. Cyclopedia of architecture, carpentry, and building; a general reference work ... Fig. 101. Newel Finding Angle between Tangents for SquaringJoints of Ramped Wreath. 319 56 STAIR-BUILDING. Newel Fig. 102. Bottom Steps with Obtuse-Angle Plan. previously drawn from w square to the tangent 6 extended. Then,by connecting m to b, the bottom tangent is placed in position on theface-mould. The joint at m is to be made square to it; and the jointat c, the other end of the mould, is to be made square to the tangent b. The upper piece of wreath in thisexample is shown to have tangent cinclining, the i
. Cyclopedia of architecture, carpentry, and building; a general reference work ... Fig. 101. Newel Finding Angle between Tangents for SquaringJoints of Ramped Wreath. 319 56 STAIR-BUILDING. Newel Fig. 102. Bottom Steps with Obtuse-Angle Plan. previously drawn from w square to the tangent 6 extended. Then,by connecting m to b, the bottom tangent is placed in position on theface-mould. The joint at m is to be made square to it; and the jointat c, the other end of the mould, is to be made square to the tangent b. The upper piece of wreath in thisexample is shown to have tangent cinclining, the inclination being the sameas that of the upper tangent 6 of thebottom wreath, so that the joint at c,when made square to both tangents,will butt square when put tangent d is shown to be level, sothat the joint at 5, when squared withit, will butt square^with the square endof the level-landing rail. The level tangent is shown revolved to itsposition on the face-mould, as from 5 to 2. In this last position, itwill be observed that its angle with the inclined tangent c is a rightangle; and it should be remembered that in every similar case whereone tangent inclines and one i
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