RTModel
Real-Time Microlensing Modeling by Valerio Bozza

 
HB221027
Binary or Planetary
 
Binary lens models
Model L1     χ2=3200.55    gMOA I=10.0918±1.17422

s=0.196562±0.115222    q=0.0830592±0.0990055    u0=0.00587138±0.000454981    α=4.90626±0.0844067    ρ*=0.000921277±0.000460419    tE=93.9449±11.1806    t0=9781.81±0.0452069    
Model L2     χ2=3321.37    gMOA I=6.22852±0.419324

s=4.0552±0.0630655    q=0.0831886±0.00113213    u0=0.294074±0.00149252    α=4.93614±0.00725837    ρ*=0.00126923±0.00155882    tE=62.9198±4.89401    t0=9777.71±0.413594    
Model L3     χ2=3332.36    gMOA I=9.31488±1.41227

s=0.109259±0.0639408    q=0.38304±1.00729    u0=0.00649059±0.000811512    α=3.30125±0.0813225    ρ*=0.000995859±0.000373258    tE=91.8029±13.836    t0=9781.84±0.0580614    
Model L4     χ2=3394.26    gMOA I=5.29516±0.365593

s=4.0552±0.066447    q=0.0972019±0.00135558    u0=0.339156±0.00202384    α=4.93661±0.0077595    ρ*=0.00140061±0.00208388    tE=55.1201±4.39528    t0=9777.66±0.440213    
Binary lens models with parallax
Model X1     χ2=3155.86    gMOA I=14.5302±2.08323

s=0.191434±0.165643    q=0.059068±0.10074    u0=0.00413842±0.000658621    α=4.90174±0.0910687    ρ*=0.000630605±0.000486123    tE=133.906±22.5225    t0=9781.81±0.0462358    
πE,N=1.51738±3.49204    πE,E=-0.297909±0.83476    
Extended source Point-lens model
Model EP     χ2=24325.1    gMOA I=96.9682±6.6867

u0=0.000562747±0.00190967    tE=809.711±2759.02    t0=9781.74±0.0960946    ρ*=0.000644792±0.00223105