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There is a paper out today on a very bright gravitational microlensing event (by far the brightest observed to date) that occurred last october.<br /><br />http://arxiv.org/abs/astro-ph/0703125<br /><br />To summarize, gravitational microlensing can occur when one object passes almost exactly in front of another object along our line of sight. The foreground object's gravity bends the light from the background object, and if they are very well aligned then it can magnify the background object so that it becomes substantially brighter than it would otherwise be (as much as a factor of 40x brighter, as in the case described in this paper). <br /><br />When Einstein first noted the possibility of microlensing, he quickly dismissed it as impossible to ever observe on the grounds that the chances of two stars being aligned so perfectly are infinitesimal. Indeed, for bright stars (V < 12) the chance at any given moment that it will be microlensed would be about 1 part in 100 million, and since there are only a few millions such stars altogether, the chances of seeing any of them microlensed at a given moment is on the order of a percent. There is an interesting line from the paper on this: "Such a calculation<br />may have influenced Einstein to resist the determined eforts by Hungarian engineer R. W. Mandl to get Einstein to publish his microlensing formulae and perhaps also to compose a letter to the editor of Science to 'thank you for your cooperation with the little publication, which Mister Mandl squeezed out of me. It is of little value,<br />but it makes the poor guy happy.' (Renn et al. 1997)"<br /><br />If you look at fainter stars that are farther away the chances are higher since the farther stars have many more potential objects that can be in front of them, and the greater distance between the source and the lens and the lens and us means that alignment does not have to be as perfect to get a lensin <div class="Discussion_UserSignature"> </div>