Jun. 28th, 2004

fflo: (Default)
Its first digit is twice its second digit.
Its first digit is its second digit squared.
It's divisible by 2.
It's divisible by 3.
It's divisible by 6.
It's divisible by 7.
It's divisible by 14.
It's divisible by 21.
It's divisible by 1 and by 42.
It's the product of 6 and 9 (in base 13).
It's a composite natural number, bracketed by a twin prime, whose factorization makes it a sphenic number.
It's also a pentadecagonal number, a Catalan number, a meandric number, an open meandric number and a Harshad number.
According to Douglas Adams, it's the answer to everything.
It's the sum of the numbers/spots/pips on a pair of conventional (six-sided) dice.
It's the number of teeth a dog has.
On the telephone keypad it spells "ha."
It's been my favorite number, for reasons I have never known, since I was a child.

AND

It's the atomic number of molybdenum.
fflo: (Default)
Its first digit is twice its second digit.
Its first digit is its second digit squared.
It's divisible by 2.
It's divisible by 3.
It's divisible by 6.
It's divisible by 7.
It's divisible by 14.
It's divisible by 21.
It's divisible by 1 and by 42.
It's the product of 6 and 9 (in base 13).
It's a composite natural number, bracketed by a twin prime, whose factorization makes it a sphenic number.
It's also a pentadecagonal number, a Catalan number, a meandric number, an open meandric number and a Harshad number.
According to Douglas Adams, it's the answer to everything.
It's the sum of the numbers/spots/pips on a pair of conventional (six-sided) dice.
It's the number of teeth a dog has.
On the telephone keypad it spells "ha."
It's been my favorite number, for reasons I have never known, since I was a child.

AND

It's the atomic number of molybdenum.
fflo: (Default)
fflo

Hello.

CURRENTLY FEATURING
the
Postcard of the Day

(a feature involving a postcard on a day)

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For another postcard thing, see
my old postcard poems tumblr or
its handy archive.

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I'm currently double-posting here & at livejournal. Add me and let me know who you are, and we can read each other's protected posts.

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"What was once thought cannot be unthought."

-- Möbius, The Physicists

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