RTModel
Real-Time Microlensing Modeling by Valerio Bozza

 
HB200516
Binary or Planetary
 
Binary lens models
Model L1     χ2=2786.64    gMOA I=894.789±1011.98

s=0.569119±0.362474    q=0.0696223±0.185356    u0=0.00599977±0.0423279    α=2.69395±0.463979    ρ*=0.000967566±0.00113064    tE=52.4632±53.687    t0=9033.86±1.16948    
Model L2     χ2=2800.25    gMOA I=1231.±416.903

s=1.47597±0.216122    q=0.0211391±0.0143276    u0=0.0211356±0.000571659    α=3.15901±0.115735    ρ*=0.000527399±0.000446177    tE=77.9857±32.5789    t0=9034.98±0.348747    
Model L3     χ2=2806.04    gMOA I=302.567±46.4271

s=0.979147±0.0862642    q=0.0453481±0.0324109    u0=0.0689267±0.00182689    α=3.33161±0.140891    ρ*=0.00183499±0.000996613    tE=25.8733±6.72223    t0=9033.66±0.30046    
Model L4     χ2=2846.21    gMOA I=1036.92±135.27

s=1.97839±0.0757634    q=0.0574337±0.00696856    u0=0.027722±0.00816148    α=3.19663±0.0888264    ρ*=0.000774023±0.000323581    tE=59.9768±2.5217    t0=9038.16±0.767279    
Model L5     χ2=2857.12    gMOA I=812.99±92.2353

s=2.16185±0.00781834    q=0.0961809±0.00413317    u0=0.0370467±0.0159783    α=3.19051±0.0915962    ρ*=0.000959634±0.000386778    tE=48.4238±1.351    t0=9040.57±0.471582    
Extended source Point-lens model
Model EP     χ2=12191.7    gMOA I=72635.5± 6 2.19237 10

u0= -6 2.26033 10±0.00813192    tE=496.154±523058.    t0=9033.17±0.0212427    ρ*=0.00018266±0.192575