RTModel
Real-Time Microlensing Modeling by Valerio Bozza

 
HB211085
Binary or Planetary
 
Binary lens models
Model L1     χ2=3069.02    gMOA I=0.105003±1.15664

s=1.42577±0.578964    q=0.036193±0.05858    u0=0.0996886±0.116645    α=5.32223±0.310634    ρ*=0.0507394±0.0499512    tE=16.9688±14.8447    t0=9378.82±0.746008    
Model L2     χ2=3071.23    gMOA I=0.497924±0.467988

s=0.515202±0.354449    q=0.0591784±0.13012    u0=0.0599745±0.0251416    α=2.99708±0.325724    ρ*=0.0389469±0.0252919    tE=21.014±7.13272    t0=9379.05±0.324933    
Model L3     χ2=3185.    gMOA I=-1.30814±1.13427

s=0.686981±0.0314816    q=0.323385±0.134304    u0=0.576117±0.162796    α=4.18591±0.104197    ρ*=0.0000104793±1.06033    tE=167.747±70.9677    t0=9302.62±21.8034    
Model L4     χ2=3219.2    gMOA I=3.74325±3.67999

s=1.12828±0.0775155    q=0.0181533±0.0282443    u0=0.00886237±0.00795024    α=0.679081±0.298045    ρ*=0.0215767±0.0199498    tE=50.0386±45.9227    t0=9378.14±0.353077    
Model L5     χ2=3235.2    gMOA I=-1.10043±0.730261

s=0.937197±0.0761002    q=0.223877±0.111559    u0=0.381573±0.0659009    α=2.11466±0.112827    ρ*=0.00119542±0.00350769    tE=127.907±21.7375    t0=9349.28±9.37595    
Point-source Point-lens model with parallax
Model PX     χ2=3191.49    gMOA I=30.1271±2.45268

u0=0.00264375±0.00426646    tE=327.568±455.423    t0=9378.66±0.22553    πE,N=0.9732±4.78523    πE,E=6.97869±12.4145    
Extended source Point-lens model
Model EP     χ2=3614.95    gMOA I=0.307982±0.051251

u0=0.0816579±0.0874594    tE=17.8968±15.2042    t0=9378.8±0.214747    ρ*=0.0863824±0.0992537