RTModel
 Real-Time Microlensing Modelling by Valerio Bozza
RTModel index
 
OB130178
Uncertain: weak anomaly
 
Binary lens models
Model L1     χ2=5675.81    gOGLE=-0.150285±0.607798

s=2.30287±0.130274    q=0.0014045±0.0010633    u0=1.75461±0.134725    θ=1.99798±0.0329877    ρ*=0.0137697±0.0460853    tE=992.275±203.294    t0=5602.97±99.4379    
Model L2     χ2=5748.31    gOGLE=-0.0390316±0.458611

s=2.45163±0.0249082    q=0.00180417±0.000534494    u0=1.84493±0.0212577    θ=2.07242±0.010883    ρ*=0.026556±0.00288567    tE=791.541±22.8033    t0=5597.83±0.144406    
Model L3     χ2=5811.05    gOGLE=-0.0774673±0.403082

s=2.56705±0.044368    q=0.00204383±0.000758994    u0=1.93461±0.0414418    θ=2.10032±0.016886    ρ*=0.0283942±0.0111032    tE=711.278±33.2855    t0=5594.59±21.6517    
Model L4     χ2=6207.41    gOGLE=-0.0827496±0.532404

s=3.42939±0.113176    q=0.00503843±0.0021083    u0=2.41332±0.0765377    θ=2.29966±0.0365615    ρ*=0.0507138±0.01447    tE=386.353±33.5996    t0=5578.92±30.126    
Model L5     χ2=6289.12    gOGLE=-0.379193±0.538148

s=3.93347±0.125614    q=0.00553561±0.00135252    u0=2.79253±0.102619    θ=2.31736±0.0344677    ρ*=0.0676597±0.0128452    tE=324.218±20.302    t0=5578.11±35.2079