RTModel
Real-Time Microlensing Modeling
by Valerio Bozza
OB130738
Binary lens with orbital motion
• Model: LO0000-3.txt χ2=83660.086193
s=1.13574050±0.00037 q=0.2446138±0.0011 u0=-0.15328630±0.00013 α=0.9092683±0.0036 ρ*=0.004800245±0.000095 tE=51.62384±0.13 t0=6434.631410±0.055
πE,N=1.233917±0.059 πE,E=0.445460±0.079 γ1=0.001202686±0.000042 γ3=0.00046056±0.00029 γ3=0.01238781±0.00020 blending=[0.78557384, 1.21580046, 5.25899329]
baseline=[-5.79407791, -6.36563558, 19.57118554]
πE,N=1.233917±0.059 πE,E=0.445460±0.079 γ1=0.001202686±0.000042 γ3=0.00046056±0.00029 γ3=0.01238781±0.00020 blending=[0.78557384, 1.21580046, 5.25899329]
baseline=[-5.79407791, -6.36563558, 19.57118554]
• Model: LO0000-1.txt χ2=83760.555914
s=1.11662324±0.00037 q=0.2506431±0.0017 u0=-0.15383139±0.00015 α=0.8958375±0.0023 ρ*=0.00512400±0.00013 tE=49.84930±0.29 t0=6434.709436±0.055
πE,N=0.830474±0.092 πE,E=0.45803±0.11 γ1=0.000456299±0.000032 γ3=0.00050878±0.00075 γ3=0.00996747±0.00078 blending=[0.68375534, 1.10386137, 4.93770934]
baseline=[-5.79344852, -6.36568218, 19.57128854]
πE,N=0.830474±0.092 πE,E=0.45803±0.11 γ1=0.000456299±0.000032 γ3=0.00050878±0.00075 γ3=0.00996747±0.00078 blending=[0.68375534, 1.10386137, 4.93770934]
baseline=[-5.79344852, -6.36568218, 19.57128854]
• Model: LO0002-0.txt χ2=83880.434729
s=1.11907628±0.00045 q=0.3062350±0.0017 u0=-0.17197556±0.00015 α=0.8570278±0.0031 ρ*=0.00533994±0.00012 tE=46.10486±0.17 t0=6434.032630±0.061
πE,N=-0.089619±0.074 πE,E=0.070639±0.091 γ1=0.000038737±0.000045 γ3=-0.00011219±0.00017 γ3=0.0006545±0.0030 blending=[0.56760634, 0.94585954, 4.4499971]
baseline=[-5.79435554, -6.36495417, 19.57138145]
πE,N=-0.089619±0.074 πE,E=0.070639±0.091 γ1=0.000038737±0.000045 γ3=-0.00011219±0.00017 γ3=0.0006545±0.0030 blending=[0.56760634, 0.94585954, 4.4499971]
baseline=[-5.79435554, -6.36495417, 19.57138145]