.0155749±5.57839 πE,E=3.±5.70487 |
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Model X3 χ2=3053.03 gOGLE I=23.6722±2.12938
s=2.86352±0.00156452 q=0.839619±0.000792247 u0=0.762221±0.000461792 α=5.59614±0.000781999 ρ*=0.000759±0.000195133 tE=169.415±0.107258 t0=8113.96±0.0615579 πE,N= -14
2.5698 10±0.000256136 πE,E= -14
6.27252 10±0.000597733 |
Binary lens models
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Model L1 χ2=3053.07 gOGLE I=23.6726±1.25156
s=2.86321±0.00158039 q=0.839592±0.000432166 u0=0.762114±0.000606373 α=5.59614±0.000505242 ρ*=0.000759275±0.000149288 tE=169.379±0.0585278 t0=8114.02±0.0672561
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Model L2 χ2=3102.75 gOGLE I=24.2497±1.92084
s=2.51022±0.00357552 q=0.51523±0.000272319 u0=0.527579±0.00100611 α=5.52992±0.000642311 ρ*=0.000818961±0.000167879 tE=161.88±0.35009 t0=8180.27±0.107896
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Model L3 χ2=3129.86 gOGLE I=24.9405±2.06172
s=2.41927±0.004237 q=0.441306±0.000245504 u0=0.466357±0.00108967 α=5.50692±0.000704218 ρ*=0.000811023±0.000188537 tE=163.551±0.514459 t0=8193.66±0.132168
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Binary lens models with parallax and orbital motion
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Model O1 χ2=2844.75 gOGLE I=3.44636±0.47471
s=0.861562±0.00429449 q=0.680537±0.123333 u0=0.20925±0.00117339 α=2.24387±0.0128331 ρ*=0.00419595±0.00217628 tE=25.227±3.75979 t0=8266.93±0.532614 πE,N=-1.79011±9.07424 πE,E=3.±9.44457 (ds/dt)/s=0.000116042±0.00458373 dα/dt=0.0000650008±0.00704028 w3=0.00183618±0.379083 |
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