[M.24L] [M.24]
Ft. In. No 5. Verona. Scala Monuments. 24
a (fig 4) 4 1/8
One side of square of base at the ground, or of profile a. 1 2 Fig 2 is the section down from a in fig 6 showing recess
b (fig 4) 2 behind cross; and concave bell of capital from which the
Side of do 1 1 1/3 flowers rise.
Height of base. c-d (fig 4) 10¾ The bases are if possible still more beautiful fig 3 and
Breadth of basic leaf a-b (fig 5) 4 section fig 4 The leaf which falls over and rivets the
Interval between leaves at top of lower ring, ac, (fig 5) 5 1/3 ring is quite exquisite in its simplicity and delicate change
Length of rib of leaf, d (fig 5) 3½ from pure convex over the ring to concave with sharp
Round shaft at its root, just above d (fig 4) 2. 8 1/3 raised rib: observe also it rises a little at the point.
LINE LINE LINE one foot above d 2 8 Its plan, looking down, fig 5 The measures of the entire
LINE LINE LINE two ft 8 in above d (Probably ought 2 7 shaft and capital on opp. page. Note the perfect flat at
to have been 2. 7 1/8) upper tore of base, d fig 4 and that e becomes of half its
LINE LINE LINE 3 ft above d 2. 7. depth when the leaf rises out of it (fig 4)
LINE LINE LINE 4 LINE LINE LINE 2 6½ The plan of the arch moulding at their spring, in fig 6.
LINE LINE LINE 5 LINE LINE LINE 2 6 1/10 The outer line is the abacus table of capital: the grey is
LINE LINE LINE at the top below roll of capital 2 5¾ the actual stonework on it; the red, the cusp of the arch
Entire height of shaft 5. 8½ emerging above: f is the base of the diagonal vaulting
Top of capital to ground: 7 11 ridge: f g. f e the sides of vaulting at its spring: It
Length of side of lower roll of abacus (a2 fig 2) 1 2½ is a perfectly symmetrical pointed quadripartite vault,
Length of side of abacus (b fig 2) 1 4¾ without ribs, rosettes, or decoration of any kind; perfectly
The height of capital = 7"11 - (5"8½ + "10¾) = 1 3½ horizontal in the hollow ridges at the top & meeting in a
sharp point: e d c a forms the entire enclosing pointed arch
LINE and c b the cusp. The measures opposite horizontal of course
Moulding of arch measures on the abacus table.
a-d fig 6 8
a-b fig 6 2¼
c-b fig 6 3¾
[Version 0.05: May 2008]