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I have made an interesting discovery. One can, by a procedure of
relocation, reconfigure the initial array according to the players'
choice, thus, arguably, making the Fischer randomization 
procedure redundant. This also answers to the chessplayer's 
predilection for remaining in control. Rules:

The players can, before play begins, swap places of the king/queen and
another piece except the rooks. Thus, if the king is swapped
(relocated), the other piece (the relocatee) ends up on the king's
square. If the queen is swapped, the relocatee ends up on the queen's
square. One restriction is that the bishops mustn't end up on the same
square colour. Note that black begins by making the initial swap.
Alternatively he can choose to leave the position as it is. The white
player then has the option to relocate his king or queen, whereupon he
starts the game by making the first move. Note that the king retains
his castling rights even if it has been relocated. The castling rules
derive from Fischer Random Chess.

With these relocation rules the rooks remain in their natural
positions, and the bishops are always positioned so that there is
still a choice to develop them on either of the queen's or the king's
wing. This maintains the strategical ambiguity of the initial
position, while sound positions are produced where no definitive
advantage can be obtained. Black relocates first. Thusly white gets a
chance to make a strategical decision and create an initiative, as in
the standard position. Although the initial positions are, as such, a
subgroup of Fischer Random, the two parties may choose different
setups.

Read more here, plus Zillions program:
http://hem.passagen.se/melki9/relocationchess.htm /Mats