is no less romantic and worthy of study than the artistic,
religious, or antiquarian phases of the subject.
It forms a special literature of its own to which
Commander Gorringe of the United States Navy, in his
elaborate and magnificent work on Egyptian obelisks,
has done the amplest justice. It cost upwards
of L100,000 to bring the Luxor Obelisk to Paris, owing
to the inexperience of the engineers and the imperfection
of their method. But it was worthy of this vast
expenditure of toil and money; for standing in an open
circus unimpeded by narrow streets, and unspoiled by
the tawdry ornaments which disfigure the Roman obelisks,
it adds to the magnificent modern city the charm of
antique majesty. It stands seventy-six feet and
a half in height, with its apex left rough and unfinished,
destitute of the gilded cap which formerly completed
and protected it. Each of its four sides contains
three vertical lines of well-executed hieroglyphics,
which show that it was raised in honour of Rameses
II., to adorn the stupendous temple of Luxor at Thebes
which he constructed. When it lay on its original
site, previous to its being transported, it was found
to have been cracked at the time of its first erection,
and repaired by means of two dove-tailed wedges of
wood which had perished long ago. But this defect
is not now noticeable. The companion of this
obelisk is still standing at Luxor, and has already
been described. Both of them show a peculiarity
in their lines, which could only be noticed effectually
when the pair stood together. This peculiarity
is a convexity, or
entasis, as it is called,
on the inner faces. Even to the untrained eye
its sides seem not of equal dimensions; and actual
measurement shows the irregularity more clearly.
This is said, however, to be exceptional to the general
rule, and to be foreign to the design of an obelisk
in the best period of the Pharaonic art. Still,
several magnificent specimens, such as the Luxor and
Flaminian obelisks, exhibit it. And they are
an illustration of what was a marked characteristic
of all classic architecture, which shows a slight
curvature or entasis in its long lines.
It was early found out that mathematical exactness
and beauty were not the same. By making its two
sides geometrically equal, the living expression of
the most beautiful marble statue is destroyed, and
it becomes simply a piece of architecture. It
is well known that the two sides of the human face
are not precisely the same; the irregularity of the
one modifies the irregularity of the other, and thus
a higher symmetry and harmony is the result.
The two sides of the leaf of the begonia are unequal,
and if folded together will not correspond. The
same is true of the leaf of the elm and the lime.
But when the mass of the foliage is seen together,
this irregularity gives an added charm to the whole.
Every object in nature has some imperfection, which
indicates that it has a relation to some other object,