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Numerologists, Rejoice...

numbers.jpg...because I've got a site that will blow your mind: the rather unassumingly-titled What's Special About This Number? which offers up a handy, hyperlinked guide to...well, to what's special about most numbers from 0 to 9999.

Actually, it's not so much a resource for numerologists as it is for math geeks. No references to Nostradamus, Revelations, or Kabbalah here; instead, you get information like:

1246 is the number of partitions of 38 in which no part occurs only once.
1248 is the smallest number with the property that its first 6 multiples contain the digit 4.
1249 is the number of simplicial polyhedra with 11 vertices.
1250 is the number of lattice points that are within 1/2 of a sphere of radius 10 centered at the origin.
Yeah, yeah, I know what you're thinking—who doesn't know how many simplicial polyhedra have 11 vertices? But with hyperlinks on all the really cryptic terms, this makes a nice gateway into some advanced mathematical and geometrical concepts.

I stumbled across this one while doing research for the upcoming 2008 World Almanac for Kids, which will have some interesting new numbers-related material—including an introduction to game theory for kids ages 8-12. Now there's a challenge...

Link: What's Special About This Number?

Image: Squircled numbers from Claudecf's Flickr stream (CC)

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This page contains a single entry from the blog posted on February 22, 2007 10:30 AM.

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