# 파르테논 신전 (아테네 아크로폴리스, 기원전 447~432년) — 지붕과 조각이 남아 있던 완공 당시 외관을 단순화해 복원한 모델. # 동쪽 정면이 -Y 방향. 기단 30.88 x 69.5m, 8 x 17 열 도리스식 주주(周柱) 46개, 기둥 높이 10.43m. # 기둥은 bmesh 로 20개의 홈(flute)과 배흘림(entasis)을 계산해 만든 몸통에 회전체 에키누스와 사각 아바쿠스를 얹어 # 하나의 메시로 합친 뒤, 연결 복제(linked duplicate)로 배치했다. 모서리 기둥 간격은 실제처럼 좁혔다(corner contraction). # 엔타블라처(아키트레이브·트리글리프 프리즈·코니스)는 사각 고리 메시와 반복 부품으로, 박공·지붕·기와줄·안테픽스는 # 경사각(13.5°)에서 계산한 단면 돌출로 만들었다. 기단과 기둥의 미세한 곡률(곡선 기단, 안쪽 기울기)은 생략했다. import math import random from atelier import * random.seed(447) SHOT = {"azimuth": -58, "elevation": 11, "lens": 50, "light": "day", "background": "#1e2836"} # ── 재질: 펜텔리콘 대리석의 꿀빛 풍화색 몇 단계 ────────────────────────────── M_COL = mat('Marble_Columns', '#ddcfb4', rough=0.55) M_ENT = mat('Marble_Entablature', '#d3c2a2', rough=0.6) M_TRI = mat('Marble_Triglyph', '#ae9a78', rough=0.65) M_MET = mat('Marble_Metope', '#c9b693', rough=0.6) M_STEP = mat('Limestone_Steps', '#b4a383', rough=0.7) M_WALL = mat('Marble_Cella_Wall', '#cdbd9d', rough=0.65) M_ROOF = mat('Marble_Roof_Tiles', '#b9aa90', rough=0.6) M_SCUL = mat('Marble_Sculpture', '#e6dcc8', rough=0.5) M_DOOR = mat('Bronze_Door', '#5b4630', rough=0.45, metal=0.7) M_CEIL = mat('Marble_Ceiling', '#b9a789', rough=0.7) # ── 주요 치수 ───────────────────────────────────────────────────────────── STEP_H = 0.55 Z0 = 3 * STEP_H # 스틸로베이트 윗면 SX, SY = 15.44, 34.76 # 스틸로베이트 반폭/반길이 COL_H = 10.43 ZC = Z0 + COL_H # 기둥 꼭대기 = 아키트레이브 바닥 ARCH_X, ARCH_Y = 15.36, 34.68 # 아키트레이브 바깥면 IN_X, IN_Y = 13.60, 32.85 # 엔타블라처 고리 안쪽 Z_TAENIA = ZC + 1.23 Z_FRIEZE = ZC + 1.35 FR_X, FR_Y = 15.30, 34.62 # 프리즈 면 Z_CORN = Z_FRIEZE + 1.35 CO_X, CO_Y = 15.95, 35.30 # 코니스 바깥면 Z_TOP = Z_CORN + 0.60 SLOPE = math.tan(math.radians(13.5)) ROOF_T = 0.30 def mesh_from_bm(name, bm, material, loc=(0, 0, 0)): me = bpy.data.meshes.new(name) bm.to_mesh(me) bm.free() ob = bpy.data.objects.new(name, me) link(ob) ob.location = loc return assign(ob, material) def frame(name, ohx, ohy, ihx, ihy, z0, z1, material): """속이 빈 사각 고리(엔타블라처 한 켜).""" bm = bmesh.new() rect = lambda hx, hy, z: [bm.verts.new(p) for p in ((-hx, -hy, z), (hx, -hy, z), (hx, hy, z), (-hx, hy, z))] ob0, ob1 = rect(ohx, ohy, z0), rect(ohx, ohy, z1) ib0, ib1 = rect(ihx, ihy, z0), rect(ihx, ihy, z1) for i in range(4): j = (i + 1) % 4 bm.faces.new((ob0[i], ob0[j], ob1[j], ob1[i])) bm.faces.new((ib0[j], ib0[i], ib1[i], ib1[j])) bm.faces.new((ob1[i], ob1[j], ib1[j], ib1[i])) bm.faces.new((ob0[j], ob0[i], ib0[i], ib0[j])) bmesh.ops.recalc_face_normals(bm, faces=bm.faces) return mesh_from_bm(name, bm, material) def fluted_shaft(name, h, r0, r1, flutes=20, per=5, rings=11, depth=0.055, swell=0.02): """홈 20개와 배흘림이 있는 기둥 몸통. 홈과 홈 사이 모서리(arris)는 날카롭게.""" bm = bmesh.new() seg = flutes * per grid = [] for i in range(rings): t = i / (rings - 1) R = r0 + (r1 - r0) * t + swell * math.sin(math.pi * t) row = [] for j in range(seg): a = 2 * math.pi * j / seg r = R - depth * (R / r0) * math.sin(math.pi * (j % per) / per) row.append(bm.verts.new((r * math.cos(a), r * math.sin(a), h * t))) grid.append(row) for i in range(rings - 1): for j in range(seg): k = (j + 1) % seg bm.faces.new((grid[i][j], grid[i][k], grid[i + 1][k], grid[i + 1][j])) bm.faces.new(list(reversed(grid[0]))) bm.faces.new(grid[-1]) bmesh.ops.recalc_face_normals(bm, faces=bm.faces) for f in bm.faces: f.smooth = len(f.verts) == 4 arris = {grid[i][j] for i in range(rings) for j in range(0, seg, per)} caps = set(grid[0]) | set(grid[-1]) for e in bm.edges: a, b = e.verts if (a in arris and b in arris) or (a in caps and b in caps): e.smooth = False return mesh_from_bm(name, bm, None) def doric_column(name, total_h, r0=0.955, r1=0.74): shaft_h = total_h - 0.86 shaft = fluted_shaft(name + '_Shaft', shaft_h, r0, r1) prof = [(0, 0), (r1 - 0.01, 0), (r1 + 0.02, 0.03), (r1 - 0.005, 0.05), (r1 + 0.02, 0.08), (r1 - 0.005, 0.10), (r1 + 0.005, 0.12)] for k in range(1, 10): t = k / 9 prof.append((r1 + 0.005 + (1.01 - r1 - 0.005) * (1 - (1 - t) ** 2.2), 0.12 + 0.38 * t)) prof.append((0, 0.5)) ech = lathe(name + '_Echinus', prof, loc=(0, 0, shaft_h), seg=60) aba = box(name + '_Abacus', (2.04, 2.04, 0.36), loc=(0, 0, shaft_h + 0.5), base=True) col = join([shaft, ech, aba], name) return assign(col, M_COL) def bake(ob): """오브젝트 위치를 메시에 굽고 원점을 (0,0,0)으로 — 복제용 원형을 만들 때.""" ob.data.transform(Matrix.Translation(ob.location)) ob.location = (0, 0, 0) return ob def facing(side, t, d, z): """정면(-Y) 기준으로 만든 부품을 네 면 중 하나에 놓는 위치/회전.""" if side == 'E': return (t, -d, z), (0, 0, 0) if side == 'W': return (-t, d, z), (0, 0, math.pi) if side == 'N': return (d, t, z), (0, 0, math.pi / 2) return (-d, -t, z), (0, 0, -math.pi / 2) # ── 1. 기단(크레피도마) 3단 ─────────────────────────────────────────────── for i in range(3): g = (2 - i) * 0.70 box(f'Crepidoma_Step_{i + 1}', (2 * (SX + g), 2 * (SY + g), STEP_H), loc=(0, 0, i * STEP_H), base=True, material=M_STEP) # ── 2. 바깥 주주(周柱) 8 x 17 ───────────────────────────────────────────── def axes(n_inner_gaps, normal=4.296, corner=3.68): half = n_inner_gaps * normal / 2 inner = [-half + k * normal for k in range(n_inner_gaps + 1)] return [-half - corner] + inner + [half + corner] XS = axes(5) # 정면 8개 YS = axes(14, corner=3.66) # 측면 17개 COL = doric_column('Column_Peristyle', COL_H + 0.02) positions = [(x, y) for x in XS for y in (YS[0], YS[-1])] + [(x, y) for x in (XS[0], XS[-1]) for y in YS[1:-1]] for i, (x, y) in enumerate(positions): ob = COL if i == 0 else duplicate(COL, name=f'Column_Peristyle_{i:02d}') ob.location = (x, y, Z0 - 0.02) # ── 3. 엔타블라처 ──────────────────────────────────────────────────────── frame('Architrave', ARCH_X, ARCH_Y, IN_X, IN_Y, ZC, Z_TAENIA, M_ENT) frame('Architrave_Taenia', ARCH_X + 0.06, ARCH_Y + 0.06, IN_X, IN_Y, Z_TAENIA, Z_FRIEZE, M_ENT) frame('Frieze', FR_X, FR_Y, IN_X, IN_Y, Z_FRIEZE, Z_CORN, M_MET) frame('Cornice_Geison', CO_X, CO_Y, IN_X, IN_Y, Z_CORN, Z_TOP, M_ENT) box('Ambulatory_Ceiling', (2 * (IN_X + 0.05), 2 * (IN_Y + 0.05), Z_TOP - Z_FRIEZE), loc=(0, 0, Z_FRIEZE), base=True, material=M_CEIL) # 트리글리프(세로 홈 3줄) — 정면 기준(-Y), 뒷면이 y=0 tg_parts = [box('tg_back', (0.84, 0.05, 1.35), loc=(0, -0.025, 0), base=True)] for bx in (-0.28, 0.0, 0.28): tg_parts.append(box('tg_bar', (0.16, 0.10, 1.28), loc=(bx, -0.05, 0), base=True)) for bx in (-0.40, 0.40): tg_parts.append(box('tg_edge', (0.04, 0.10, 1.28), loc=(bx, -0.05, 0), base=True)) tg_parts.append(box('tg_cap', (0.84, 0.10, 0.07), loc=(0, -0.05, 1.28), base=True)) TRIGLYPH = bake(assign(join(tg_parts, 'Triglyph'), M_TRI)) # 레굴라 + 구따(물방울 장식 6개) — 아키트레이브 띠 아래 rg_parts = [box('rg_strip', (0.80, 0.06, 0.08), loc=(0, -0.03, -0.08), base=True)] for k in range(6): rg_parts.append(cylinder('rg_gutta', r=0.045, r2=0.035, h=0.08, loc=(-0.3125 + k * 0.125, -0.035, -0.16), seg=8)) REGULA = bake(assign(join(rg_parts, 'Regula_Guttae'), M_ENT)) # 무툴루스 — 코니스 아랫면의 납작한 판 MUTULE = box('Mutule', (0.78, 0.60, 0.07), loc=(0, -0.30, Z_CORN - 0.07), base=True, material=M_ENT) bake(MUTULE) # 메토프 부조 — 두 인물이 맞붙은 장면을 낮은 타원체 몇 개로 암시(변형 3종) RELIEFS = [] for v in range(3): parts = [] for k, (x, tilt, h) in enumerate(((-0.24, 0.25 - 0.15 * v, 0.40), (0.22, -0.35 + 0.2 * v, 0.36 + 0.03 * v))): parts.append(sphere('rf_body', r=1.0, loc=(x, -0.02, 0.55), rot=(0, tilt, 0), scale=(0.15, 0.06, h), seg=12, rings=8)) hx = x - math.sin(tilt) * (h + 0.08) parts.append(sphere('rf_head', r=0.09, loc=(hx, -0.03, 0.55 + h * math.cos(tilt) + 0.06), scale=(1, 0.6, 1.1), seg=10, rings=6)) parts.append(sphere('rf_limb', r=1.0, loc=(0.0, -0.02, 0.62 - 0.1 * v), rot=(0, 1.1 - 0.5 * v, 0), scale=(0.05, 0.04, 0.32), seg=8, rings=6)) RELIEFS.append(bake(assign(join(parts, f'Metope_Relief_{v}'), M_SCUL))) first = {'tg': True, 'rg': True, 'mu': True, 0: True, 1: True, 2: True} def put(proto, key, name, side, t, d, z): loc, rot = facing(side, t, d, z) if first[key]: first[key] = False proto.location, proto.rotation_euler, proto.name = loc, rot, name return proto return duplicate(proto, loc=loc, rot=rot, name=name) def triglyph_stations(cols, face_half): st = [] for i, c in enumerate(cols): st.append(c) if i < len(cols) - 1: st.append((c + cols[i + 1]) / 2) st[0], st[-1] = -face_half + 0.42, face_half - 0.42 # 모서리 트리글리프는 모서리에 붙인다 return st for side, cols, fh, fd, ad, cd in (('E', XS, FR_X, FR_Y, ARCH_Y, CO_Y), ('W', XS, FR_X, FR_Y, ARCH_Y, CO_Y), ('N', YS, FR_Y, FR_X, ARCH_X, CO_X), ('S', YS, FR_Y, FR_X, ARCH_X, CO_X)): st = triglyph_stations(cols, fh) for i, t in enumerate(st): put(TRIGLYPH, 'tg', f'Triglyph_{side}_{i:02d}', side, t, fd, Z_FRIEZE) put(REGULA, 'rg', f'Regula_{side}_{i:02d}', side, t, ad, Z_TAENIA) mids = st + [(st[i] + st[i + 1]) / 2 for i in range(len(st) - 1)] for i, t in enumerate(sorted(mids)): put(MUTULE, 'mu', f'Mutule_{side}_{i:02d}', side, t, fd + 0.10 if t in st else fd, 0) for i in range(len(st) - 1): v = random.randrange(3) put(RELIEFS[v], v, f'Metope_Relief_{side}_{i:02d}', side, (st[i] + st[i + 1]) / 2, fd, Z_FRIEZE) # 모서리의 빈 틈을 메우는 작은 블록 for sx in (-1, 1): for sy in (-1, 1): box('Frieze_Corner_Block', (0.10, 0.10, 1.35), loc=(sx * (FR_X + 0.05), sy * (FR_Y + 0.05), Z_FRIEZE), base=True, material=M_TRI) # ── 4. 박공(페디먼트)과 지붕 ───────────────────────────────────────────── def zb(x): """지붕판 아랫면 높이.""" return Z_TOP + (CO_X - abs(x)) * SLOPE EAVE = CO_X + 0.10 APEX = zb(0) ROOF_L = CO_Y + 0.15 extrude_profile('Pediment_Tympanum_Core', [(-FR_X, Z_TOP), (FR_X, Z_TOP), (0, APEX)], 2 * FR_Y, material=M_MET) extrude_profile('Roof_Slab', [(-EAVE, zb(EAVE)), (0, APEX), (EAVE, zb(EAVE)), (EAVE, zb(EAVE) + ROOF_T), (0, APEX + ROOF_T), (-EAVE, zb(EAVE) + ROOF_T)], 2 * ROOF_L, material=M_ROOF) RAKE_D = 0.62 for sy, nm in ((-1, 'East'), (1, 'West')): y0, y1 = FR_Y - 0.12, CO_Y + 0.12 for sx, sn in ((-1, 'L'), (1, 'R')): xe = CO_X + 0.06 # 측면 코니스 면과 겹치지 않게 살짝 내민다 pts = [(0, APEX - RAKE_D), (sx * xe, zb(xe) - RAKE_D), (sx * xe, zb(xe)), (0, APEX)] if sx < 0: pts = list(reversed(pts)) extrude_profile(f'Raking_Cornice_{nm}_{sn}', pts, y1 - y0, loc=(0, sy * (y0 + y1) / 2, 0), material=M_ENT) # 기와: 덮개기와 줄(임브렉스)과 처마 끝 안테픽스 SL = EAVE / math.cos(math.atan(SLOPE)) ang = math.atan(SLOPE) pitch = 0.66 n_rows = int(2 * (ROOF_L - 0.2) / pitch) y_start = -(n_rows - 1) * pitch / 2 tile = box('Roof_Cover_Tile_Row', (SL, 0.18, 0.12), material=M_ROOF) ant_pts = [(-0.16, 0), (0.16, 0), (0.20, 0.16), (0.12, 0.30), (0, 0.40), (-0.12, 0.30), (-0.20, 0.16)] ANT = extrude_profile('Antefix', ant_pts, 0.06, material=M_ENT, axis='X') first_tile, first_ant = True, True for i in range(n_rows): y = y_start + i * pitch for sx in (-1, 1): cx = sx * (SL / 2) * math.cos(ang) + sx * 0.06 * math.sin(ang) cz = APEX + ROOF_T - (SL / 2) * math.sin(ang) + 0.06 * math.cos(ang) rot = (0, sx * ang, 0) if first_tile: tile.location, tile.rotation_euler = (cx, y, cz), rot first_tile = False else: duplicate(tile, loc=(cx, y, cz), rot=rot, name='Roof_Cover_Tile_Row') loc = (sx * (EAVE - 0.05), y, zb(EAVE) + ROOF_T - 0.02) rz = math.pi / 2 if sx > 0 else -math.pi / 2 if first_ant: ANT.location, ANT.rotation_euler = loc, (0, 0, rz) first_ant = False else: duplicate(ANT, loc=loc, rot=(0, 0, rz), name='Antefix') box('Roof_Ridge', (0.42, 2 * ROOF_L, 0.16), loc=(0, 0, APEX + ROOF_T - 0.04), base=True, material=M_ROOF) # ── 5. 내부 셀라(나오스)와 6주식 현관 ────────────────────────────────────── for i, (hx, hy) in enumerate(((11.5, 29.6), (11.1, 29.2))): box(f'Cella_Platform_Step_{i + 1}', (2 * hx, 2 * hy, 0.35), loc=(0, 0, Z0 + 0.35 * i), base=True, material=M_STEP) ZI = Z0 + 0.70 WX0, WX1 = 9.9, 10.9 for sx in (-1, 1): box('Cella_Side_Wall', (WX1 - WX0, 54.0, ZC - ZI), loc=(sx * (WX0 + WX1) / 2, 0, ZI), base=True, material=M_WALL) DOOR_W, DOOR_H = 4.9, 10.0 * 0.95 for sy, nm in ((-1, 'East'), (1, 'West')): yc = sy * 24.0 for sx in (-1, 1): box(f'Cella_End_Wall_{nm}', (WX0 - DOOR_W / 2, 1.0, ZC - ZI), loc=(sx * (WX0 + DOOR_W / 2) / 2, yc, ZI), base=True, material=M_WALL) box(f'Cella_Door_Lintel_{nm}', (DOOR_W, 1.0, ZC - ZI - DOOR_H), loc=(0, yc, ZI + DOOR_H), base=True, material=M_WALL) box(f'Cella_Door_{nm}', (DOOR_W, 0.3, DOOR_H), loc=(0, yc, ZI), base=True, material=M_DOOR) frame('Cella_Frieze', WX1 + 0.05, 28.95, WX0 - 0.05, 27.05, ZC, Z_FRIEZE, M_ENT) # 주랑 천장의 가로보(기둥 축마다) beam = box('Ambulatory_Ceiling_Beam', (IN_X - WX1 + 0.1, 0.5, 0.42), loc=((IN_X + WX1) / 2, YS[1], Z_FRIEZE - 0.42), base=True, material=M_ENT) for x in (-1, 1): for y in YS[1:-1]: if (x, y) != (1, YS[1]): duplicate(beam, loc=(x * (IN_X + WX1) / 2, y, Z_FRIEZE - 0.42), name='Ambulatory_Ceiling_Beam') for sy in (-1, 1): for xx in XS[1:-1]: duplicate(beam, loc=(xx, sy * (IN_Y + 28.95) / 2, Z_FRIEZE - 0.42), rot=(0, 0, math.pi / 2), scale=((IN_Y - 28.95 + 0.1) / (IN_X - WX1 + 0.1), 1, 1), name='Ambulatory_Ceiling_Beam') PORCH = doric_column('Column_Porch', ZC - ZI + 0.02, r0=0.86, r1=0.67) PX = [-9.5, -5.7, -1.9, 1.9, 5.7, 9.5] k = 0 for y in (-28.0, 28.0): for x in PX: ob = PORCH if k == 0 else duplicate(PORCH, name=f'Column_Porch_{k:02d}') ob.location = (x, y, ZI - 0.02) k += 1 # ── 6. 박공 조각군과 아크로테리온 ───────────────────────────────────────── def figure_proto(name, kind): """단순화한 조각상: 서 있는 인물(standing), 앉은 인물(seated), 기댄 인물(reclining). 높이 1m 기준.""" if kind in ('standing', 'striding'): lean = 0.0 if kind == 'standing' else 0.12 parts = [cylinder('fg', r=0.21, r2=0.15, h=0.52, seg=14), # 옷자락 cylinder('fg', r=0.15, r2=0.13, h=0.30, loc=(lean * 0.5, 0, 0.5), seg=12), sphere('fg', r=1.0, loc=(lean, 0, 0.79), scale=(0.21, 0.11, 0.08), seg=12, rings=6), sphere('fg', r=0.075, loc=(lean, 0, 0.9), scale=(1, 1, 1.15), seg=12, rings=8), sphere('fg', r=1.0, loc=(-0.19, 0, 0.62), rot=(0, 0.15, 0), scale=(0.05, 0.05, 0.2), seg=8, rings=6)] if kind == 'striding': parts.append(sphere('fg', r=1.0, loc=(0.26 + lean, 0, 0.95), rot=(0, 0.6, 0), scale=(0.045, 0.045, 0.22), seg=8, rings=6)) else: parts.append(sphere('fg', r=1.0, loc=(0.19, 0, 0.62), rot=(0, -0.15, 0), scale=(0.05, 0.05, 0.2), seg=8, rings=6)) elif kind == 'seated': parts = [box('fg', (0.36, 0.30, 0.36), loc=(0, 0, 0), base=True), cylinder('fg', r=0.15, r2=0.11, h=0.5, loc=(0, 0.02, 0.34), seg=12), sphere('fg', r=0.085, loc=(0, 0.02, 0.92), seg=12, rings=8), sphere('fg', r=1.0, loc=(0, -0.12, 0.33), scale=(0.17, 0.2, 0.07), seg=10, rings=6)] else: parts = [sphere('fg', r=1.0, loc=(0, 0, 0.16), scale=(0.62, 0.17, 0.16), seg=14, rings=8), sphere('fg', r=1.0, loc=(-0.45, 0, 0.36), rot=(0, -0.5, 0), scale=(0.17, 0.14, 0.24), seg=12, rings=6), sphere('fg', r=0.085, loc=(-0.52, 0, 0.62), seg=10, rings=6)] return bake(assign(join(parts, name), M_SCUL)) FIG = {k: figure_proto(f'Pediment_Figure_{k}', k) for k in ('standing', 'striding', 'seated', 'reclining')} used = set() for sy, nm in ((-1, 'East'), (1, 'West')): x = -14.2 i = 0 while x < 14.3: room = (zb(x) - RAKE_D) - Z_TOP # 박공 안쪽 높이 if room < 0.7: x += 0.6 continue if room < 1.6: kind, h, step = 'reclining', min(room * 0.85, 1.2), 1.15 elif room < 2.4: kind, h, step = 'seated', room * 0.82, 0.62 else: kind, h, step = random.choice(('standing', 'striding')), min(room * 0.86, 3.0), 0.5 if abs(x) < 0.5: kind, h = 'standing', 3.15 # 가운데 주신(主神) s = h * random.uniform(0.94, 1.02) flip = 1 if x < 0 else -1 loc = (x, sy * (FR_Y + 0.34), Z_TOP) rot = (0, 0, (0 if sy < 0 else math.pi) + random.uniform(-0.25, 0.25)) sc = (s * flip if kind in ('reclining', 'striding') else s, s * 1.3, s) proto = FIG[kind] if kind not in used: used.add(kind) proto.location, proto.rotation_euler, proto.scale = loc, rot, sc proto.name = f'Pediment_Figure_{nm}_{i:02d}' else: duplicate(proto, loc=loc, rot=rot, scale=sc, name=f'Pediment_Figure_{nm}_{i:02d}') x += step * s i += 1 # 아크로테리온: 꼭대기의 꽃 장식(팔메트)과 모서리 받침 palm = [(-0.55, 0)] for k in range(13): a = math.pi * (1 - k / 12) rr = 1.0 if k % 2 == 0 else 0.78 palm.append((rr * 0.85 * math.cos(a), 0.55 + rr * 1.05 * math.sin(a))) palm.append((0.55, 0)) ACRO = extrude_profile('Acroterion_Palmette', palm, 0.22, material=M_SCUL) bake(ACRO) for sy, nm in ((-1, 'East'), (1, 'West')): yy = sy * (CO_Y - 0.15) base = box(f'Acroterion_Base_{nm}', (1.1, 0.6, 0.45), loc=(0, yy, APEX + ROOF_T - 0.12), base=True, material=M_ENT) ob = ACRO if nm == 'East' else duplicate(ACRO, name='Acroterion_Palmette') ob.location = (0, yy, APEX + ROOF_T + 0.33) ob.scale = (1.3, 1.0, 1.3) for sx in (-1, 1): box(f'Acroterion_Corner_Base_{nm}', (0.8, 0.8, 0.35), loc=(sx * (CO_X - 0.4), yy - sy * 0.25, zb(CO_X) + ROOF_T - 0.05), base=True, material=M_ENT) duplicate(ACRO, loc=(sx * (CO_X - 0.4), yy - sy * 0.25, zb(CO_X) + ROOF_T + 0.30), scale=(0.75, 1.0, 0.75), name='Acroterion_Corner_Palmette')