Fig. 34.
To draw the Roman Cyma Recta and Cyma Reversa.
—Join A B ([Fig. 33]) and bisect A B in C. From the points C and B, with the distance B C, describe arcs cutting each other in E; and from A and C, with the same radius, describe arcs cutting each other in D; from D, with the same radius, describe the arc A C, and from E describe the arc C B. The projection of the upper end of the curve over the under, as F B, is generally equal to the height, A F, of the moulding. The same description applies to the Cyma Reversa ([Fig. 34]) letter for letter.
Fig. 35.
To draw the Gothic Trefoil.
—Having drawn the equilateral triangle A B C ([Fig. 35]), bisect the angles and produce the bisecting lines D E F which will bisect the sides of the triangle in G H I. From A B and C as centres, with radius A H or A I, equal to half the side of the triangle, describe the arcs K L M, and those concentric with them, and from the centre O of the triangle describe the outer circles and concentric arcs, which will complete the figure.
Fig. 36.