
Photometric measurements during the caustic crossing are urgently requested because the timescale of the caustic crossing will indicate whether this binary lens resides in the SMC itself or in the Milky Way's dark halo. A finding chart is available here. Potential observers are urged to contact macho@astro.washington.edu to coordinate observations.
The magnification values in Figure 1 are normalized to the unlensed flux detected in each pass band. For the MACHO data the unlensed fluxes correspond to R = 21.7 and V = 21.8, so a magnification of A = 10 in the MACHO bands corresponds to R = 19.2 and V = 19.3.

Figure 2 is a plot of the caustic curves according to the latest for the SMC binary microlensing event. The straight line indicates the path of the source star, and the red dots indicate the location of source star on dates in June (0.0, 10.0, 20.0, and 30.0 UT). When the source passes inside one of the caustic curves, two new images are created making 5 images in all. The new images have formally infinite magnification when they are created (and when they disappear) which gives rise to the sharp caustic crossing features seen in the lightcurve.

Figure 3 is a close up of Figure 2 showing the central caustic in more detail. Note that the path of the source is predicted to cross the caustic at an angle of about 25 degrees. This tends to increase the uncertainty in the predicted time of the caustic crossing.

Figure 4 shows the expected lightcurve differences for a lens in the SMC which takes 14 hours to cross a stellar diameter and a lens in the Galactic halo which can cross a stellar diameter in 30 minutes.
| parameter | value |
|---|---|
| t0 | June 14.5 UT |
| t^hat | 149 days |
| umin | 0.043 |
| epsilon1 | 0.276 |
| sep | 0.678 |
| theta | -0.205 |
Table 1 shows the parameters of the most recent fit. t0 is the time of closest approach between the source and the center of mass of the lens system. t^hat is the Einstein ring diameter crossing time, and umin is the distance of closest approach between the source and the center of mass. epsilon1 is the fraction of the total lens mass for mass 1 while sep and theta represent the lens separation in units of the Einstein ring radius and the angle between the lens axis and the path of the source.