Therefore having observed that their dwellings were
most commodious and firm when they were thrown into
regular figures, with parts answerable to each other;
they transferred these ideas to their gardens; they
turned their trees into pillars, pyramids, and obelisks;
they formed their hedges into so many green walls,
and fashioned their walks into squares, triangles,
and other mathematical figures, with exactness and
symmetry; and they thought, if they were not imitating,
they were at least improving nature, and teaching her
to know her business. But nature has at last
escaped from their discipline and their fetters; and
our gardens, if nothing else, declare, we begin to
feel that mathematical ideas are not the true measures
of beauty. And surely they are full as little
so in the animal as the vegetable world. For
is it not extraordinary, that in these fine descriptive
pieces, these innumerable odes and elegies which are
in the mouths of all the world, and many of which
have been the entertainment of ages, that in these
pieces which describe love with such a passionate energy,
and represent its object in such an infinite variety
of lights, not one word is said of proportion, if
it be, what some insist it is, the principal component
of beauty; whilst, at the same time, several other
qualities are very frequently and warmly mentioned?
But if proportion has not this power, it may appear
odd how men came originally to be so prepossessed
in its favor. It arose, I imagine, from the fondness
I have just mentioned, which men bear so remarkably
to their own works and notions; it arose from false
reasonings on the effects of the customary figure of
animals; it arose from the Platonic theory of fitness
and aptitude. For which reason, in the next section,
I shall consider the effects of custom in the figure
of animals; and afterwards the idea of fitness:
since if proportion does not operate by a natural power
attending some measures, it must be either by custom,
or the idea of utility; there is no other way.
SECTION V.
PROPORTION FURTHER CONSIDERED.
If I am not mistaken, a great deal of the prejudice
in favor of proportion has arisen, not so much from
the observation of any certain measures found in beautiful
bodies, as from a wrong idea of the relation which
deformity bears to beauty, to which it has been considered
as the opposite; on this principle it was concluded
that where the causes of deformity were removed, beauty
must naturally and necessarily be introduced.
This I believe is a mistake. For deformity
is opposed not to beauty, but to the complete common
form. If one of the legs of a man be found
shorter than the other, the man is deformed; because
there is something wanting to complete the whole idea
we form of a man; and this has the same effect in
natural faults, as maiming and mutilation produce
from accidents. So if the back be humped, the
man is deformed; because his back has an unusual figure,