The Earth, Sun, and Elenin line up in a row twice every year. The last four have all coincided with major quakes:


Sept 1, 2009 (Sept 2 quake in Indonesia, 7.0)
Feb 25, 2010 (Feb 26 quake in Japan, 7.0; Feb 27 quake in Chile, 8.8)
Sept 3, 2010 (Sept 3 quake in New Zealand 7.0)
Mar 14, 2011 (March 11 quake in Japan: 9.0)
Sept 27, 2011 ??

Four of the last four Sun-Earth-Elenin lineups have generated quakes of 7.0 or better, and the average magnitude of these quakes was 7.8.

This is a statistically significant connection. Each of those quakes was 7.0 or better, and 7.0+ quakes only occur on an average of 16 per year. That means that the statistical probability of a 7.0+ quake occurring in any given three-day period is 16 x 3 / 365, or 13.15%.

The statistical probability of four 7.0+ quakes occurring in these four predetermined 3-day windows is therefore 13.15% x 13.15% x 13.15% x 13.15%, or 0.0299%, or roughly three chances in ten thousand, or one chance in 3300.

And recall that two of the five quakes that occurred during those lineups were much larger than 7.0 quakes. One was 8.8 and one was 9.0, so that makes the probability of this all being a mere coincidence that much more unlikely.