Math’s most famous figure, Pi, is celebrated throughout the world on
March 14 (3/14 in the American style) and the 2015 celebration is
Add the year to the naming convention, and you get 3/14/15, the
first five digits of the mathematical constant, the ratio of a
circle’s circumference to its diameter, which approximately equals 3.14159.
Pi is also celebrated on a coin.
In 2014, the Helvetic Mint issued a Prooflike .999 fine silver $2 coin for Niue that
features the first 1 million digits of Pi. The digits are encoded on
an 11-millimeter-square “nanojem,” which under extreme magnification
can be read. And that is only part of Pi, as some 1 trillion digits of
the never-ending decimal representation have been discovered.
Pi never settles into a permanent repeating pattern. In mathematical
terminology, it is an “irrational” and a “transcendental” number, it
never repeats and never ends. It has been represented by the Greek
letter pronounced "Pi" since the mid-18th century.
The earliest written approximations of Pi are found in Egypt and
Babylon, both within one percent of the true value. In Babylon, a clay
tablet dated 1900 to 1600 B.C. has a geometrical statement of Pi.
The first recorded algorithm for rigorously calculating the value of
Pi was a geometrical approach using polygons, devised around 250 B.C.
by Greek mathematician Archimedes.
The Niue coin weighs 50 grams, measures 50 millimeters in diameter
and was limited to a mintage of 500 coins.
Like the elusive search for additional digits to Pi, the search for
the coin in the secondary market may prove elusive.
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