Table 1.

Binary lens seven parameter model maximum likelihood solutions of MOA-2003-BLG-0053/OGLE-2003-BLG-0235, showing planetary solutions and the best non-planetary model (Bond et al. 2004) and from our code, based on EMCEE runs using error-normalized data.

Bond et al. (2004) solutionsThis paper
BestEarly causticBestWideClose
Parameterplanetaryplanetarynon-planetplanetaryplanetary
d1.120 ± 0.0071.1211.0901.1170.9143
q(×10−3)|$3.9 ^{+1.1 }_{ -0.7}$|7.030.06.511.5
ρ(×10−4)9.6 ± 1.110.48.89.98.6
u00.133 ± 0.0030.1400.1440.1380.154
ϕ0.7644 ± 0.00240.67890.13790.6773.25
t02848.06 ± 0.132847.902846.202847.912850.02
tE61.5 ± 0.1858.557.559.556.8
χ2/dof1508.19/13741597.67/1374
Bond et al. (2004) solutionsThis paper
BestEarly causticBestWideClose
Parameterplanetaryplanetarynon-planetplanetaryplanetary
d1.120 ± 0.0071.1211.0901.1170.9143
q(×10−3)|$3.9 ^{+1.1 }_{ -0.7}$|7.030.06.511.5
ρ(×10−4)9.6 ± 1.110.48.89.98.6
u00.133 ± 0.0030.1400.1440.1380.154
ϕ0.7644 ± 0.00240.67890.13790.6773.25
t02848.06 ± 0.132847.902846.202847.912850.02
tE61.5 ± 0.1858.557.559.556.8
χ2/dof1508.19/13741597.67/1374
Table 1.

Binary lens seven parameter model maximum likelihood solutions of MOA-2003-BLG-0053/OGLE-2003-BLG-0235, showing planetary solutions and the best non-planetary model (Bond et al. 2004) and from our code, based on EMCEE runs using error-normalized data.

Bond et al. (2004) solutionsThis paper
BestEarly causticBestWideClose
Parameterplanetaryplanetarynon-planetplanetaryplanetary
d1.120 ± 0.0071.1211.0901.1170.9143
q(×10−3)|$3.9 ^{+1.1 }_{ -0.7}$|7.030.06.511.5
ρ(×10−4)9.6 ± 1.110.48.89.98.6
u00.133 ± 0.0030.1400.1440.1380.154
ϕ0.7644 ± 0.00240.67890.13790.6773.25
t02848.06 ± 0.132847.902846.202847.912850.02
tE61.5 ± 0.1858.557.559.556.8
χ2/dof1508.19/13741597.67/1374
Bond et al. (2004) solutionsThis paper
BestEarly causticBestWideClose
Parameterplanetaryplanetarynon-planetplanetaryplanetary
d1.120 ± 0.0071.1211.0901.1170.9143
q(×10−3)|$3.9 ^{+1.1 }_{ -0.7}$|7.030.06.511.5
ρ(×10−4)9.6 ± 1.110.48.89.98.6
u00.133 ± 0.0030.1400.1440.1380.154
ϕ0.7644 ± 0.00240.67890.13790.6773.25
t02848.06 ± 0.132847.902846.202847.912850.02
tE61.5 ± 0.1858.557.559.556.8
χ2/dof1508.19/13741597.67/1374
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