Very cool e-mail I just got. "On Saturday night, the moon will arrive at perigee at 19:09 UT (3:09 p.m. Eastern Time). Its distance from the Earth at that moment will be 221,565 miles. But just over three years ago, on Dec. 12, 2008, which was also the night of a full moon, the moon reached perigee at 21:39 UT (4:39 p.m. Eastern Time) at a distance of 221,559 miles, about 6 miles closer than Saturday night's perigee distance."
"Chester points out that on Dec. 12, 2008, the moon reached fullness at 16:37 UT, while perigee was at 21:39. That's a difference of just over five hours. So when the moon turned full that night, it was still five hours away from reaching its closest point to Earth; its distance at the moment it turned full was 221,587 miles.
In contrast, today's full moon occurs at 18:10 UT, while perigee occurs at 19:09; the difference being less than an hour. So today, when the moon officially turns full, its distance from Earth will be 221,566 miles.
So even though the moon actually came a little closer to Earth in December 2008, if we compare distances when the moon officially turns full, today's full moon wins out by a scant 21 miles. "
http://www.foxnews.com/scitech/2011/...permoon-super/