RTModel
Real-Time Microlensing Modelling by Valerio Bozza

 
OB161001
Binary
 
Binary lens models
Model L1     χ2=4073.93    gOGLE=36.5299±6.82925

s=2.27715±0.0158882    q=0.273938±0.0043564    u0=0.288008±0.00396743    θ=3.98696±0.00989624    ρ*=0.000252±0.000301206    tE=188.634±0.744192    t0=7620.95±0.226456    
Model L2     χ2=4155.15    gOGLE=39.1609±7.23816

s=2.294±0.00910973    q=0.276701±0.00237904    u0=0.329736±0.00470579    θ=4.11271±0.0063681    ρ*=0.00024217±0.000164442    tE=195.073±0.671317    t0=7616.14±0.193315    
Model L3     χ2=4162.79    gOGLE=15.6153±2.90214

s=2.18853±0.0170071    q=0.91118±0.0176635    u0=0.655541±0.00916638    θ=4.10425±0.0106323    ρ*=0.000528031±0.000395653    tE=93.8274±0.368789    t0=7616.98±0.28877    
Model L4     χ2=4180.    gOGLE=15.4354±2.86625

s=2.2017±0.0167685    q=0.950656±0.0148644    u0=0.678388±0.00962435    θ=4.10972±0.0101675    ρ*=0.000533776±0.000357352    tE=93.3646±0.330126    t0=7617.9±0.224044    
Model L5     χ2=4204.47    gOGLE=25.1956±4.44396

s=2.59755±0.0105448    q=0.789371±0.00433694    u0=0.778517±0.0062032    θ=4.09934±0.00369931    ρ*=0.000366776±0.0002486    tE=136.05±0.178034    t0=7649.64±0.149865    
Binary lens models with parallax
Model X1     χ2=4069.49    gOGLE=36.3034±6.75562

s=2.27703±0.0183912    q=0.273204±0.00856186    u0=-0.28767±0.0333105    θ=2.2929±0.0127398    ρ*=0.00025299±0.00172757    tE=188.259±2.70261    t0=7620.51±2.9239    
π=-0.00178349±0.168622    π||=0.00190434±0.104255    
Model X2     χ2=4070.17    gOGLE=36.3826±6.97146

s=2.2768±0.0342042    q=0.274095±0.0424504    u0=0.288146±0.0493163    θ=3.98669±0.0166069    ρ*=0.000254007±0.0017503    tE=188.723±14.1977    t0=7620.95±4.83355    
π=0.00167342±0.062735    π||=0.000923628±0.125312    
Model X3     χ2=4157.85    gOGLE=39.0527±14.9897

s=2.29322±0.00751472    q=0.27678±0.0110587    u0=0.330087±0.0675394    θ=4.11384±0.00911372    ρ*=0.000252281±0.00159762    tE=195.16±3.89513    t0=7616.04±2.55978    
π=0.000839199±0.225327    π||=0.00130869±0.103322    
Binary lens models with parallax and orbital motion
Model O1     χ2=4096.86    gOGLE=34.9584±16.3833

s=2.27821±0.119523    q=0.274192±0.0941465    u0=-0.279347±0.0753775    θ=2.29253±0.105083    ρ*=0.000248859±0.00906565    tE=188.404±20.0918    t0=7620.5±8.73816    
π=-0.0405569±0.298861    π||=0.00125174±0.181473    ds/dt=0.00119143±0.000261874    dθ/dt=0.000898492±0.0000961751    w3=0.00153907±0.0174694    
Model O2     χ2=15060.9    gOGLE=27.5347±5.88636

s=2.18699±0.127149    q=0.977329±0.216436    u0=-0.761895±0.0806857    θ=2.24009±0.0755199    ρ*=0.0173782±0.00741215    tE=91.9318±9.60545    t0=7630.25±2.49222    
π=-0.351162±0.165786    π||=-0.00771004±0.0660325    ds/dt=0.000951962±0.000388948    dθ/dt=0.00256139±0.000214635    w3=0.±0.00129172