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[M.34L]                                                               [M.34]
Diameters Circumferences of pillar: the one I have drawn of the two red ones,No 11.	Ducal Palace. Upper arcade.	34
next St Marks.                                                        
                                                                      Bases.		Fig 4 represents the leaf at i of fig 1 in profile, with
	Ft.	in.                                                              		its turn to the balustrade in perspective; the same turn
At top of balustrade	4  "	11¾                                         		being seen above at h - f: fig 1;  observe that point f
One foot above top of bal.	4  "	11  1/3                               		in fig 1 is f in  fig 4;  and Fig 3 is the section p2p in figs
2 ---  ---  ---  ---  ---	4  "	11                                     		1 and 4.  Now the section Fig 2 and section fig 3
One foot from top of shaft	4  "	10                                    		coincide exactly from i to f: the flat space ip2 Fig 3, is
At top, under band:	4  "	9½                                           		the recession for baluster, and measures 2/3 of an inch:  There
height.                                                               		is then a further recess, to the shaft of baluster p3-p4 in
From base of shaft to top                                             		fig 1: and this also = 2/3 of an inch:  and since the
of abacus	11 "	1                                                      		outer side of the abacus of baluster coincide with p2 f
From do: to below band	8  "	7¼                                        		of fig 1: this p3 p4 represents the excess of the baluster
From do to below roll	8  "	11¾ or 9 ft.                               		abacus over its base.
                                                                      		Returning to section fig 2 & 3 we see that in fig 3 a
[diagram]	Section of abacus on red shaft with Cornice, upper arcade.  		level space, e f is added at f:  This gives a peculiar
                                                                      		effect to the hollow of the great base; having the perfect
a-b	1 5/6 in                                                          		level e f instead of a swept curve:  The curve gf and
b c	1/3                                                               		level e f are wrongly divided in the measures of fig2:
c d	5/8                                                               		in fig 3 g f round is 2½ inches exactly: substitting this
d e	3½                                                                		for 2 1/8 in fig 2. it will give 1 5/8 instead of 2 in, for
e g	1/3                                                               		e f: and the curve will be more accurately struck by this
g f	1¼                                                                		division Another very peculiar character of this base is
g h	½	At h springs out the diagonal flower.                           		the rise b c of fig 2: marked from x in fig 4: its coincidence
at a a2 or the excess of a from g 2 in exactly.                       		with the line of plinth being point of turning:  it is much flatter

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[Version 0.05: May 2008]