ABSTRACT
Determine the location of A' and C', such that the angles A'PA and CPC are equal.1. Set the distances KL = MN = 12in.2. Set the height of the volume at 105in.3. Identify the points G, O and D at the top of the wall directly above A, B and C. G, O and D should each 4. have an elevation at 5. Identify F as the ridge point located on elevation ABOG, and F' as the ridge point located on elevation O'CD. Draw the line connecting F' and P. e point at which it intersects plan BCD will be called E. Draw a line parallel to BC that runs through E. It will intersect the line running through BO in K. Draw the segment connecting F and K (Figure 24.12). Create a wallpaper made of 3.75" x 23" wood logs. Apply it to both elevations, except for the triangle FKO 5. and the adjacent polygon KODE. Render the construction positioning the camera at P and the target at O (Figures 24.13-24.14).6. Take the previous model. Draw the concurrent lines connecting A, B, C, D, E, F, G and O with P. Dene 7. each of the points A, B, C, D, E, F and G at the respective intersections of segments AP, BP, CP, DP, EP, DP, FP and GP with the Picture Plane. Note that B and B are coincident points. Draw the heptagon ABCDEFG (Figure 24.13). Connect points A, B, C, D, E, F and G with O'. Construct the seven triangular adjacent planes AO'B, BO'C, CO'D, DO'E, EO'F, FO'G and GO'A (Figure 24.15). Using Cinema 4D8. ®, project rendering back onto the construction using central projection method, locating the rendering on the picture plane and the origin of projection at point P.
