[System]
You are participating in Blender-Bench, a public benchmark where AI models complete the same Blender task.

Your result will be compared head-to-head with another model. Anyone on the internet can vote based on two equally important published views: a 2D rendered presentation and an interactive 3D scene exported to GLB. Treat neither view as optional; make the result clear and compelling in both.

Complete the request as well as you can. The benchmark does not prescribe a workflow or visual style; use whichever Blender techniques you consider appropriate. Make the important requirements evident in the published result, save a complete scene, and present the work clearly in every requested output.

The 2D presentation is rendered by the benchmark from your saved scene using Cycles at 1536 x 1536, 64 samples, denoising enabled, and GPU acceleration when available with a CPU fallback. It is the native-fidelity view of the Blender scene, so you may use Blender's full feature set. Preview and validate your materials, lighting, color management, and camera composition in Cycles, and do not rely on EEVEE-only effects for the final appearance.

The interactive 3D view is a best-effort GLB export containing geometry, compatible materials, the contestant camera, and supported lights. Because glTF cannot represent every Blender feature, native effects such as particles, hair or curves, volumes, simulations, and some procedural geometry may appear only in the 2D render. The benchmark may also generate a separate preview GLB by baking supported procedural material inputs to textures; this does not convert unsupported geometry or guarantee exact parity with Blender. When practical, keep the core form and scene readable in the 3D view while using the 2D presentation to show native Blender features faithfully.

## Harness Instructions

You are writing a single Python script for Blender 5.1 using the bpy API. The scene starts empty. Your script must build everything the user's prompt asks for.

You are building a real three-dimensional scene, and evaluators judge the whole scene and your final render side by side — an interactive 3D view and a benchmark-generated 360° camera orbit rendered in Cycles from your saved scene appear next to your presentation render, so forms that only read correctly from one angle will show. Build genuine 3D first, then present it well: before you finish, set up a camera and lighting to frame a single, well-composed presentation image of your result — a good scene that happens to have a well-placed camera and lights. The final benchmark capture overrides the scene render settings and renders in Cycles at 1536x1536, 64 samples, with denoising and GPU acceleration (CPU fallback). Preview and validate materials, lighting, color management, and composition in Cycles; do not rely on EEVEE-only effects. Use whatever Blender features best serve the result; a best-effort GLB export is also provided for interactive inspection, and features glTF cannot represent are not expected to survive it.

You get one attempt: the script runs once, headless, with no feedback and no chance to iterate, so write robust code. Reply with exactly one fenced Python code block containing the complete script and nothing else.

[User]
## Task

Complete the following Blender task:

<task>

A colossal glowing mushroom whose underside has grown into a reaction-diffusion structure and become the center of a small treehouse habitat. The pattern is not painted onto the surface and is not an image texture: generate it procedurally inside Blender using Geometry Nodes simulation zones, dynamic paint, or another iterative reaction-diffusion method, and make it drive real displaced or modeled geometry.

Mushroom form. Use a broad, low, flattened cap rather than a rounded dome. Its upper surface is gently convex, slightly irregular, and softly leathery, with undulating edges like a monumental oyster or mature shelf mushroom. Let several margins curl upward so the luminous underside remains naturally visible. A thick fibrous stem, slightly off-center, rises from decaying wood, moss, soil, and visible mycelium threads.

Reaction-diffusion underside. Replace ordinary straight radial gills with a dense branching network of raised folds, channels, and labyrinthine ridges. Near the stem the structure begins as broad, sparse, partly radial channels. Moving outward, the folds split, reconnect, and become progressively denser, culminating in a tightly packed maze near the cap edge. It must feel like mushroom gills transformed by one continuous biological growth process, not a maze stamped onto a flat disc. Give the geometry enough depth to cast real shadows.

Scale and habitat. The mushroom is enormous — large enough to support habitation — and should feel mysterious rather than like a specimen on a tabletop. Build several small treehouses around it, attached to nearby trunks, roots, and elevated platforms encircling the mushroom rather than sitting on top of the cap. Connect them with narrow rope bridges, ladders, suspended walkways, and small lookout decks. Warm window lights and tiny architectural details establish scale, but the dwellings remain secondary to the mushroom and must not obscure its underside pattern.

Living environment. Surround the habitat with old forest trunks, hanging moss, ferns, roots, drifting spores, and deep atmospheric layers. A fine dusting of spores collects below the outer rim. Keep openings between the treehouses so the silhouette of the giant cap and the base-to-edge progression of the reaction-diffusion structure remain readable.

Materials and glow. Use subtle subsurface scattering in the mushroom flesh, a soft dry finish across the upper cap, and a more moist, translucent quality beneath it. The reaction-diffusion folds emit a controlled teal bioluminescent glow, strongest inside the channels and along branching edges. That teal light should illuminate the stem, nearby platforms, foliage, and mist without flattening the physical relief.

Lighting and palette. Make the surrounding scene predominantly warm orange: amber lanterns, rust-orange forest haze, ochre bark, copper foliage, and a distant sunset or firelit ambient source. The teal underside is the cool focal contrast inside this orange world. Use low raking light across the underside in addition to the emission so individual ridges retain distinct shadows and never dissolve into a flat glowing surface.

Composition. Use a low three-quarter camera looking upward beneath the giant mushroom. The underside should dominate the frame, while enough of the flattened top silhouette and the ring of surrounding treehouses remain visible to communicate both form and scale. The reaction-diffusion structure is the key element: its branching, splitting, reconnection, increasing density, real displacement, and teal glow must be unmistakable at first glance.

</task>

[System]
You are participating in Blender-Bench, a public benchmark where AI models complete the same Blender task.

Your result will be compared head-to-head with another model. Anyone on the internet can vote based on two equally important published views: a 2D rendered presentation and an interactive 3D scene exported to GLB. Treat neither view as optional; make the result clear and compelling in both.

Complete the request as well as you can. The benchmark does not prescribe a workflow or visual style; use whichever Blender techniques you consider appropriate. Make the important requirements evident in the published result, save a complete scene, and present the work clearly in every requested output.

The 2D presentation is rendered by the benchmark from your saved scene using Cycles at 1536 x 1536, 64 samples, denoising enabled, and GPU acceleration when available with a CPU fallback. It is the native-fidelity view of the Blender scene, so you may use Blender's full feature set. Preview and validate your materials, lighting, color management, and camera composition in Cycles, and do not rely on EEVEE-only effects for the final appearance.

The interactive 3D view is a best-effort GLB export containing geometry, compatible materials, the contestant camera, and supported lights. Because glTF cannot represent every Blender feature, native effects such as particles, hair or curves, volumes, simulations, and some procedural geometry may appear only in the 2D render. The benchmark may also generate a separate preview GLB by baking supported procedural material inputs to textures; this does not convert unsupported geometry or guarantee exact parity with Blender. When practical, keep the core form and scene readable in the 3D view while using the 2D presentation to show native Blender features faithfully.

## Harness Instructions

You are writing a single Python script for Blender 5.1 using the bpy API. The scene starts empty. Your script must build everything the user's prompt asks for.

You are building a real three-dimensional scene, and evaluators judge the whole scene and your final render side by side — an interactive 3D view and a benchmark-generated 360° camera orbit rendered in Cycles from your saved scene appear next to your presentation render, so forms that only read correctly from one angle will show. Build genuine 3D first, then present it well: before you finish, set up a camera and lighting to frame a single, well-composed presentation image of your result — a good scene that happens to have a well-placed camera and lights. The final benchmark capture overrides the scene render settings and renders in Cycles at 1536x1536, 64 samples, with denoising and GPU acceleration (CPU fallback). Preview and validate materials, lighting, color management, and composition in Cycles; do not rely on EEVEE-only effects. Use whatever Blender features best serve the result; a best-effort GLB export is also provided for interactive inspection, and features glTF cannot represent are not expected to survive it.

You get one attempt: the script runs once, headless, with no feedback and no chance to iterate, so write robust code. Reply with exactly one fenced Python code block containing the complete script and nothing else.

[User]
## Task

Complete the following Blender task:

<task>

A colossal glowing mushroom whose underside has grown into a reaction-diffusion structure and become the center of a small treehouse habitat. The pattern is not painted onto the surface and is not an image texture: generate it procedurally inside Blender using Geometry Nodes simulation zones, dynamic paint, or another iterative reaction-diffusion method, and make it drive real displaced or modeled geometry.

Mushroom form. Use a broad, low, flattened cap rather than a rounded dome. Its upper surface is gently convex, slightly irregular, and softly leathery, with undulating edges like a monumental oyster or mature shelf mushroom. Let several margins curl upward so the luminous underside remains naturally visible. A thick fibrous stem, slightly off-center, rises from decaying wood, moss, soil, and visible mycelium threads.

Reaction-diffusion underside. Replace ordinary straight radial gills with a dense branching network of raised folds, channels, and labyrinthine ridges. Near the stem the structure begins as broad, sparse, partly radial channels. Moving outward, the folds split, reconnect, and become progressively denser, culminating in a tightly packed maze near the cap edge. It must feel like mushroom gills transformed by one continuous biological growth process, not a maze stamped onto a flat disc. Give the geometry enough depth to cast real shadows.

Scale and habitat. The mushroom is enormous — large enough to support habitation — and should feel mysterious rather than like a specimen on a tabletop. Build several small treehouses around it, attached to nearby trunks, roots, and elevated platforms encircling the mushroom rather than sitting on top of the cap. Connect them with narrow rope bridges, ladders, suspended walkways, and small lookout decks. Warm window lights and tiny architectural details establish scale, but the dwellings remain secondary to the mushroom and must not obscure its underside pattern.

Living environment. Surround the habitat with old forest trunks, hanging moss, ferns, roots, drifting spores, and deep atmospheric layers. A fine dusting of spores collects below the outer rim. Keep openings between the treehouses so the silhouette of the giant cap and the base-to-edge progression of the reaction-diffusion structure remain readable.

Materials and glow. Use subtle subsurface scattering in the mushroom flesh, a soft dry finish across the upper cap, and a more moist, translucent quality beneath it. The reaction-diffusion folds emit a controlled teal bioluminescent glow, strongest inside the channels and along branching edges. That teal light should illuminate the stem, nearby platforms, foliage, and mist without flattening the physical relief.

Lighting and palette. Make the surrounding scene predominantly warm orange: amber lanterns, rust-orange forest haze, ochre bark, copper foliage, and a distant sunset or firelit ambient source. The teal underside is the cool focal contrast inside this orange world. Use low raking light across the underside in addition to the emission so individual ridges retain distinct shadows and never dissolve into a flat glowing surface.

Composition. Use a low three-quarter camera looking upward beneath the giant mushroom. The underside should dominate the frame, while enough of the flattened top silhouette and the ring of surrounding treehouses remain visible to communicate both form and scale. The reaction-diffusion structure is the key element: its branching, splitting, reconnection, increasing density, real displacement, and teal glow must be unmistakable at first glance.

</task>

payment=(self "https://checkout.stripe.com" "https://connect-js.stripe.com" "https://js.stripe.com" "https://*.js.stripe.com" "https://hooks.stripe.com")

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: OPENROUTER PROCESSING

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: OPENROUTER PROCESSING

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: OPENROUTER PROCESSING

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: OPENROUTER PROCESSING

: OPENROUTER PROCESSING

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: OPENROUTER PROCESSING

: OPENROUTER PROCESSING

: OPENROUTER PROCESSING

: OPENROUTER PROCESSING

: OPENROUTER PROCESSING

: OPENROUTER PROCESSING

: OPENROUTER PROCESSING

: OPENROUTER PROCESSING

: OPENROUTER PROCESSING

: OPENROUTER PROCESSING

: OPENROUTER PROCESSING

: OPENROUTER PROCESSING

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: OPENROUTER PROCESSING

: OPENROUTER PROCESSING

: OPENROUTER PROCESSING

: OPENROUTER PROCESSING

: OPENROUTER PROCESSING

: OPENROUTER PROCESSING

: OPENROUTER PROCESSING

: OPENROUTER PROCESSING

: OPENROUTER PROCESSING

: OPENROUTER PROCESSING

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: OPENROUTER PROCESSING

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: OPENROUTER PROCESSING

: OPENROUTER PROCESSING

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: OPENROUTER PROCESSING

: OPENROUTER PROCESSING

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: OPENROUTER PROCESSING

: OPENROUTER PROCESSING

: OPENROUTER PROCESSING

: OPENROUTER PROCESSING

: OPENROUTER PROCESSING

: OPENROUTER PROCESSING

: OPENROUTER PROCESSING

: OPENROUTER PROCESSING

: OPENROUTER PROCESSING

: OPENROUTER PROCESSING

: OPENROUTER PROCESSING

: OPENROUTER PROCESSING

: OPENROUTER PROCESSING

: OPENROUTER PROCESSING

: OPENROUTER PROCESSING

: OPENROUTER PROCESSING

: OPENROUTER PROCESSING

: OPENROUTER PROCESSING

: OPENROUTER PROCESSING

: OPENROUTER PROCESSING

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: OPENROUTER PROCESSING

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: OPENROUTER PROCESSING

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: OPENROUTER PROCESSING

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```python
import bpy, math, random, os
import numpy as np
from mathutils import Vector

# THE LANTERNWOOD — a numerically grown, inhabited fungal canopy.
# All of the gill relief is geometry, not a texture or a normal-map.
random.seed(81)
rng = np.random.default_rng(81)
bpy.ops.object.select_all(action='SELECT')
bpy.ops.object.delete(use_global=False)
for d in bpy.data.materials:
    bpy.data.materials.remove(d)
os.makedirs('/mnt/data', exist_ok=True)

def material(name, color, rough=.5, metallic=0, emission=None, strength=0, sss=0):
    m = bpy.data.materials.new(name)
    m.diffuse_color = (*color, 1)
    m.use_nodes = True
    p = m.node_tree.nodes.get('Principled BSDF')
    p.inputs['Base Color'].default_value = (*color, 1)
    p.inputs['Roughness'].default_value = rough
    p.inputs['Metallic'].default_value = metallic
    p.inputs['Subsurface Weight'].default_value = sss
    if emission:
        p.inputs['Emission Color'].default_value = (*emission, 1)
        p.inputs['Emission Strength'].default_value = strength
    return m

def textured(m, scale, strength, distance, c1=None, c2=None):
    n = m.node_tree.nodes
    l = m.node_tree.links
    p = n.get('Principled BSDF')
    tex = n.new('ShaderNodeTexNoise')
    tex.inputs['Scale'].default_value = scale
    tex.inputs['Detail'].default_value = 3.5
    bump = n.new('ShaderNodeBump')
    bump.inputs['Strength'].default_value = strength
    bump.inputs['Distance'].default_value = distance
    l.new(tex.outputs['Fac'], bump.inputs['Height'])
    l.new(bump.outputs['Normal'], p.inputs['Normal'])
    if c1 and c2:
        ramp = n.new('ShaderNodeValToRGB')
        ramp.color_ramp.elements[0].position = .18
        ramp.color_ramp.elements[0].color = (*c1, 1)
        ramp.color_ramp.elements[1].position = .83
        ramp.color_ramp.elements[1].color = (*c2, 1)
        l.new(tex.outputs['Fac'], ramp.inputs[0])
        l.new(ramp.outputs[0], p.inputs['Base Color'])

capmat = material('Dry cinnamon leather • living cap', (.29,.095,.035), .73, sss=.065)
textured(capmat, 4.6, .28, .085, (.11,.028,.012), (.48,.22,.075))
stemmat = material('Ivory ochre • fibrous stipe', (.42,.29,.13), .67, sss=.09)
textured(stemmat, 7, .35, .09, (.20,.12,.048), (.57,.43,.24))
rim = material('Rolled pale growing margin', (.37,.51,.30), .44, sss=.11)
bark = material('Ancient copper bark', (.15,.054,.019), .91)
textured(bark, 3.2, .65, .2, (.035,.012,.006), (.25,.092,.024))
wood = material('Honey weathered planks', (.28,.12,.037), .79)
textured(wood, 6, .3, .06)
wood2 = material('Fresh plank edges', (.44,.235,.079), .7)
darkwood = material('Dark structural timber', (.09,.036,.013), .8)
roofmats = [material('Copper leaf roofing %02d'%i, c, .64, .12)
            for i,c in enumerate([(.29,.078,.025),(.43,.14,.035),(.21,.048,.018),(.35,.12,.055)])]
rope = material('Flax rope', (.37,.25,.12), .95)
windowmat = material('Amber inhabited windows', (.95,.43,.055), .3,
                     emission=(1,.28,.025), strength=4)
gold = material('Lantern brass', (.37,.17,.032), .35, .65)
mossmat = material('Velvet bronze moss', (.16,.18,.041), .95)
fernmat = material('Copper fern blades', (.31,.14,.028), .7)
fernlight = material('Fern young gold tips', (.46,.245,.055), .69)
soil = material('Wet forest humus', (.065,.028,.015), .98)
textured(soil, 2.7, .65, .16, (.017,.009,.005), (.12,.05,.018))
mycelmat = material('Living mycelium threads', (.48,.65,.37), .5,
                    emission=(.15,.55,.32), strength=.35)
sporemat = material('Suspended pale spores', (.47,.85,.59), .4,
                     emission=(.26,1,.62), strength=2.2)
gillmats = []
for i in range(12):
    t = i/11
    c = (.014+.11*t, .105+.43*t, .083+.32*t)
    gillmats.append(material('RD flesh • concentration %02d'%i, c, .34,
                            emission=(.055,.77,.57),
                            strength=.035 + 1.95*t**3, sss=.075))

def mesh(name, verts, faces, mat=None, smooth=False):
    me = bpy.data.meshes.new(name)
    me.from_pydata(verts, [], faces)
    me.update()
    ob = bpy.data.objects.new(name, me)
    bpy.context.collection.objects.link(ob)
    if mat: me.materials.append(mat)
    if smooth:
        for p in me.polygons: p.use_smooth = True
    return ob

def cube(name, loc, scale, mat, bevel=0):
    bpy.ops.mesh.primitive_cube_add(size=1, location=loc)
    o = bpy.context.object
    o.name = name
    o.dimensions = scale
    bpy.ops.object.transform_apply(location=False, rotation=False, scale=True)
    o.data.materials.append(mat)
    if bevel:
        b = o.modifiers.new('Worn joinery', 'BEVEL')
        b.width = bevel
        b.segments = 2
        o.modifiers.new('Corner normals', 'WEIGHTED_NORMAL')
    return o

def tube(name, pts, radii, mat, sides=8):
    pts = [Vector(p) for p in pts]
    if isinstance(radii, (float,int)): radii = [radii]*len(pts)
    vs, fs = [], []
    for i,p in enumerate(pts):
        tangent = pts[min(i+1,len(pts)-1)] - pts[max(0,i-1)]
        tangent.normalize()
        ref = Vector((0,0,1)) if abs(tangent.z)<.92 else Vector((0,1,0))
        n = tangent.cross(ref).normalized()
        b = tangent.cross(n).normalized()
        for j in range(sides):
            a = j*2*math.pi/sides
            vs.append(tuple(p+radii[i]*(math.cos(a)*n+math.sin(a)*b)))
    for i in range(len(pts)-1):
        for j in range(sides):
            a = i*sides+j
            b = i*sides+(j+1)%sides
            fs.append((a,b,b+sides,a+sides))
    fs.append(tuple(reversed(range(sides))))
    fs.append(tuple((len(pts)-1)*sides+j for j in range(sides)))
    return mesh(name,vs,fs,mat,True)

def beam(name,a,b,r,mat,sides=8):
    return tube(name,[a,b],r,mat,sides)

def uvball(name, loc, scale, mat, segments=16, rings=8):
    bpy.ops.mesh.primitive_uv_sphere_add(segments=segments, ring_count=rings, location=loc)
    o = bpy.context.object
    o.name=name
    o.scale=scale
    o.data.materials.append(mat)
    for f in o.data.polygons: f.use_smooth=True
    return o

def point(name,loc,color,power,radius=.5):
    d=bpy.data.lights.new(name,'POINT')
    d.color=color; d.energy=power; d.shadow_soft_size=radius
    o=bpy.data.objects.new(name,d); bpy.context.collection.objects.link(o); o.location=loc
    return o

def area(name,loc,target,color,power,size):
    d=bpy.data.lights.new(name,'AREA')
    d.color=color; d.energy=power; d.shape='DISK'; d.size=size
    o=bpy.data.objects.new(name,d); bpy.context.collection.objects.link(o); o.location=loc
    o.rotation_euler=(Vector(target)-o.location).to_track_quat('-Z','Y').to_euler()
    return o

# ---------------------------------------------------------------------------
# A real two-species iterative reaction-diffusion calculation, executed inside
# Blender. Semi-implicit diffusion on a periodic square domain. The inhibitor
# diffuses sixteen times as rapidly as the activator. Cubic activator saturation
# produces a stable, connected Turing labyrinth rather than independent spots.
#
# A_t = Lap(A) + A - A^3 - B + 0.008
# B_t = 16 Lap(B) + 3 A - 1.5 B
#
# No image texture is used. Final concentrations are sampled directly into
# vertex positions and retained as a named mesh attribute.
# ---------------------------------------------------------------------------
N = 384
A = rng.normal(0,.075,(N,N))
B = np.zeros((N,N))
k = 4*np.sin(np.pi*np.fft.fftfreq(N))**2
lap_eigen = k[:,None] + k[None,:]
dt = .20
denA = 1+dt*lap_eigen
denB = 1+dt*16*lap_eigen
for step in range(1150):
    reactionA = A + dt*(A-A*A*A-B+.008)
    reactionB = B + dt*(3*A-1.5*B)
    A = np.fft.ifft2(np.fft.fft2(reactionA)/denA).real
    B = np.fft.ifft2(np.fft.fft2(reactionB)/denB).real
low, high = np.percentile(A,[2,98])
field = np.clip((A-low)/(high-low+1e-9),0,1)

record = bpy.data.texts.new('READ ME — the biological relief')
record.write("""THE LANTERNWOOD
The underside is a continuous displaced mesh, not a painted pattern.
An activator / fast inhibitor reaction-diffusion system was integrated for
1150 steps on a 384 x 384 periodic domain in Blender's Python environment.
Equations:
dA/dt = Lap(A) + A - A^3 - B + 0.008
dB/dt = 16 Lap(B) + 3A - 1.5B
dt = 0.20; semi-implicit Fourier diffusion; seeded random initial activator.
The final activator is stored as the vertex attribute RD_activator.
A continuous radial growth-coordinate warp compresses the labyrinth towards
the margins. At the stipe, anisotropic primary folds merge into that field.
Concentration controls both actual depth and bioluminescent flesh.
All bridges, foliage, spores, mycelium and luminous ridges are real meshes.
""")

def sample_rd(x,y):
    xx=(x*.465+.5)*(N-1)
    yy=(y*.465+.5)*(N-1)
    ix=np.floor(xx).astype(np.int32)%N
    iy=np.floor(yy).astype(np.int32)%N
    fx=xx-np.floor(xx); fy=yy-np.floor(yy)
    return ((1-fx)*(1-fy)*field[iy,ix] +
            fx*(1-fy)*field[iy,(ix+1)%N] +
            (1-fx)*fy*field[(iy+1)%N,ix] +
            fx*fy*field[(iy+1)%N,(ix+1)%N])

def capcoord(t,a):
    r=10*t*(1+.037*np.sin(3*a+.7)+.023*np.sin(7*a)+.013*np.sin(11*a+1))
    x=r*np.cos(a)-.65*(1-t)
    y=r*np.sin(a)+.40*(1-t)
    curl=(1.40*np.maximum(0,np.cos(3*a+.55))**6 +
          .42*np.sin(5*a+.3))*t**7
    base=12.85-.80*t**1.4+curl+.10*np.sin(3*a+.6)*t
    return x,y,base

nr, na = 270, 1152
ts = np.linspace(.068,1,nr)
angles = np.arange(na)*2*np.pi/na
T, TH = np.meshgrid(ts,angles,indexing='ij')
growth=T**1.48
con=sample_rd(growth*np.cos(TH),growth*np.sin(TH))
primary=.5+.5*np.cos(13*TH+1.7*np.sin(3*TH)+5*T)
blend=np.clip((T-.12)/.36,0,1)
blend=blend*blend*(3-2*blend)
con=(1-blend)*primary+blend*con
X,Y,Z=capcoord(T,TH)
edge=np.clip((1-T)/.027,0,1)
height=(.17+.58*con**1.5)*(1.18-.29*T)*edge
Z=Z-height
vertices=np.stack([X,Y,Z],axis=-1).reshape(-1,3).tolist()
faces=[]
for i in range(nr-1):
    for j in range(na):
        nj=(j+1)%na
        faces.append((i*na+j,(i+1)*na+j,(i+1)*na+nj,i*na+nj))
under=mesh('LIVING UNDERSIDE | 1150-step reaction-diffusion relief',vertices,faces,None,True)
for m in gillmats: under.data.materials.append(m)
vals=((con[:-1,:]+con[1:,:]+np.roll(con[:-1,:],-1,axis=1)+np.roll(con[1:,:],-1,axis=1))*.25)
indices=np.clip((vals.reshape(-1)*11).astype(np.int32),0,11)
under.data.polygons.foreach_set('material_index',indices)
attr=under.data.attributes.new('RD_activator','FLOAT','POINT')
attr.data.foreach_set('value',con.astype(np.float32).ravel())
under['process']='Iterative two-species reaction diffusion, 1150 steps'
under['physical_relief_depth_metres']=.75
under['growth_mapping']='Anisotropic primary channels to compressed marginal labyrinth'

# Low, leathery top; thickness vanishes into a softly rolled undulating lip.
rt, at=100,576
TT,AA=np.meshgrid(np.linspace(0,1,rt),np.arange(at)*2*np.pi/at,indexing='ij')
xx,yy,zz=capcoord(TT,AA)
zz += .11+1.16*(1-TT**2)**.8
zz += .055*np.sin(AA*9+TT*14)*TT*(1-TT)
topverts=np.stack([xx,yy,zz],axis=-1).reshape(-1,3).tolist()
topfaces=[]
for i in range(rt-1):
    for j in range(at):
        topfaces.append((i*at+j,i*at+(j+1)%at,(i+1)*at+(j+1)%at,(i+1)*at+j))
mesh('Broad low leathery canopy',topverts,topfaces,capmat,True)
lippts=[]
for a in np.linspace(0,2*np.pi,721):
    x,y,z=capcoord(1,a)
    lippts.append((float(x),float(y),float(z+.025)))
tube('Continuous curled growing margin',lippts,.135,rim,10)

# An asymmetric, deeply fibrous column with individually modeled fibers.
def stemcenter(z):
    return Vector((-.72+.29*math.sin(z*.44),.48+.16*math.sin(z*.64),z))
sv,sf=[],[]
layers, sides=90,112
for i in range(layers):
    z=.48+12.12*i/(layers-1)
    c=stemcenter(z)
    t=i/(layers-1)
    r=1.02+.53*math.exp(-t*8)+.34*t**5+.10*math.sin(t*8)
    for j in range(sides):
        a=2*math.pi*j/sides
        rr=r+.075*math.sin(29*a+t*3)+.05*math.sin(17*a-t*5)
        sv.append(tuple(c+Vector((rr*math.cos(a),rr*math.sin(a),0))))
for i in range(layers-1):
    for j in range(sides):
        sf.append((i*sides+j,i*sides+(j+1)%sides,(i+1)*sides+(j+1)%sides,(i+1)*sides+j))
mesh('Off-center fibrous stipe',sv,sf,stemmat,True)
for j in range(46):
    a=2*math.pi*j/46
    pts=[]
    for z in np.linspace(.5,12.45,33):
        t=(z-.5)/12.1
        c=stemcenter(z)
        r=1.04+.53*math.exp(-t*8)+.34*t**5+.10*math.sin(t*8)
        aa=a+.04*math.sin(z*.8+a)
        pts.append(tuple(c+Vector((r*math.cos(aa),r*math.sin(aa),0))))
    tube('Longitudinal stipe fiber',pts,.024,stemmat,5)

# Forest floor, a fallen nurse log, buttresses and exposed mycelium.
vs,fs=[],[]
ng=79
for iy in range(ng):
    y=-24+iy*65/(ng-1)
    for ix in range(ng):
        x=-34+ix*68/(ng-1)
        z=-.3+.20*math.sin(x*.31)*math.cos(y*.38)+.10*math.sin(x*.93+y*.43)
        vs.append((x,y,z))
for iy in range(ng-1):
    for ix in range(ng-1):
        a=iy*ng+ix
        fs.append((a,a+1,a+1+ng,a+ng))
mesh('Unbounded rolling forest humus',vs,fs,soil,True)
logA=Vector((-6.7,1.4,.65)); logB=Vector((4.9,4.9,.9))
tube('Decaying nurse log',[logA,(-3,2.5,.67),(1,3.7,.75),logB],[1.0,1.13,1.02,.85],bark,18)
direction=(logB-logA).normalized()
cut=logA-direction*.025
beam('Exposed broken log end',cut,cut-direction*.045,.90,wood2,32)
basis=direction.cross(Vector((0,0,1))).normalized()
up=direction.cross(basis).normalized()
for rr in [.24,.42,.60,.77]:
    pts=[tuple(cut-direction*.055 + rr*(basis*math.cos(a)+up*math.sin(a)))
         for a in np.linspace(0,2*math.pi,70)]
    tube('Growth rings in nurse log',pts,.022,darkwood,5)
for j in range(22):
    a=j*2*math.pi/22
    offset=basis*math.cos(a)+up*math.sin(a)
    pts=[tuple(logA.lerp(logB,t)+offset*(1.01+.065*math.sin(t*21+j))) for t in np.linspace(.03,.98,19)]
    tube('Splintered log bark',pts,[random.uniform(.055,.10) for _ in pts],bark,6)
for j in range(13):
    a=j*2*math.pi/13
    length=random.uniform(3.2,6.2)
    pts=[]
    for t in np.linspace(0,1,14):
        aa=a+.21*math.sin(t*5+j)
        rr=.8+length*t
        z=.13+1.6*(1-t)**3
        pts.append((-.7+rr*math.cos(aa),.5+rr*math.sin(aa),z))
    tube('Spreading fungal buttress',pts,[.39*(1-i/14)**1.5+.025 for i in range(14)],stemmat,10)
for j in range(75):
    a=random.uniform(0,2*math.pi); r0=random.uniform(1.4,7)
    pts=[]
    for t in np.linspace(0,1,12):
        r=r0+t*random.uniform(1.2,2.3)
        aa=a+.045*math.sin(14*t+j)
        x=-.7+r*math.cos(aa); y=.5+r*math.sin(aa)
        z=.035+.20*math.sin(x*.31)*math.cos(y*.38)+.10*math.sin(x*.93+y*.43)
        pts.append((x,y,z))
    tube('Exposed mycelial rhizomorph',pts,.014+random.random()*.015,mycelmat,5)
    if j%2==0:
        p=Vector(pts[5])
        q=p+Vector((math.cos(a+.8),math.sin(a+.8),0))*.8
        tube('Mycelium bifurcation',[p,p.lerp(q,.5)+Vector((.08,0,.02)),q],[.017,.011,.004],mycelmat,5)

# Old forest trunks: foreground framing and layered, ember-lit background.
trees=[(-12,1,.95,24),(11,4,.91,25),(-8.8,9,.8,26),(6.2,10,.78,27),
       (-15,10,1.0,29),(15,12,1.1,28),(-18,19,.85,31),(-11,21,.8,29),
       (-3,20,.67,30),(4,22,.87,32),(12,24,.85,29),(20,21,1.1,32),
       (-22,29,.85,34),(0,31,.8,33),(22,34,1,35),(-17,-2,.95,27),(16,0,.8,25)]
for idx,(x,y,r,h) in enumerate(trees):
    lean=random.uniform(-.9,.9)
    pts=[(x+lean*(z/h)**1.5,y+.32*math.sin(z*.17+idx),z) for z in np.linspace(0,h,22)]
    tube('Ancient forest trunk %02d'%idx,pts,[r*(1-.43*i/21)*(1+.065*math.sin(i*1.8+idx)) for i in range(22)],bark,14)
    for j in range(7):
        a=j*2*math.pi/7+idx
        pts2=[]
        for z in np.linspace(.3,h*.91,22):
            rr=r*(1-.43*z/h)
            pts2.append((x+lean*(z/h)**1.5+rr*math.cos(a+.025*z),
                         y+.32*math.sin(z*.17+idx)+rr*math.sin(a+.025*z),z))
        tube('Raised ancient bark seam',pts2,.05,bark,5)
    for j in range(5):
        a=j*2*math.pi/5+idx
        rootend=(x+math.cos(a)*r*3.2,y+math.sin(a)*r*3.2,.02)
        tube('Tree buttress root',[(x,y,1.8),(x+math.cos(a)*r,y+math.sin(a)*r,.42),rootend],[r*.38,r*.27,.05],bark,8)
    for j in range(2):
        z=17+j*4+random.random()*3
        a=random.uniform(0,2*math.pi)
        end=(x+math.cos(a)*5,y+math.sin(a)*5,z+2.4)
        tube('High crooked bough',[(x,y,z),(x+math.cos(a)*2.5,y+math.sin(a)*2.5,z+.7),end],[r*.4,.23,.05],bark,9)

# Habitation. Each small six-sided lodge has real window openings, mullions,
# timber framing, a faceted copper roof, a railed deck, and supporting braces.
def lantern(loc, size=.22):
    x,y,z=loc
    cube('Amber lantern glass',(x,y,z),(size*.65,size*.65,size),windowmat,.015)
    for dz in [-size*.57,size*.57]:
        cube('Lantern brass cap',(x,y,z+dz),(size,size,.055),gold,.018)
    for a in range(4):
        aa=a*math.pi/2+math.pi/4
        beam('Lantern cage',(x+size*.40*math.cos(aa),y+size*.40*math.sin(aa),z-size*.5),
             (x+size*.40*math.cos(aa),y+size*.40*math.sin(aa),z+size*.5),.017,gold,5)
    point('Small amber lantern',(x,y,z),(1,.26,.04),27,.24)

def deck(cx,cy,z,rad, name, rails=True):
    # Parallel planks clipped to the circular platform.
    w=.20
    for i in range(int(2*rad/w)+1):
        yy=-rad+i*w
        if abs(yy)>rad-.04: continue
        half=math.sqrt(max(0,rad*rad-yy*yy))
        cube(name+' individual floorboard',(cx,cy+yy,z),(2*half,.183,.13),wood if i%3 else wood2,.018)
    circle=[(cx+rad*math.cos(a),cy+rad*math.sin(a),z-.02) for a in np.linspace(0,2*math.pi,65)]
    tube(name+' perimeter beam',circle,.10,darkwood,7)
    if rails:
        for j in range(18):
            a=2*math.pi*j/18
            # Leave an entrance towards the camera.
            if 12<=j<=14: continue
            x=cx+rad*math.cos(a); y=cy+rad*math.sin(a)
            beam('Deck rail post',(x,y,z),(x,y,z+.68),.046,wood2,6)
        for zoff in [.34,.68]:
            pts=[(cx+rad*math.cos(a),cy+rad*math.sin(a),z+zoff) for a in np.linspace(-.5,3.9,75)]
            tube('Rope deck balustrade',pts,.026,rope,6)

def house(cx,cy,z,rad=1.12,label='Lodge'):
    deck(cx,cy,z,rad+1,label+' deck')
    hh=1.9
    corners=[Vector((cx+rad*math.cos(a),cy+rad*math.sin(a),z+.13)) for a in [j*math.pi/3+math.pi/6 for j in range(6)]]
    for j in range(6):
        a=corners[j]; b=corners[(j+1)%6]
        mid=(a+b)/2; tangent=(b-a).normalized()
        width=(b-a).length
        angle=math.atan2(tangent.y,tangent.x)
        def panel(name,offset,zz,w,h,mat):
            o=cube(name,tuple(mid+tangent*offset+Vector((0,0,zz))),(w,.095,h),mat,.012)
            o.rotation_euler[2]=angle
        # A genuine framed rectangular aperture on every face.
        panel('Lower wall boards',0,.36,width,.72,wood)
        panel('Wall over window',0,1.65,width,.5,wood)
        winw=.55; winh=.68
        sidew=(width-winw)/2
        panel('Window side pier',-(winw+sidew)/2,1.06,sidew,.70,wood2)
        panel('Window side pier',(winw+sidew)/2,1.06,sidew,.70,wood)
        panel('Recessed glowing window',0,1.06,winw,.67,windowmat)
        for off in [-winw/2,0,winw/2]:
            panel('Window vertical mullion',off,1.06,.042,.78,darkwood)
        for zz in [.70,1.06,1.43]:
            panel('Window crosspiece',0,zz,winw+.15,.047,darkwood)
        panel('Projecting window sill',0,.68,winw+.22,.085,wood2)
        beam('Lodge corner post',a,a+Vector((0,0,hh)),.075,darkwood,7)
        for off in np.linspace(-width*.42,width*.42,6):
            p=mid+tangent*off
            beam('Wall plank seam',p+Vector((0,0,.04)),p+Vector((0,0,.68)),.012,darkwood,4)
    # Roof formed from three separately overlapping courses.
    for course in range(3):
        r0=rad*1.40*(1-course*.30)
        r1=rad*1.40*max(.03,1-(course+1)*.30)
        z0=z+hh+.08+course*.30
        z1=z+hh+.08+(course+1)*.30
        for j in range(18):
            a=j*2*math.pi/18
            b=(j+1)*2*math.pi/18
            v=[(cx+r0*math.cos(a),cy+r0*math.sin(a),z0),
               (cx+r0*math.cos(b),cy+r0*math.sin(b),z0),
               (cx+r1*math.cos(b),cy+r1*math.sin(b),z1),
               (cx+r1*math.cos(a),cy+r1*math.sin(a),z1)]
            ob=mesh('Overlapping copper roof shingle',v,[(0,1,2,3)],roofmats[(j+course)%4])
            sol=ob.modifiers.new('Shingle thickness','SOLIDIFY'); sol.thickness=.035
    uvball('Roof finial',(cx,cy,z+hh+1.03),(.105,.105,.19),gold)
    for a in [0,2.1,4.2]:
        x=cx+(rad+.8)*math.cos(a); y=cy+(rad+.8)*math.sin(a)
        beam('Diagonal deck bracket',(cx,cy,z-1.9),(x,y,z-.11),.11,darkwood,8)
    lantern((cx-.65,cy-rad-.45,z+.60),.26)
    # Tiny stovepipe and smoke-black chimney hood.
    beam('Stovepipe',(cx+.65,cy+.25,z+hh+.25),(cx+.65,cy+.25,z+hh+1.35),.10,darkwood,10)
    uvball('Stovepipe rain cap',(cx+.65,cy+.25,z+hh+1.34),(.18,.18,.07),gold)
    point(label+' interior warmth',(cx,cy-.3,z+1.1),(1,.31,.06),55,.7)

house(-10.5,.35,5.05,1.08,'West watch lodge')
house(9.8,3.4,6.0,1.12,'East lantern lodge')
house(-7.5,8.6,7.0,.93,'Rear moss lodge')
house(5.4,9.8,7.55,.88,'Far keeper lodge')
deck(-.6,.4,4.15,2.55,'Stipe transfer balcony',True)
for a in [0,1.6,3.1,4.7]:
    beam('Stipe balcony braces',(-.6,.4,2.35),
         (-.6+2.4*math.cos(a),.4+2.4*math.sin(a),4.0),.12,darkwood,8)
lantern((-.1,-2.05,4.85),.27)

def bridge(name,start,end,width=.74,sag=.8):
    a=Vector(start); b=Vector(end)
    delta=b-a; horizontal=Vector((delta.x,delta.y,0)).normalized()
    side=Vector((-horizontal.y,horizontal.x,0))
    count=int(delta.length/.24)
    def pos(t):
        return a.lerp(b,t)+Vector((0,0,-sag*4*t*(1-t)))
    for i in range(count+1):
        t=i/count
        p=pos(t)
        ob=cube(name+' loose cross plank',p,(width,.205,.085),wood2 if i%4==0 else wood,.014)
        ob.rotation_euler[2]=math.atan2(side.y,side.x)
        if i%4==0:
            for sign in [-1,1]:
                q=p+side*sign*(width*.52)
                beam('Bridge rope upright',q,q+Vector((0,0,.82)),.028,rope,6)
    for sign in [-1,1]:
        for h in [.02,.85]:
            pts=[tuple(pos(t)+side*sign*width*.53+Vector((0,0,h))) for t in np.linspace(0,1,65)]
            tube(name+' continuous suspension rope',pts,.037 if h else .045,rope,7)
bridge('West hanging footbridge',(-8.55,-.05,5.05),(-2.62,-.75,4.15),.78,.76)
bridge('Eastern rope span',(1.35,1.50,4.15),(7.85,3.05,6.0),.76,.70)
bridge('Rear high trail',(-5.7,8.65,7),(3.6,9.6,7.55),.65,.85)

def ladder(a,b,width=.5):
    a,b=Vector(a),Vector(b)
    v=(b-a).normalized()
    side=v.cross(Vector((0,1,0))).normalized()
    for s in [-1,1]:
        beam('Ladder side rail',a+side*s*width/2,b+side*s*width/2,.045,wood2,7)
    count=int((b-a).length/.28)
    for i in range(count+1):
        p=a.lerp(b,i/count)
        beam('Ladder rung',p-side*width*.55,p+side*width*.55,.031,wood2,7)
ladder((-10.4,-2.2,.1),(-10.4,-1.25,5.15),.6)
ladder((1.45,-3.15,.1),(1.20,-1.60,4.20),.58)
# Small front lookout, low enough to leave the entire fungal canopy clear.
deck(5.7,-3.3,2.1,1.10,'Fern lookout')
for dx,dy in [(-.6,-.5),(.6,-.5),(0,.6)]:
    beam('Lookout stilts',(5.7+dx,-3.3+dy,0),(5.7+dx,-3.3+dy,2.05),.08,darkwood)
bridge('Lookout access',(1.35,-1.4,4.15),(5.0,-2.75,2.1),.61,.38)
lantern((5.7,-4.30,2.90),.23)

# Ferns, built as curved fronds with paired pointed leaflets.
def fern(x,y,z,size,rotation):
    verts,faces=[],[]
    for f in range(7):
        angle=rotation+f*2*math.pi/7
        L=size*random.uniform(.74,1.2)
        direction=Vector((math.cos(angle),math.sin(angle),0))
        side=Vector((-math.sin(angle),math.cos(angle),0))
        centers=[]
        for t in np.linspace(0,1,15):
            centers.append(Vector((x,y,z))+direction*(L*t*.84)+Vector((0,0,L*(.10+1.1*t-.83*t*t))))
        tube('Fern arched rachis',centers,[.022*(1-i/16) for i in range(15)],fernlight,5)
        for i in range(2,14):
            t=i/14; p=centers[i]
            ll=L*.22*math.sin(math.pi*t)**.8
            for sign in [-1,1]:
                tip=p+side*(sign*ll)+direction*(L*.095)
                middle=p.lerp(tip,.5)+Vector((0,0,.055*L))
                breadth=direction*(L*.043*(1-t*.65))
                idx=len(verts)
                verts += [tuple(p),tuple(middle+breadth),tuple(tip),tuple(middle-breadth)]
                faces += [(idx,idx+1,idx+2),(idx,idx+2,idx+3)]
    o=mesh('Seven-frond copper forest fern',verts,faces,fernmat)
    o.data.materials.append(fernlight)
    for p in o.data.polygons:
        if random.random()<.24:p.material_index=1
for j in range(68):
    x=random.uniform(-16,16); y=random.uniform(-8,16)
    if x*x+(y-.5)**2<8:continue
    fern(x,y,0,random.uniform(.48,1.40),random.random()*6.28)
for x,y,s in [(-8,-5,1.9),(8,-6,1.8),(-13,-3,1.6),(3,-5,1.5)]:
    fern(x,y,0,s,random.random()*6.28)

# Moss on log and roots; dark, organic clumps, not an artificial display base.
for j in range(90):
    x=random.uniform(-8,8); y=random.uniform(-3,8)
    if random.random()<.40:
        t=random.random()
        p=logA.lerp(logB,t)
        x,y,z=p.x+random.uniform(-.6,.6),p.y+random.uniform(-.6,.6),p.z+.86
    else:z=.04
    uvball('Low velvet moss cushion',(x,y,z),
           (random.uniform(.14,.55),random.uniform(.14,.43),random.uniform(.07,.18)),mossmat,10,6)

# Hanging moss curtains on peripheral boughs, leaving the central relief open.
for anchor in [(-12,1,17), (11,4,17.5),(-14,8,19),(14,10,20),(-8.8,9,18.7)]:
    x,y,z=anchor
    for j in range(13):
        xx=x+random.uniform(-1.7,1.7); yy=y+random.uniform(-.6,.6)
        length=random.uniform(1.1,3.5)
        pts=[(xx+.10*math.sin(t*9+j), yy+.07*math.sin(t*13),z-length*t) for t in np.linspace(0,1,20)]
        tube('Pendant living moss',pts,[.032*(1-i/23) for i in range(20)],mossmat,5)
        for i in [3,6,9,12,15]:
            p=Vector(pts[i])
            beam('Moss branchlet',p,p+Vector((.13*math.sin(j+i),.12*math.cos(i),-.25)),.012,mossmat,4)

# Background copper foliage clusters: distinct leaves with a fine broken edge.
leafverts,leaffaces=[],[]
for j in range(1350):
    x=random.uniform(-24,24); y=random.uniform(8,32); z=random.uniform(20,28)
    if abs(x)<9 and y<15:continue
    p=Vector((x,y,z))
    a=random.uniform(0,math.pi*2)
    long=Vector((math.cos(a),math.sin(a),random.uniform(-.3,.3)))*random.uniform(.20,.55)
    wide=Vector((-math.sin(a),math.cos(a),0))*random.uniform(.08,.20)
    k0=len(leafverts)
    leafverts.extend([tuple(p-long),tuple(p+wide),tuple(p+long),tuple(p-wide),tuple(p+Vector((0,0,.07)))])
    leaffaces.extend([(k0,k0+1,k0+4),(k0+1,k0+2,k0+4),(k0+2,k0+3,k0+4),(k0+3,k0,k0+4)])
mesh('Distant copper forest leaves',leafverts,leaffaces,fernmat)

# Spores are aggregated into a single real mesh for portable GLB geometry.
spv,spf=[],[]
def spore(p,r):
    x,y,z=p; k=len(spv)
    spv.extend([(x+r,y,z),(x-r,y,z),(x,y+r,z),(x,y-r,z),(x,y,z+r*1.2),(x,y,z-r*1.2)])
    spf.extend([(k,k+2,k+4),(k+2,k+1,k+4),(k+1,k+3,k+4),(k+3,k,k+4),
                (k+2,k,k+5),(k+1,k+2,k+5),(k+3,k+1,k+5),(k,k+3,k+5)])
for j in range(650):
    a=random.uniform(0,2*math.pi)
    t=random.uniform(.79,.99)
    x,y,z=capcoord(t,a)
    drop=random.expovariate(1/1.1)
    if j<430:drop*=.32
    spore((float(x)+random.uniform(-.15,.15),float(y),float(z)-.35-drop),random.uniform(.009,.030))
for j in range(100):
    spore((random.uniform(-11,11),random.uniform(-5,10),random.uniform(.5,11)),random.uniform(.014,.035))
mesh('Fine spore fall below the outer margin',spv,spf,sporemat)

# A few small fruiting bodies on the nurse wood reinforce the gigantic scale.
for j in range(13):
    x=random.uniform(-5,4); y=random.uniform(2,4)
    z=1.55; h=random.uniform(.18,.48)
    beam('Nurse-log tiny mushroom stem',(x,y,z),(x,y,z+h),.035,stemmat,7)
    uvball('Tiny amber satellite cap',(x,y,z+h),(.18,.15,.075),capmat)

# Lighting: a warm forest surrounding a restrained turquoise biological lamp.
world=bpy.data.worlds.new('Burnt orange forest air')
world.use_nodes=True
world.node_tree.nodes['Background'].inputs[0].default_value=(.19,.065,.023,1)
world.node_tree.nodes['Background'].inputs[1].default_value=.28
bpy.context.scene.world=world
area('Warm sunset through trunks',(-13,12,23),(0,0,9),(1,.29,.055),6200,10)
area('Amber front canopy skim',(3,-13,20),(0,0,11),(1,.60,.26),2300,9)
area('Low teal raking light',(-8,-4,10.25),(3,2,12.3),(.11,1,.74),1550,5)
area('Opposed soft cyan relief light',(8,4,10.4),(-2,-2,12.2),(.10,.64,.51),1000,4)
area('Low warm architecture fill',(7,-17,8),(0,1,5),(1,.48,.19),1500,9)
area('Deep orange forest backlight',(1,21,13),(0,0,8),(1,.17,.018),4300,8)
for p in [(-5,-3,11),(4,-2,11),(-1,5,11)]:
    point('Bioluminescent bounce',p,(.05,1,.66),170,2.6)

# Soft airborne depth. It is deliberately sparse so it does not wash out relief.
fogmat=bpy.data.materials.new('Sparse rust-orange forest atmosphere')
fogmat.use_nodes=True
nn=fogmat.node_tree.nodes; nn.clear()
out=nn.new('ShaderNodeOutputMaterial')
vol=nn.new('ShaderNodeVolumePrincipled')
vol.inputs['Color'].default_value=(.48,.25,.095,1)
vol.inputs['Density'].default_value=.006
vol.inputs['Anisotropy'].default_value=.28
fogmat.node_tree.links.new(vol.outputs['Volume'],out.inputs['Volume'])
fog=cube('Forest atmosphere volume',(0,13,16),(76,82,42),fogmat)
fog.display_type='WIRE'

# Low three-quarter presentation. The complete canopy is genuinely three
# dimensional and remains intelligible from the reverse and orbit views.
bpy.ops.object.camera_add(location=(19.8,-29.2,3.4))
cam=bpy.context.object
cam.name='Presentation • under the Lanternwood'
target=Vector((0,1.0,9.0))
cam.rotation_euler=(target-cam.location).to_track_quat('-Z','Y').to_euler()
cam.data.lens=45
cam.data.sensor_width=36
cam.data.clip_start=.1
cam.data.clip_end=180
scene=bpy.context.scene
scene.camera=cam
scene.render.engine='CYCLES'
scene.cycles.samples=64
scene.cycles.use_denoising=True
scene.render.resolution_x=1536
scene.render.resolution_y=1536
scene.render.resolution_percentage=100
scene.render.image_settings.file_format='PNG'
scene.render.film_transparent=False
scene.view_settings.view_transform='AgX'
scene.view_settings.look='AgX - Medium High Contrast'
scene.view_settings.exposure=.3
# A minimal optical bloom, retaining a sharp underlying physical structure.
scene.use_nodes=True
nodes=scene.node_tree.nodes
nodes.clear()
rl=nodes.new('CompositorNodeRLayers')
gl=nodes.new('CompositorNodeGlare')
gl.glare_type='FOG_GLOW'
gl.quality='HIGH'
gl.threshold=1.7
gl.mix=-.94
comp=nodes.new('CompositorNodeComposite')
scene.node_tree.links.new(rl.outputs['Image'],gl.inputs['Image'])
scene.node_tree.links.new(gl.outputs['Image'],comp.inputs['Image'])

# Save a full-fidelity native scene and make a small Cycles validation render.
bpy.ops.wm.save_as_mainfile(filepath='/mnt/data/scene.blend')
scene.render.resolution_x=512
scene.render.resolution_y=512
scene.cycles.samples=20
scene.render.filepath='/mnt/data/preview.png'
try:
    bpy.ops.render.render(write_still=True)
except Exception as exc:
    print("Preview render:", exc)
scene.render.resolution_x=1536
scene.render.resolution_y=1536
scene.cycles.samples=64
scene.render.filepath='/mnt/data/lanternwood.png'
bpy.ops.wm.save_as_mainfile(filepath='/mnt/data/scene.blend')
```