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When
we look at the history of civilization, we find evidence that
whenever human beings have spare time, human beings play. Sometimes
a person plays alone, when solving a Sudoku puzzle for instance,
and sometimes we play against others, as in chess. But no matter
what, there has always been the need to play.
Throughout
history, humanity has created hundreds of thousands of games.
A majority has been lost in the passage of time, but multitudes
have survived.
We
can’t know all of them for there are too many, but there lives
a man in Baltimore named Michael Keller who is the world’s foremost
expert in games.
Keller
was born in Remscheid, Germany, on May 31, 1949, and has devoted
his life to games, beginning with chess. He has never been too
interested in playing regular chess, but rather in chess composition.
In fact, Keller is one of the five chess composition grand masters
of Germany.
For
those chess aficionados up for a challenge and a broader study
of the game, 279 of his compostional masterpieces can be found
in Friedrich Chlubna’s 1994 book, “Michael Keller–A Master of
Chess Composition.”
Yet
Keller’s love for games goes beyond chess. When he moved to the
U.S. he founded the publication, “World Game Review,” a magazine
featuring a massive variety of games and puzzles. Keller can make
your brain twist trying to solve some of the games. His objective
is always the same, to challenge your mental capacity as much
as possible.
Keller
cut his teeth in the field of computer games, creating a goodly
number of them in what he calls his “Solitaire Laboratory.”
On
his Internet page we can read: “I have been studying and playing
solitaire avidly since 1992. During that time I have played most
of the hundreds of computer solitaires which have appeared, acquired
and read dozens of books on the subject, played thousands of games
in hundreds of different variants, and researched many games to
work out the win rates and to correct discrepancies in the rules.”
Today
we present the chess composition with which he won the “Jubiläums‑Turnier
der Schwalde 2002.” It is a three‑move problem, his specialty.
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