Last active
March 8, 2024 18:23
-
-
Save upgradeQ/29325ae174ebbd18614f6429f22c24c1 to your computer and use it in GitHub Desktop.
3D model viewer (.obj format) for OBS Studio
This file contains bidirectional Unicode text that may be interpreted or compiled differently than what appears below. To review, open the file in an editor that reveals hidden Unicode characters.
Learn more about bidirectional Unicode characters
------------------------------------------------------- | |
-- version 0.1.2 .obj 3D model viewer for OBS Studio -- | |
-- upgradeQ 2024 -- | |
-- Released to the Public Domain -- | |
------------------------------------------------------- | |
local S = obslua | |
local time = 0.0 | |
local vertex_num = 0 | |
local clear_color = S.vec4() | |
local MODEL_FILENAME = "suzanne.obj" | |
local EFFECT = [[ | |
uniform float itime; | |
#define SamplerState sampler_state | |
#define Texture2D texture2d | |
uniform float4x4 ViewProj; | |
uniform texture2d target_tex; | |
uniform float nvertex; | |
uniform float width; | |
uniform float height; | |
uniform float scale; | |
sampler_state defaultSampler { | |
Filter = Linear; | |
AddressU = Clamp; | |
AddressV = Clamp; | |
}; | |
struct VertexShaderInput { | |
float4 pos : POSITION; | |
float2 uv : TEXCOORD0; | |
float3 random_vals : TEXCOORD1; | |
float3 normal : NORMAL; | |
uint id : VERTEXID; | |
}; | |
// note VERTEXID naming | |
struct PixelShaderInput { | |
float4 pos : POSITION; | |
float2 uv : TEXCOORD0; | |
float3 random_vals : TEXCOORD1; | |
float3 normal : NORMAL; | |
}; | |
SamplerState textureSampler { | |
Filter = Linear; | |
AddressU = Clamp; | |
AddressV = Clamp; | |
}; | |
struct VertDataIn { | |
float4 pos : POSITION; | |
float2 uv : TEXCOORD0; | |
}; | |
struct VertDataOut { | |
float4 pos : POSITION; | |
float2 uv : TEXCOORD0; | |
}; | |
VertDataOut VSDefault(VertDataIn v_in) | |
{ | |
VertDataOut vert_out; | |
vert_out.pos = mul(float4(v_in.pos.xyz, 1.0), ViewProj); | |
vert_out.uv = v_in.uv; | |
return vert_out; | |
} | |
float4 PassThrough(VertDataOut v_in) : TARGET | |
{ | |
return target_tex.Sample(textureSampler, v_in.uv); | |
} | |
float4x4 RotateAroundAxis(float3 axis, float angle) | |
{ | |
float c = cos(angle); | |
float s = sin(angle); | |
float oc = 1.0 - c; | |
return float4x4( | |
oc * axis.x * axis.x + c, oc * axis.x * axis.y - axis.z * s, oc * axis.z * axis.x + axis.y * s, 0, | |
oc * axis.x * axis.y + axis.z * s, oc * axis.y * axis.y + c, oc * axis.y * axis.z - axis.x * s, 0, | |
oc * axis.z * axis.x - axis.y * s, oc * axis.y * axis.z + axis.x * s, oc * axis.z * axis.z + c, 0, | |
0, 0, 0, 1 | |
); | |
} | |
float2 RotateUV(float2 uv, float rotation) | |
{ | |
float mid = 0.5; | |
float cosAngle = cos(rotation); | |
float sinAngle = sin(rotation); | |
return float2( | |
cosAngle * (uv.x - mid) + sinAngle * (uv.y - mid) + mid, | |
cosAngle * (uv.y - mid) - sinAngle * (uv.x - mid) + mid | |
); | |
} | |
PixelShaderInput VS3DModelLoader(VertexShaderInput vert_in) | |
{ | |
PixelShaderInput vert_out; | |
float3 axis = float3(0, 1, 0); // Rotate around the Y-axis | |
float3 axis2 = float3(0, 0, 1); // Rotate around the Z-axis | |
float3 axis3 = float3(1, 0, 0); // Rotate around the X-axis | |
float angle = itime; // Rotate by the time value | |
float angle2 = 3.14159; | |
// Create the rotation matrix | |
float4x4 rotationMatrix = RotateAroundAxis(axis, angle); | |
float4x4 rotationMatrix2 = RotateAroundAxis(axis2, angle2); | |
float4x4 rotationMatrix3 = RotateAroundAxis(axis3, angle*1.5); | |
float4 rotatedPosition; | |
rotatedPosition = mul(float4(vert_in.pos.xyz, 1.0), rotationMatrix); | |
rotatedPosition = mul(float4(rotatedPosition.xyz, 1.0), rotationMatrix3); | |
rotatedPosition = mul(float4(rotatedPosition.xyz, 1.0), rotationMatrix2); | |
rotatedPosition.xyz *= scale; | |
rotatedPosition.x += width/2; | |
rotatedPosition.y += height/2; | |
vert_out.uv = vert_in.uv; | |
// flip uv | |
vert_out.uv.y = 1-vert_in.uv.y; | |
vert_out.pos = float4(rotatedPosition.xyz, 1.0); | |
vert_out.pos = mul(float4(vert_out.pos.xyz, 1.0), ViewProj); | |
vert_in.random_vals.z = vert_in.id; | |
vert_out.random_vals = vert_in.random_vals; | |
vert_out.normal = vert_in.normal; | |
return vert_out; | |
} | |
float4 PS3DModelLoader(PixelShaderInput vert_in) : TARGET | |
{ | |
float n = nvertex/3; | |
float m = vert_in.random_vals.z/(n - n/3); | |
float m1 =m; | |
float m2 = vert_in.random_vals.y; | |
m = clamp(0. + m2*0.2, 0.5, m); | |
float t = itime; | |
t = fmod(floor(t), 120); | |
t *= 0.05*sin(itime/m1+m2); | |
return float4(sin(t*0.09-m1)*0.5+0.5, clamp(0.5, 1.0, cos(t*0.1-m2*m1)*0.5+0.5), clamp(0.7, 1.0, sin(t)*0.5+0.5), 1.); | |
//float3 lightDirection = normalize(float3(-1, 1, sin(itime)*0.5+0.5)); float lightMagnitude = 0.8 * saturate(dot(vert_in.normal, -lightDirection)) + 0.2; float4 tex_col = target_tex.Sample(defaultSampler, vert_in.uv);return float4(lightMagnitude*tex_col.rgb, 1.0); | |
//return float4(vert_in.normal, 1.0); | |
//float4 tex_col = target_tex.Sample(textureSampler, vert_in.uv) ;return tex_col; | |
//return float4(1.0.xxxx); | |
} | |
technique Custom1 | |
{ | |
pass | |
{ | |
vertex_shader = VS3DModelLoader(vert_in); | |
pixel_shader = PS3DModelLoader(vert_in); | |
} | |
} | |
technique Draw | |
{ | |
pass | |
{ | |
vertex_shader = VSDefault(v_in); | |
pixel_shader = PassThrough(v_in); | |
} | |
} | |
]] | |
--################################################################################ | |
local loader = {} | |
loader.version = "0.0.2" -- https://github.com/karai17/lua-obj | |
function loader.load(file) | |
assert(file_exists(file), "File not found: " .. file) | |
local get_lines | |
get_lines = io.lines | |
local lines = {} | |
for line in get_lines(file) do | |
table.insert(lines, line) | |
end | |
return loader.parse(lines) | |
end | |
function loader.parse(object) | |
local obj = { | |
v = {}, -- List of vertices - x, y, z, [w]=1.0 | |
vt = {}, -- Texture coordinates - u, v, [w]=0 | |
vn = {}, -- Normals - x, y, z | |
vp = {}, -- Parameter space vertices - u, [v], [w] | |
f = {}, -- Faces | |
} | |
for _, line in ipairs(object) do | |
local l = string_split(line, "%s+") | |
if l[1] == "v" then | |
local v = { | |
x = tonumber(l[2]), | |
y = tonumber(l[3]), | |
z = tonumber(l[4]), | |
w = tonumber(l[5]) or 1.0 | |
} | |
table.insert(obj.v, v) | |
elseif l[1] == "vt" then | |
local vt = { | |
u = tonumber(l[2]), | |
v = tonumber(l[3]), | |
w = tonumber(l[4]) or 0 | |
} | |
table.insert(obj.vt, vt) | |
elseif l[1] == "vn" then | |
local vn = { | |
x = tonumber(l[2]), | |
y = tonumber(l[3]), | |
z = tonumber(l[4]), | |
} | |
table.insert(obj.vn, vn) | |
elseif l[1] == "vp" then | |
local vp = { | |
u = tonumber(l[2]), | |
v = tonumber(l[3]), | |
w = tonumber(l[4]), | |
} | |
table.insert(obj.vp, vp) | |
elseif l[1] == "f" then | |
local f = {} | |
for i=2, #l do | |
local split = string_split(l[i], "/") | |
local v = {} | |
v.v = tonumber(split[1]) | |
if split[2] ~= "" then | |
v.vt = tonumber(split[2]) | |
end | |
v.vn = tonumber(split[3]) | |
table.insert(f, v) | |
end | |
table.insert(obj.f, f) | |
end | |
end | |
return obj | |
end | |
function file_exists(file) | |
local f = io.open(file, "r") | |
if f then f:close() end | |
return f ~= nil | |
end | |
-- http://wiki.interfaceware.com/534.html | |
function string_split(s, d) | |
local t = {} | |
local i = 0 | |
local f | |
local match = "(.-)" .. d .. "()" | |
if string.find(s, d) == nil then | |
return {s} | |
end | |
for sub, j in string.gmatch(s, match) do | |
i = i + 1 | |
t[i] = sub | |
f = j | |
end | |
if i ~= 0 then | |
t[i+1] = string.sub(s, f) | |
end | |
return t | |
end | |
--################################################################################ | |
function script_tick(seconds) | |
time = time + seconds | |
end | |
local source_def = {} | |
source_def.id = "lua_obj_load" | |
source_def.output_flags = bit.bor(S.OBS_SOURCE_VIDEO, S.OBS_SOURCE_CUSTOM_DRAW) | |
-- Returns new texture and free current texture if loaded | |
function load_texture(path, current_texture) | |
S.obs_enter_graphics() | |
-- Free any existing image | |
if current_texture then | |
S.gs_image_file_free(current_texture) | |
end | |
-- Loads and inits image for texture | |
local new_texture = nil | |
if string.len(path) > 0 then | |
new_texture = S.gs_image_file() | |
S.gs_image_file_init(new_texture, path) | |
if new_texture.loaded then | |
S.gs_image_file_init_texture(new_texture) | |
else | |
S.blog(S.LOG_ERROR, "Cannot load image " .. path) | |
S.gs_image_file_free(current_texture) | |
new_texture = nil | |
end | |
end | |
S.obs_leave_graphics() | |
return new_texture | |
end | |
source_def.get_name = function() | |
return "obj viewer by upgradeQ" | |
end | |
source_def.create = function(settings, source) | |
local data = {} | |
-- Compiles the effect | |
S.obs_enter_graphics() | |
data.effect = S.gs_effect_create(EFFECT, "3d_obj_loader_effect_str", nil) | |
data.params = {} | |
--data.texture_b = S.gs_texrender_create(S.GS_RGBA, S.GS_Z32F) | |
-- Texture renderer with depth buffer | |
data.texture_b = S.gs_texrender_create(S.GS_RGBA, S.GS_Z16) | |
local data_obj = loader.load(script_path() .. MODEL_FILENAME) | |
S.gs_render_start(true) | |
vertex_num = #data_obj.f * 3 | |
local set1, set2, set3 = S.gs_vertex3f, S.gs_texcoord, S.gs_normal3f | |
for i, _v in ipairs(data_obj.f) do | |
local v1 = data_obj.v[data_obj.f[i][1].v] | |
local v2 = data_obj.v[data_obj.f[i][2].v] | |
local v3 = data_obj.v[data_obj.f[i][3].v] | |
local vt1 = data_obj.vt[data_obj.f[i][1].vt] | |
local vt2 = data_obj.vt[data_obj.f[i][2].vt] | |
local vt3 = data_obj.vt[data_obj.f[i][3].vt] | |
local vn1 = data_obj.vn[data_obj.f[i][1].vn] | |
local vn2 = data_obj.vn[data_obj.f[i][2].vn] | |
local vn3 = data_obj.vn[data_obj.f[i][3].vn] | |
local r1, r2 = math.random(), math.random() | |
set1(v1.x, v1.y, v1.z) | |
set2(vt1.u, vt1.v, 0) | |
set3(vn1.x, vn1.y, vn1.z) | |
set2(r1, r2, 1) | |
set1(v2.x, v2.y, v2.z) | |
set2(vt2.u, vt2.v, 0) | |
set3(vn2.x, vn2.y, vn2.z) | |
set2(r1, r2, 1) | |
set1(v3.x, v3.y, v3.z) | |
set2(vt3.u, vt3.v, 0) | |
set3(vn3.x, vn3.y, vn3.z) | |
set2(r1, r2, 1) | |
end | |
data.my_buf = S.gs_render_save() | |
data.params.pattern_texture = S.gs_effect_get_param_by_name(data.effect, "target_tex") | |
data.params.itime = S.gs_effect_get_param_by_name(data.effect, "itime") | |
data.params.nvertex = S.gs_effect_get_param_by_name(data.effect, "nvertex") | |
data.width = 1 | |
data.height = 1 | |
data.params.width = S.gs_effect_get_param_by_name(data.effect, "width") | |
data.params.height = S.gs_effect_get_param_by_name(data.effect, "height") | |
data.params.scale = S.gs_effect_get_param_by_name(data.effect, "scale") | |
S.obs_leave_graphics() | |
-- Calls the destroy function if the effect was not compiled properly | |
if data.effect == nil then | |
S.blog(S.LOG_ERROR, "Effect compilation failed") | |
source_def.destroy(data) | |
return nil | |
end | |
source_def.update(data, settings) | |
return data | |
end | |
source_def.destroy = function(data) | |
S.obs_enter_graphics() | |
S.gs_vertexbuffer_destroy(data.my_buf) | |
S.gs_texrender_destroy(data.texture_b) | |
S.obs_leave_graphics() | |
end | |
source_def.get_properties = function(data) | |
local props = S.obs_properties_create() | |
S.obs_properties_add_path(props, "pattern_path", "Pattern texture", S.OBS_PATH_FILE, "Picture (*.png *.bmp *.jpg *.gif)", nil) | |
S.obs_properties_add_float(props, "width", "w", 0, 4096, 1) | |
S.obs_properties_add_float(props, "height", "h", 0, 4096, 1) | |
S.obs_properties_add_float_slider(props, "scale", "x", 0.00001, 5000, 0.00001) | |
return props | |
end | |
source_def.update = function(data, settings) | |
local pattern_path = S.obs_data_get_string(settings, "pattern_path") | |
data.width = S.obs_data_get_double(settings, "width"); | |
data.height = S.obs_data_get_double(settings, "height"); | |
data.scale = S.obs_data_get_double(settings, "scale"); | |
if data.loaded_pattern_path ~= pattern_path then | |
data.pattern = load_texture(pattern_path, data.pattern) | |
data.loaded_pattern_path = pattern_path | |
end | |
end | |
source_def.get_defaults = function(settings) | |
S.obs_data_set_default_int(settings, "width",2560); | |
S.obs_data_set_default_int(settings, "height",1440); | |
S.obs_data_set_default_double(settings, "scale",350); | |
end | |
source_def.video_render = function(data, effect) | |
S.gs_texrender_reset(data.texture_b) | |
if S.gs_texrender_begin(data.texture_b, data.width, data.height) then | |
S.gs_clear(bit.bor(S.GS_CLEAR_COLOR , S.GS_CLEAR_DEPTH), clear_color, 0, 0) | |
-- The Z-direction is set to this range so that the scaling of the model looks good | |
S.gs_ortho(0.0, data.width, 0.0, data.height, -2000.0, 2000.0) | |
S.gs_enable_depth_test(true) | |
S.gs_depth_function(S.GS_GREATER) | |
S.gs_effect_set_float(data.params.itime, time+0.0) | |
S.gs_effect_set_float(data.params.nvertex, vertex_num) | |
S.gs_effect_set_float(data.params.scale, data.scale) | |
S.gs_effect_set_float(data.params.width, data.width) | |
S.gs_effect_set_float(data.params.height, data.height) | |
if data.pattern then | |
S.gs_effect_set_texture(data.params.pattern_texture, data.pattern.texture) | |
end | |
while S.gs_effect_loop(data.effect, "Custom1") do | |
S.gs_load_vertexbuffer(data.my_buf) | |
S.gs_draw(S.GS_TRIS, 0, vertex_num) | |
end | |
S.gs_texrender_end(data.texture_b) | |
end | |
local tex3 = S.gs_texrender_get_texture(data.texture_b) | |
-- Input texture param that goes by the same name, but used in the final render pass | |
S.gs_effect_set_texture(data.params.pattern_texture, tex3) | |
while S.gs_effect_loop(data.effect, "Draw") do | |
S.gs_draw_sprite_subregion(tex3, 0, 0, 0, data.width, data.height) | |
end | |
end | |
source_def.get_width = function(data) | |
return data.width | |
end | |
source_def.get_height = function(data) | |
return data.height | |
end | |
S.obs_register_source(source_def) |
This file contains bidirectional Unicode text that may be interpreted or compiled differently than what appears below. To review, open the file in an editor that reveals hidden Unicode characters.
Learn more about bidirectional Unicode characters
# Blender3D v249 OBJ File: suzanne.blend | |
# www.blender3d.org | |
v 0.437500 0.164063 0.765625 | |
v -0.437500 0.164063 0.765625 | |
v 0.500000 0.093750 0.687500 | |
v -0.500000 0.093750 0.687500 | |
v 0.546875 0.054688 0.578125 | |
v -0.546875 0.054688 0.578125 | |
v 0.351563 -0.023438 0.617188 | |
v -0.351563 -0.023438 0.617188 | |
v 0.351563 0.031250 0.718750 | |
v -0.351563 0.031250 0.718750 | |
v 0.351563 0.132813 0.781250 | |
v -0.351563 0.132813 0.781250 | |
v 0.273438 0.164063 0.796875 | |
v -0.273438 0.164063 0.796875 | |
v 0.203125 0.093750 0.742188 | |
v -0.203125 0.093750 0.742188 | |
v 0.156250 0.054688 0.648438 | |
v -0.156250 0.054688 0.648438 | |
v 0.078125 0.242188 0.656250 | |
v -0.078125 0.242188 0.656250 | |
v 0.140625 0.242188 0.742188 | |
v -0.140625 0.242188 0.742188 | |
v 0.242188 0.242188 0.796875 | |
v -0.242188 0.242188 0.796875 | |
v 0.273438 0.328125 0.796875 | |
v -0.273438 0.328125 0.796875 | |
v 0.203125 0.390625 0.742188 | |
v -0.203125 0.390625 0.742188 | |
v 0.156250 0.437500 0.648438 | |
v -0.156250 0.437500 0.648438 | |
v 0.351563 0.515625 0.617188 | |
v -0.351563 0.515625 0.617188 | |
v 0.351563 0.453125 0.718750 | |
v -0.351563 0.453125 0.718750 | |
v 0.351563 0.359375 0.781250 | |
v -0.351563 0.359375 0.781250 | |
v 0.437500 0.328125 0.765625 | |
v -0.437500 0.328125 0.765625 | |
v 0.500000 0.390625 0.687500 | |
v -0.500000 0.390625 0.687500 | |
v 0.546875 0.437500 0.578125 | |
v -0.546875 0.437500 0.578125 | |
v 0.625000 0.242188 0.562500 | |
v -0.625000 0.242188 0.562500 | |
v 0.562500 0.242188 0.671875 | |
v -0.562500 0.242188 0.671875 | |
v 0.468750 0.242188 0.757813 | |
v -0.468750 0.242188 0.757813 | |
v 0.476563 0.242188 0.773438 | |
v -0.476563 0.242188 0.773438 | |
v 0.445313 0.335938 0.781250 | |
v -0.445313 0.335938 0.781250 | |
v 0.351563 0.375000 0.804688 | |
v -0.351563 0.375000 0.804688 | |
v 0.265625 0.335938 0.820313 | |
v -0.265625 0.335938 0.820313 | |
v 0.226563 0.242188 0.820313 | |
v -0.226563 0.242188 0.820313 | |
v 0.265625 0.156250 0.820313 | |
v -0.265625 0.156250 0.820313 | |
v 0.351563 0.242188 0.828125 | |
v -0.351563 0.242188 0.828125 | |
v 0.351563 0.117188 0.804688 | |
v -0.351563 0.117188 0.804688 | |
v 0.445313 0.156250 0.781250 | |
v -0.445313 0.156250 0.781250 | |
v 0.000000 0.429688 0.742188 | |
v 0.000000 0.351563 0.820313 | |
v 0.000000 -0.679688 0.734375 | |
v 0.000000 -0.320313 0.781250 | |
v 0.000000 -0.187500 0.796875 | |
v 0.000000 -0.773438 0.718750 | |
v 0.000000 0.406250 0.601563 | |
v 0.000000 0.570313 0.570313 | |
v 0.000000 0.898438 -0.546875 | |
v 0.000000 0.562500 -0.851563 | |
v 0.000000 0.070313 -0.828125 | |
v 0.000000 -0.382813 -0.351563 | |
v 0.203125 -0.187500 0.562500 | |
v -0.203125 -0.187500 0.562500 | |
v 0.312500 -0.437500 0.570313 | |
v -0.312500 -0.437500 0.570313 | |
v 0.351563 -0.695313 0.570313 | |
v -0.351563 -0.695313 0.570313 | |
v 0.367188 -0.890625 0.531250 | |
v -0.367188 -0.890625 0.531250 | |
v 0.328125 -0.945313 0.523438 | |
v -0.328125 -0.945313 0.523438 | |
v 0.179688 -0.968750 0.554688 | |
v -0.179688 -0.968750 0.554688 | |
v 0.000000 -0.984375 0.578125 | |
v 0.437500 -0.140625 0.531250 | |
v -0.437500 -0.140625 0.531250 | |
v 0.632813 -0.039063 0.539063 | |
v -0.632813 -0.039063 0.539063 | |
v 0.828125 0.148438 0.445313 | |
v -0.828125 0.148438 0.445313 | |
v 0.859375 0.429688 0.593750 | |
v -0.859375 0.429688 0.593750 | |
v 0.710938 0.484375 0.625000 | |
v -0.710938 0.484375 0.625000 | |
v 0.492188 0.601563 0.687500 | |
v -0.492188 0.601563 0.687500 | |
v 0.320313 0.757813 0.734375 | |
v -0.320313 0.757813 0.734375 | |
v 0.156250 0.718750 0.757813 | |
v -0.156250 0.718750 0.757813 | |
v 0.062500 0.492188 0.750000 | |
v -0.062500 0.492188 0.750000 | |
v 0.164063 0.414063 0.773438 | |
v -0.164063 0.414063 0.773438 | |
v 0.125000 0.304688 0.765625 | |
v -0.125000 0.304688 0.765625 | |
v 0.203125 0.093750 0.742188 | |
v -0.203125 0.093750 0.742188 | |
v 0.375000 0.015625 0.703125 | |
v -0.375000 0.015625 0.703125 | |
v 0.492188 0.062500 0.671875 | |
v -0.492188 0.062500 0.671875 | |
v 0.625000 0.187500 0.648438 | |
v -0.625000 0.187500 0.648438 | |
v 0.640625 0.296875 0.648438 | |
v -0.640625 0.296875 0.648438 | |
v 0.601563 0.375000 0.664063 | |
v -0.601563 0.375000 0.664063 | |
v 0.429688 0.437500 0.718750 | |
v -0.429688 0.437500 0.718750 | |
v 0.250000 0.468750 0.757813 | |
v -0.250000 0.468750 0.757813 | |
v 0.000000 -0.765625 0.734375 | |
v 0.109375 -0.718750 0.734375 | |
v -0.109375 -0.718750 0.734375 | |
v 0.117188 -0.835938 0.710938 | |
v -0.117188 -0.835938 0.710938 | |
v 0.062500 -0.882813 0.695313 | |
v -0.062500 -0.882813 0.695313 | |
v 0.000000 -0.890625 0.687500 | |
v 0.000000 -0.195313 0.750000 | |
v 0.000000 -0.140625 0.742188 | |
v 0.101563 -0.148438 0.742188 | |
v -0.101563 -0.148438 0.742188 | |
v 0.125000 -0.226563 0.750000 | |
v -0.125000 -0.226563 0.750000 | |
v 0.085938 -0.289063 0.742188 | |
v -0.085938 -0.289063 0.742188 | |
v 0.398438 -0.046875 0.671875 | |
v -0.398438 -0.046875 0.671875 | |
v 0.617188 0.054688 0.625000 | |
v -0.617188 0.054688 0.625000 | |
v 0.726563 0.203125 0.601563 | |
v -0.726563 0.203125 0.601563 | |
v 0.742188 0.375000 0.656250 | |
v -0.742188 0.375000 0.656250 | |
v 0.687500 0.414063 0.726563 | |
v -0.687500 0.414063 0.726563 | |
v 0.437500 0.546875 0.796875 | |
v -0.437500 0.546875 0.796875 | |
v 0.312500 0.640625 0.835938 | |
v -0.312500 0.640625 0.835938 | |
v 0.203125 0.617188 0.851563 | |
v -0.203125 0.617188 0.851563 | |
v 0.101563 0.429688 0.843750 | |
v -0.101563 0.429688 0.843750 | |
v 0.125000 -0.101563 0.812500 | |
v -0.125000 -0.101563 0.812500 | |
v 0.210938 -0.445313 0.710938 | |
v -0.210938 -0.445313 0.710938 | |
v 0.250000 -0.703125 0.687500 | |
v -0.250000 -0.703125 0.687500 | |
v 0.265625 -0.820313 0.664063 | |
v -0.265625 -0.820313 0.664063 | |
v 0.234375 -0.914063 0.632813 | |
v -0.234375 -0.914063 0.632813 | |
v 0.164063 -0.929688 0.632813 | |
v -0.164063 -0.929688 0.632813 | |
v 0.000000 -0.945313 0.640625 | |
v 0.000000 0.046875 0.726563 | |
v 0.000000 0.210938 0.765625 | |
v 0.328125 0.476563 0.742188 | |
v -0.328125 0.476563 0.742188 | |
v 0.164063 0.140625 0.750000 | |
v -0.164063 0.140625 0.750000 | |
v 0.132813 0.210938 0.757813 | |
v -0.132813 0.210938 0.757813 | |
v 0.117188 -0.687500 0.734375 | |
v -0.117188 -0.687500 0.734375 | |
v 0.078125 -0.445313 0.750000 | |
v -0.078125 -0.445313 0.750000 | |
v 0.000000 -0.445313 0.750000 | |
v 0.000000 -0.328125 0.742188 | |
v 0.093750 -0.273438 0.781250 | |
v -0.093750 -0.273438 0.781250 | |
v 0.132813 -0.226563 0.796875 | |
v -0.132813 -0.226563 0.796875 | |
v 0.109375 -0.132813 0.781250 | |
v -0.109375 -0.132813 0.781250 | |
v 0.039063 -0.125000 0.781250 | |
v -0.039063 -0.125000 0.781250 | |
v 0.000000 -0.203125 0.828125 | |
v 0.046875 -0.148438 0.812500 | |
v -0.046875 -0.148438 0.812500 | |
v 0.093750 -0.156250 0.812500 | |
v -0.093750 -0.156250 0.812500 | |
v 0.109375 -0.226563 0.828125 | |
v -0.109375 -0.226563 0.828125 | |
v 0.078125 -0.250000 0.804688 | |
v -0.078125 -0.250000 0.804688 | |
v 0.000000 -0.289063 0.804688 | |
v 0.257813 -0.312500 0.554688 | |
v -0.257813 -0.312500 0.554688 | |
v 0.164063 -0.242188 0.710938 | |
v -0.164063 -0.242188 0.710938 | |
v 0.179688 -0.312500 0.710938 | |
v -0.179688 -0.312500 0.710938 | |
v 0.234375 -0.250000 0.554688 | |
v -0.234375 -0.250000 0.554688 | |
v 0.000000 -0.875000 0.687500 | |
v 0.046875 -0.867188 0.687500 | |
v -0.046875 -0.867188 0.687500 | |
v 0.093750 -0.820313 0.710938 | |
v -0.093750 -0.820313 0.710938 | |
v 0.093750 -0.742188 0.726563 | |
v -0.093750 -0.742188 0.726563 | |
v 0.000000 -0.781250 0.656250 | |
v 0.093750 -0.750000 0.664063 | |
v -0.093750 -0.750000 0.664063 | |
v 0.093750 -0.812500 0.640625 | |
v -0.093750 -0.812500 0.640625 | |
v 0.046875 -0.851563 0.632813 | |
v -0.046875 -0.851563 0.632813 | |
v 0.000000 -0.859375 0.632813 | |
v 0.171875 0.218750 0.781250 | |
v -0.171875 0.218750 0.781250 | |
v 0.187500 0.156250 0.773438 | |
v -0.187500 0.156250 0.773438 | |
v 0.335938 0.429688 0.757813 | |
v -0.335938 0.429688 0.757813 | |
v 0.273438 0.421875 0.773438 | |
v -0.273438 0.421875 0.773438 | |
v 0.421875 0.398438 0.773438 | |
v -0.421875 0.398438 0.773438 | |
v 0.562500 0.351563 0.695313 | |
v -0.562500 0.351563 0.695313 | |
v 0.585938 0.289063 0.687500 | |
v -0.585938 0.289063 0.687500 | |
v 0.578125 0.195313 0.679688 | |
v -0.578125 0.195313 0.679688 | |
v 0.476563 0.101563 0.718750 | |
v -0.476563 0.101563 0.718750 | |
v 0.375000 0.062500 0.742188 | |
v -0.375000 0.062500 0.742188 | |
v 0.226563 0.109375 0.781250 | |
v -0.226563 0.109375 0.781250 | |
v 0.179688 0.296875 0.781250 | |
v -0.179688 0.296875 0.781250 | |
v 0.210938 0.375000 0.781250 | |
v -0.210938 0.375000 0.781250 | |
v 0.234375 0.359375 0.757813 | |
v -0.234375 0.359375 0.757813 | |
v 0.195313 0.296875 0.757813 | |
v -0.195313 0.296875 0.757813 | |
v 0.242188 0.125000 0.757813 | |
v -0.242188 0.125000 0.757813 | |
v 0.375000 0.085938 0.726563 | |
v -0.375000 0.085938 0.726563 | |
v 0.460938 0.117188 0.703125 | |
v -0.460938 0.117188 0.703125 | |
v 0.546875 0.210938 0.671875 | |
v -0.546875 0.210938 0.671875 | |
v 0.554688 0.281250 0.671875 | |
v -0.554688 0.281250 0.671875 | |
v 0.531250 0.335938 0.679688 | |
v -0.531250 0.335938 0.679688 | |
v 0.414063 0.390625 0.750000 | |
v -0.414063 0.390625 0.750000 | |
v 0.281250 0.398438 0.765625 | |
v -0.281250 0.398438 0.765625 | |
v 0.335938 0.406250 0.750000 | |
v -0.335938 0.406250 0.750000 | |
v 0.203125 0.171875 0.750000 | |
v -0.203125 0.171875 0.750000 | |
v 0.195313 0.226563 0.750000 | |
v -0.195313 0.226563 0.750000 | |
v 0.109375 0.460938 0.609375 | |
v -0.109375 0.460938 0.609375 | |
v 0.195313 0.664063 0.617188 | |
v -0.195313 0.664063 0.617188 | |
v 0.335938 0.687500 0.593750 | |
v -0.335938 0.687500 0.593750 | |
v 0.484375 0.554688 0.554688 | |
v -0.484375 0.554688 0.554688 | |
v 0.679688 0.453125 0.492188 | |
v -0.679688 0.453125 0.492188 | |
v 0.796875 0.406250 0.460938 | |
v -0.796875 0.406250 0.460938 | |
v 0.773438 0.164063 0.375000 | |
v -0.773438 0.164063 0.375000 | |
v 0.601563 0.000000 0.414063 | |
v -0.601563 0.000000 0.414063 | |
v 0.437500 -0.093750 0.468750 | |
v -0.437500 -0.093750 0.468750 | |
v 0.000000 0.898438 0.289063 | |
v 0.000000 0.984375 -0.078125 | |
v 0.000000 -0.195313 -0.671875 | |
v 0.000000 -0.460938 0.187500 | |
v 0.000000 -0.976563 0.460938 | |
v 0.000000 -0.804688 0.343750 | |
v 0.000000 -0.570313 0.320313 | |
v 0.000000 -0.484375 0.281250 | |
v 0.851563 0.234375 0.054688 | |
v -0.851563 0.234375 0.054688 | |
v 0.859375 0.320313 -0.046875 | |
v -0.859375 0.320313 -0.046875 | |
v 0.773438 0.265625 -0.437500 | |
v -0.773438 0.265625 -0.437500 | |
v 0.460938 0.437500 -0.703125 | |
v -0.460938 0.437500 -0.703125 | |
v 0.734375 -0.046875 0.070313 | |
v -0.734375 -0.046875 0.070313 | |
v 0.593750 -0.125000 -0.164063 | |
v -0.593750 -0.125000 -0.164063 | |
v 0.640625 -0.007813 -0.429688 | |
v -0.640625 -0.007813 -0.429688 | |
v 0.335938 0.054688 -0.664063 | |
v -0.335938 0.054688 -0.664063 | |
v 0.234375 -0.351563 0.406250 | |
v -0.234375 -0.351563 0.406250 | |
v 0.179688 -0.414063 0.257813 | |
v -0.179688 -0.414063 0.257813 | |
v 0.289063 -0.710938 0.382813 | |
v -0.289063 -0.710938 0.382813 | |
v 0.250000 -0.500000 0.390625 | |
v -0.250000 -0.500000 0.390625 | |
v 0.328125 -0.914063 0.398438 | |
v -0.328125 -0.914063 0.398438 | |
v 0.140625 -0.757813 0.367188 | |
v -0.140625 -0.757813 0.367188 | |
v 0.125000 -0.539063 0.359375 | |
v -0.125000 -0.539063 0.359375 | |
v 0.164063 -0.945313 0.437500 | |
v -0.164063 -0.945313 0.437500 | |
v 0.218750 -0.281250 0.429688 | |
v -0.218750 -0.281250 0.429688 | |
v 0.210938 -0.226563 0.468750 | |
v -0.210938 -0.226563 0.468750 | |
v 0.203125 -0.171875 0.500000 | |
v -0.203125 -0.171875 0.500000 | |
v 0.210938 -0.390625 0.164063 | |
v -0.210938 -0.390625 0.164063 | |
v 0.296875 -0.312500 -0.265625 | |
v -0.296875 -0.312500 -0.265625 | |
v 0.343750 -0.148438 -0.539063 | |
v -0.343750 -0.148438 -0.539063 | |
v 0.453125 0.867188 -0.382813 | |
v -0.453125 0.867188 -0.382813 | |
v 0.453125 0.929688 -0.070313 | |
v -0.453125 0.929688 -0.070313 | |
v 0.453125 0.851563 0.234375 | |
v -0.453125 0.851563 0.234375 | |
v 0.460938 0.523438 0.429688 | |
v -0.460938 0.523438 0.429688 | |
v 0.726563 0.406250 0.335938 | |
v -0.726563 0.406250 0.335938 | |
v 0.632813 0.453125 0.281250 | |
v -0.632813 0.453125 0.281250 | |
v 0.640625 0.703125 0.054688 | |
v -0.640625 0.703125 0.054688 | |
v 0.796875 0.562500 0.125000 | |
v -0.796875 0.562500 0.125000 | |
v 0.796875 0.617188 -0.117188 | |
v -0.796875 0.617188 -0.117188 | |
v 0.640625 0.750000 -0.195313 | |
v -0.640625 0.750000 -0.195313 | |
v 0.640625 0.679688 -0.445313 | |
v -0.640625 0.679688 -0.445313 | |
v 0.796875 0.539063 -0.359375 | |
v -0.796875 0.539063 -0.359375 | |
v 0.617188 0.328125 -0.585938 | |
v -0.617188 0.328125 -0.585938 | |
v 0.484375 0.023438 -0.546875 | |
v -0.484375 0.023438 -0.546875 | |
v 0.820313 0.328125 -0.203125 | |
v -0.820313 0.328125 -0.203125 | |
v 0.406250 -0.171875 0.148438 | |
v -0.406250 -0.171875 0.148438 | |
v 0.429688 -0.195313 -0.210938 | |
v -0.429688 -0.195313 -0.210938 | |
v 0.890625 0.406250 -0.234375 | |
v -0.890625 0.406250 -0.234375 | |
v 0.773438 -0.140625 -0.125000 | |
v -0.773438 -0.140625 -0.125000 | |
v 1.039063 -0.101563 -0.328125 | |
v -1.039063 -0.101563 -0.328125 | |
v 1.281250 0.054688 -0.429688 | |
v -1.281250 0.054688 -0.429688 | |
v 1.351563 0.320313 -0.421875 | |
v -1.351563 0.320313 -0.421875 | |
v 1.234375 0.507813 -0.421875 | |
v -1.234375 0.507813 -0.421875 | |
v 1.023438 0.476563 -0.312500 | |
v -1.023438 0.476563 -0.312500 | |
v 1.015625 0.414063 -0.289063 | |
v -1.015625 0.414063 -0.289063 | |
v 1.187500 0.437500 -0.390625 | |
v -1.187500 0.437500 -0.390625 | |
v 1.265625 0.289063 -0.406250 | |
v -1.265625 0.289063 -0.406250 | |
v 1.210938 0.078125 -0.406250 | |
v -1.210938 0.078125 -0.406250 | |
v 1.031250 -0.039063 -0.304688 | |
v -1.031250 -0.039063 -0.304688 | |
v 0.828125 -0.070313 -0.132813 | |
v -0.828125 -0.070313 -0.132813 | |
v 0.921875 0.359375 -0.218750 | |
v -0.921875 0.359375 -0.218750 | |
v 0.945313 0.304688 -0.289063 | |
v -0.945313 0.304688 -0.289063 | |
v 0.882813 -0.023438 -0.210938 | |
v -0.882813 -0.023438 -0.210938 | |
v 1.039063 0.000000 -0.367188 | |
v -1.039063 0.000000 -0.367188 | |
v 1.187500 0.093750 -0.445313 | |
v -1.187500 0.093750 -0.445313 | |
v 1.234375 0.250000 -0.445313 | |
v -1.234375 0.250000 -0.445313 | |
v 1.171875 0.359375 -0.437500 | |
v -1.171875 0.359375 -0.437500 | |
v 1.023438 0.343750 -0.359375 | |
v -1.023438 0.343750 -0.359375 | |
v 0.843750 0.289063 -0.210938 | |
v -0.843750 0.289063 -0.210938 | |
v 0.835938 0.171875 -0.273438 | |
v -0.835938 0.171875 -0.273438 | |
v 0.757813 0.093750 -0.273438 | |
v -0.757813 0.093750 -0.273438 | |
v 0.820313 0.085938 -0.273438 | |
v -0.820313 0.085938 -0.273438 | |
v 0.843750 0.015625 -0.273438 | |
v -0.843750 0.015625 -0.273438 | |
v 0.812500 -0.015625 -0.273438 | |
v -0.812500 -0.015625 -0.273438 | |
v 0.726563 0.000000 -0.070313 | |
v -0.726563 0.000000 -0.070313 | |
v 0.718750 -0.023438 -0.171875 | |
v -0.718750 -0.023438 -0.171875 | |
v 0.718750 0.039063 -0.187500 | |
v -0.718750 0.039063 -0.187500 | |
v 0.796875 0.203125 -0.210938 | |
v -0.796875 0.203125 -0.210938 | |
v 0.890625 0.242188 -0.265625 | |
v -0.890625 0.242188 -0.265625 | |
v 0.890625 0.234375 -0.320313 | |
v -0.890625 0.234375 -0.320313 | |
v 0.812500 -0.015625 -0.320313 | |
v -0.812500 -0.015625 -0.320313 | |
v 0.851563 0.015625 -0.320313 | |
v -0.851563 0.015625 -0.320313 | |
v 0.828125 0.078125 -0.320313 | |
v -0.828125 0.078125 -0.320313 | |
v 0.765625 0.093750 -0.320313 | |
v -0.765625 0.093750 -0.320313 | |
v 0.843750 0.171875 -0.320313 | |
v -0.843750 0.171875 -0.320313 | |
v 1.039063 0.328125 -0.414063 | |
v -1.039063 0.328125 -0.414063 | |
v 1.187500 0.343750 -0.484375 | |
v -1.187500 0.343750 -0.484375 | |
v 1.257813 0.242188 -0.492188 | |
v -1.257813 0.242188 -0.492188 | |
v 1.210938 0.085938 -0.484375 | |
v -1.210938 0.085938 -0.484375 | |
v 1.046875 0.000000 -0.421875 | |
v -1.046875 0.000000 -0.421875 | |
v 0.882813 -0.015625 -0.265625 | |
v -0.882813 -0.015625 -0.265625 | |
v 0.953125 0.289063 -0.343750 | |
v -0.953125 0.289063 -0.343750 | |
v 0.890625 0.109375 -0.328125 | |
v -0.890625 0.109375 -0.328125 | |
v 0.937500 0.062500 -0.335938 | |
v -0.937500 0.062500 -0.335938 | |
v 1.000000 0.125000 -0.367188 | |
v -1.000000 0.125000 -0.367188 | |
v 0.960938 0.171875 -0.351563 | |
v -0.960938 0.171875 -0.351563 | |
v 1.015625 0.234375 -0.375000 | |
v -1.015625 0.234375 -0.375000 | |
v 1.054688 0.187500 -0.382813 | |
v -1.054688 0.187500 -0.382813 | |
v 1.109375 0.210938 -0.390625 | |
v -1.109375 0.210938 -0.390625 | |
v 1.085938 0.273438 -0.390625 | |
v -1.085938 0.273438 -0.390625 | |
v 1.023438 0.437500 -0.484375 | |
v -1.023438 0.437500 -0.484375 | |
v 1.250000 0.468750 -0.546875 | |
v -1.250000 0.468750 -0.546875 | |
v 1.367188 0.296875 -0.500000 | |
v -1.367188 0.296875 -0.500000 | |
v 1.312500 0.054688 -0.531250 | |
v -1.312500 0.054688 -0.531250 | |
v 1.039063 -0.085938 -0.492188 | |
v -1.039063 -0.085938 -0.492188 | |
v 0.789063 -0.125000 -0.328125 | |
v -0.789063 -0.125000 -0.328125 | |
v 0.859375 0.382813 -0.382813 | |
v -0.859375 0.382813 -0.382813 | |
v -1.023438 0.476563 -0.312500 | |
v -1.234375 0.507813 -0.421875 | |
v -0.890625 0.406250 -0.234375 | |
v -0.820313 0.328125 -0.203125 | |
vt 0.315596 0.792535 | |
vt 0.331462 0.787091 | |
vt 0.331944 0.799704 | |
vt 0.049262 0.798007 | |
vt 0.050304 0.785428 | |
vt 0.065913 0.791570 | |
vt 0.321453 0.778649 | |
vt 0.060677 0.777438 | |
vt 0.310368 0.778802 | |
vt 0.071744 0.778083 | |
vt 0.302416 0.786560 | |
vt 0.079345 0.786186 | |
vt 0.301514 0.798474 | |
vt 0.079717 0.798128 | |
vt 0.308740 0.806873 | |
vt 0.072125 0.806199 | |
vt 0.321648 0.808687 | |
vt 0.059149 0.807438 | |
vt 0.048462 0.201858 | |
vt 0.040084 0.207259 | |
vt 0.043232 0.202821 | |
vt 0.043249 0.220655 | |
vt 0.040093 0.216224 | |
vt 0.048480 0.221607 | |
vt 0.563710 0.649220 | |
vt 0.540594 0.657349 | |
vt 0.547067 0.627433 | |
vt 0.974643 0.218739 | |
vt 0.968169 0.188824 | |
vt 0.991286 0.196952 | |
vt 0.166564 0.702856 | |
vt 0.160061 0.635503 | |
vt 0.218800 0.643864 | |
vt 0.646379 0.202310 | |
vt 0.587641 0.210669 | |
vt 0.594146 0.143318 | |
vt 0.231653 0.710981 | |
vt 0.181122 0.727399 | |
vt 0.174315 0.716236 | |
vt 0.601897 0.129938 | |
vt 0.608704 0.118775 | |
vt 0.659234 0.135195 | |
vt 0.266169 0.503056 | |
vt 0.270502 0.531304 | |
vt 0.237927 0.525958 | |
vt 0.665505 0.320215 | |
vt 0.698081 0.314870 | |
vt 0.693747 0.343118 | |
vt 0.392095 0.783569 | |
vt 0.421339 0.774990 | |
vt 0.422693 0.793271 | |
vt 0.628129 0.465996 | |
vt 0.613733 0.456434 | |
vt 0.634389 0.436387 | |
vt 0.501778 0.870396 | |
vt 0.507486 0.857499 | |
vt 0.528577 0.865850 | |
vt 0.643384 0.583025 | |
vt 0.644052 0.562152 | |
vt 0.656465 0.561923 | |
vt 0.766386 0.787223 | |
vt 0.745292 0.810963 | |
vt 0.708792 0.802136 | |
vt 0.769147 0.634951 | |
vt 0.732033 0.641034 | |
vt 0.711181 0.618495 | |
vt 0.849461 0.545148 | |
vt 0.823375 0.497849 | |
vt 0.897469 0.500666 | |
vt 0.902318 0.546395 | |
vt 0.572425 0.679855 | |
vt 0.643837 0.668801 | |
vt 0.623443 0.718088 | |
vt 0.572425 0.724426 | |
vt 0.726607 0.540494 | |
vt 0.753364 0.518460 | |
vt 0.715449 0.680462 | |
vt 0.749227 0.698466 | |
vt 0.695922 0.534580 | |
vt 0.693526 0.510498 | |
vt 0.772837 0.655221 | |
vt 0.784620 0.679820 | |
vt 0.718163 0.580185 | |
vt 0.809389 0.599417 | |
vt 0.761761 0.743313 | |
vt 0.667750 0.767676 | |
vt 0.693110 0.564191 | |
vt 0.797155 0.722534 | |
vt 0.682009 0.616616 | |
vt 0.795802 0.787304 | |
vt 0.719538 0.655221 | |
vt 0.756895 0.826983 | |
vt 0.782765 0.655221 | |
vt 0.695179 0.821970 | |
vt 0.843059 0.610497 | |
vt 0.635588 0.780626 | |
vt 0.634422 0.561399 | |
vt 0.628274 0.581967 | |
vt 0.511020 0.847430 | |
vt 0.533908 0.850607 | |
vt 0.633815 0.551490 | |
vt 0.613046 0.571327 | |
vt 0.530368 0.831407 | |
vt 0.501394 0.842435 | |
vt 0.626589 0.538875 | |
vt 0.604527 0.544684 | |
vt 0.508929 0.810914 | |
vt 0.492547 0.829318 | |
vt 0.618247 0.522587 | |
vt 0.602583 0.501781 | |
vt 0.480939 0.813120 | |
vt 0.469234 0.787943 | |
vt 0.616652 0.502716 | |
vt 0.613925 0.497595 | |
vt 0.459358 0.796431 | |
vt 0.462840 0.801566 | |
vt 0.644899 0.511966 | |
vt 0.630336 0.517087 | |
vt 0.628893 0.504351 | |
vt 0.635735 0.498392 | |
vt 0.458270 0.813966 | |
vt 0.469630 0.821874 | |
vt 0.457144 0.833207 | |
vt 0.449054 0.817297 | |
vt 0.637359 0.534149 | |
vt 0.654293 0.524569 | |
vt 0.464258 0.849211 | |
vt 0.482600 0.837505 | |
vt 0.644187 0.548520 | |
vt 0.659377 0.540935 | |
vt 0.478087 0.863369 | |
vt 0.493557 0.851414 | |
vt 0.597230 0.539263 | |
vt 0.595257 0.495349 | |
vt 0.466971 0.777596 | |
vt 0.507407 0.801398 | |
vt 0.605628 0.572478 | |
vt 0.534801 0.825096 | |
vt 0.627145 0.592333 | |
vt 0.544318 0.853620 | |
vt 0.651887 0.586528 | |
vt 0.528822 0.875551 | |
vt 0.665532 0.557472 | |
vt 0.492878 0.878439 | |
vt 0.669345 0.535984 | |
vt 0.467321 0.871200 | |
vt 0.612569 0.491986 | |
vt 0.454710 0.792385 | |
vt 0.619277 0.495381 | |
vt 0.454636 0.800448 | |
vt 0.628580 0.496763 | |
vt 0.451294 0.809743 | |
vt 0.636682 0.490206 | |
vt 0.440853 0.813605 | |
vt 0.652342 0.504728 | |
vt 0.446182 0.836397 | |
vt 0.664409 0.519225 | |
vt 0.453285 0.856119 | |
vt 0.666191 0.492411 | |
vt 0.717596 0.474672 | |
vt 0.382398 0.879324 | |
vt 0.427166 0.842398 | |
vt 0.681733 0.511408 | |
vt 0.427493 0.877628 | |
vt 0.435523 0.867805 | |
vt 0.685777 0.532869 | |
vt 0.453231 0.887054 | |
vt 0.588528 0.478377 | |
vt 0.454313 0.762782 | |
vt 0.446975 0.900429 | |
vt 0.713425 0.237886 | |
vt 0.709019 0.215724 | |
vt 0.755152 0.224403 | |
vt 0.762923 0.242445 | |
vt 0.327574 0.621771 | |
vt 0.281440 0.630451 | |
vt 0.285847 0.608289 | |
vt 0.335345 0.603729 | |
vt 0.576794 0.465515 | |
vt 0.583867 0.423087 | |
vt 0.405805 0.730353 | |
vt 0.448347 0.745304 | |
vt 0.686035 0.253032 | |
vt 0.258456 0.593142 | |
vt 0.683851 0.556229 | |
vt 0.482266 0.899349 | |
vt 0.670531 0.597684 | |
vt 0.532990 0.898426 | |
vt 0.630909 0.604157 | |
vt 0.553941 0.861896 | |
vt 0.596864 0.576275 | |
vt 0.542184 0.818594 | |
vt 0.585561 0.529242 | |
vt 0.503791 0.785451 | |
vt 0.572425 0.529736 | |
vt 0.510638 0.773572 | |
vt 0.587548 0.588270 | |
vt 0.557294 0.815416 | |
vt 0.629961 0.623919 | |
vt 0.572425 0.868524 | |
vt 0.548104 0.914571 | |
vt 0.488130 0.914571 | |
vt 0.658830 0.266292 | |
vt 0.631691 0.281488 | |
vt 0.204112 0.564686 | |
vt 0.231252 0.579881 | |
vt 0.706402 0.288928 | |
vt 0.278823 0.557246 | |
vt 0.743528 0.317934 | |
vt 0.752264 0.346660 | |
vt 0.324686 0.499513 | |
vt 0.315950 0.528240 | |
vt 0.743309 0.289810 | |
vt 0.315731 0.556363 | |
vt 0.700326 0.147967 | |
vt 0.272746 0.698208 | |
vt 0.795874 0.266472 | |
vt 0.775660 0.289442 | |
vt 0.757507 0.263314 | |
vt 0.348083 0.556732 | |
vt 0.329929 0.582860 | |
vt 0.368297 0.579702 | |
vt 0.804056 0.232825 | |
vt 0.376478 0.613349 | |
vt 0.810124 0.179100 | |
vt 0.382547 0.667075 | |
vt 0.753847 0.157090 | |
vt 0.811201 0.146834 | |
vt 0.383624 0.699341 | |
vt 0.326269 0.689085 | |
vt 0.879685 0.183943 | |
vt 0.888071 0.157228 | |
vt 0.460496 0.688946 | |
vt 0.452109 0.662231 | |
vt 0.925222 0.140531 | |
vt 0.947451 0.149372 | |
vt 0.519876 0.696801 | |
vt 0.497647 0.705643 | |
vt 0.876420 0.258223 | |
vt 0.946138 0.286262 | |
vt 0.518561 0.559910 | |
vt 0.448843 0.587951 | |
vt 0.829953 0.196170 | |
vt 0.837053 0.152275 | |
vt 0.409477 0.693900 | |
vt 0.402377 0.650004 | |
vt 0.829888 0.255993 | |
vt 0.402311 0.590181 | |
vt 0.852096 0.297194 | |
vt 0.813695 0.289418 | |
vt 0.424519 0.548979 | |
vt 0.386117 0.556756 | |
vt 0.820842 0.328587 | |
vt 0.789451 0.311961 | |
vt 0.393264 0.517587 | |
vt 0.361873 0.534212 | |
vt 0.840465 0.403536 | |
vt 0.762603 0.423087 | |
vt 0.412887 0.442637 | |
vt 0.335024 0.423087 | |
vt 0.909248 0.345901 | |
vt 0.481670 0.500271 | |
vt 0.676670 0.402805 | |
vt 0.249092 0.443369 | |
vt 0.573469 0.193539 | |
vt 0.579214 0.151927 | |
vt 0.151632 0.694246 | |
vt 0.145888 0.652633 | |
vt 0.546919 0.227092 | |
vt 0.536510 0.214419 | |
vt 0.119340 0.619080 | |
vt 0.108931 0.631753 | |
vt 0.588792 0.317539 | |
vt 0.161214 0.528634 | |
vt 0.630429 0.371564 | |
vt 0.202851 0.474609 | |
vt 0.657494 0.118541 | |
vt 0.164237 0.319427 | |
vt 0.169464 0.304721 | |
vt 0.210459 0.345510 | |
vt 0.169574 0.118572 | |
vt 0.164356 0.103821 | |
vt 0.210731 0.077759 | |
vt 0.229913 0.727634 | |
vt 0.589956 0.115821 | |
vt 0.153468 0.300432 | |
vt 0.153526 0.122857 | |
vt 0.162374 0.730353 | |
vt 0.578472 0.119429 | |
vt 0.553653 0.120209 | |
vt 0.126070 0.725964 | |
vt 0.150890 0.726744 | |
vt 0.546510 0.159800 | |
vt 0.509384 0.119033 | |
vt 0.081800 0.727137 | |
vt 0.118929 0.686371 | |
vt 0.534072 0.185482 | |
vt 0.106492 0.660689 | |
vt 0.462352 0.161885 | |
vt 0.478174 0.145123 | |
vt 0.493641 0.175543 | |
vt 0.505521 0.150780 | |
vt 0.077939 0.695390 | |
vt 0.050592 0.701044 | |
vt 0.066060 0.670626 | |
vt 0.034770 0.684282 | |
vt 0.476706 0.124129 | |
vt 0.049122 0.722039 | |
vt 0.465324 0.131169 | |
vt 0.037741 0.714998 | |
vt 0.446348 0.149671 | |
vt 0.018765 0.696495 | |
vt 0.445483 0.184898 | |
vt 0.427581 0.175095 | |
vt 0.000000 0.671069 | |
vt 0.017903 0.661268 | |
vt 0.480167 0.198327 | |
vt 0.052588 0.647841 | |
vt 0.521714 0.207472 | |
vt 0.094135 0.638699 | |
vt 0.701979 0.120236 | |
vt 0.274400 0.725940 | |
vt 0.757541 0.138176 | |
vt 0.329963 0.708000 | |
vt 0.817327 0.117813 | |
vt 0.389751 0.728363 | |
vt 0.844767 0.126748 | |
vt 0.417191 0.719428 | |
vt 0.893893 0.126476 | |
vt 0.466319 0.719698 | |
vt 0.936543 0.115821 | |
vt 0.508970 0.730353 | |
vt 0.965717 0.128368 | |
vt 0.538144 0.717805 | |
vt 0.989276 0.166159 | |
vt 0.561701 0.680013 | |
vt 1.000000 0.175243 | |
vt 0.572425 0.670929 | |
vt 0.289028 0.269037 | |
vt 0.283878 0.263049 | |
vt 0.299187 0.258321 | |
vt 0.300964 0.267357 | |
vt 0.299421 0.165436 | |
vt 0.284101 0.160633 | |
vt 0.289287 0.154655 | |
vt 0.301244 0.156393 | |
vt 0.317793 0.260767 | |
vt 0.316733 0.267304 | |
vt 0.318078 0.163079 | |
vt 0.317052 0.156521 | |
vt 0.335398 0.269583 | |
vt 0.330421 0.276220 | |
vt 0.335777 0.154335 | |
vt 0.330824 0.147649 | |
vt 0.278552 0.277080 | |
vt 0.273734 0.272912 | |
vt 0.273975 0.150706 | |
vt 0.278818 0.146548 | |
vt 0.271078 0.306358 | |
vt 0.264864 0.305818 | |
vt 0.265194 0.117691 | |
vt 0.271427 0.117166 | |
vt 0.278613 0.324240 | |
vt 0.274006 0.327477 | |
vt 0.274436 0.095993 | |
vt 0.279049 0.099253 | |
vt 0.298062 0.342565 | |
vt 0.294660 0.349561 | |
vt 0.295240 0.073895 | |
vt 0.298634 0.080932 | |
vt 0.312476 0.342961 | |
vt 0.315033 0.350198 | |
vt 0.315702 0.073322 | |
vt 0.313108 0.080584 | |
vt 0.323281 0.337709 | |
vt 0.328696 0.344302 | |
vt 0.329405 0.079293 | |
vt 0.323940 0.085897 | |
vt 0.335361 0.313857 | |
vt 0.339396 0.315576 | |
vt 0.340031 0.108187 | |
vt 0.335968 0.109893 | |
vt 0.339920 0.298303 | |
vt 0.345292 0.298556 | |
vt 0.345869 0.125306 | |
vt 0.340471 0.125531 | |
vt 0.339277 0.286081 | |
vt 0.344398 0.284332 | |
vt 0.344895 0.139582 | |
vt 0.339764 0.137799 | |
vt 0.345671 0.260159 | |
vt 0.355483 0.280619 | |
vt 0.356003 0.143373 | |
vt 0.346021 0.163854 | |
vt 0.356162 0.297750 | |
vt 0.356783 0.126174 | |
vt 0.349494 0.319809 | |
vt 0.350195 0.103982 | |
vt 0.333524 0.354692 | |
vt 0.334295 0.068869 | |
vt 0.317323 0.364551 | |
vt 0.318050 0.058911 | |
vt 0.293154 0.361782 | |
vt 0.293765 0.061619 | |
vt 0.263750 0.335417 | |
vt 0.264168 0.087998 | |
vt 0.251373 0.309082 | |
vt 0.251676 0.114380 | |
vt 0.264926 0.265507 | |
vt 0.265122 0.158092 | |
vt 0.278030 0.255522 | |
vt 0.278212 0.168150 | |
vt 0.320744 0.246538 | |
vt 0.320956 0.177355 | |
vt 0.296570 0.247318 | |
vt 0.296748 0.176443 | |
vt 0.038845 0.211743 | |
vt 0.047440 0.211734 | |
vt 0.055230 0.211728 | |
vt 0.057303 0.228458 | |
vt 0.057278 0.194991 | |
vt 0.041287 0.229096 | |
vt 0.041253 0.194380 | |
vt 0.032564 0.220061 | |
vt 0.032546 0.203437 | |
vt 0.030743 0.211752 | |
vt 0.029931 0.223131 | |
vt 0.028053 0.211756 | |
vt 0.029906 0.200372 | |
vt 0.038587 0.233067 | |
vt 0.038544 0.190412 | |
vt 0.061533 0.231825 | |
vt 0.061505 0.191616 | |
vt 0.057382 0.211726 | |
vt 0.168191 0.258703 | |
vt 0.213958 0.246887 | |
vt 0.214040 0.176591 | |
vt 0.168236 0.164676 | |
vt 0.148297 0.258447 | |
vt 0.138777 0.299079 | |
vt 0.138791 0.124216 | |
vt 0.148319 0.164919 | |
vt 0.115455 0.259296 | |
vt 0.109657 0.296761 | |
vt 0.109611 0.126556 | |
vt 0.115440 0.164070 | |
vt 0.119233 0.228698 | |
vt 0.156540 0.233552 | |
vt 0.156556 0.189842 | |
vt 0.119230 0.194690 | |
vt 0.173998 0.244074 | |
vt 0.174035 0.179329 | |
vt 0.195860 0.238258 | |
vt 0.195909 0.185188 | |
vt 0.203534 0.211734 | |
vt 0.252997 0.211802 | |
vt 0.171285 0.225095 | |
vt 0.164455 0.211704 | |
vt 0.180017 0.211713 | |
vt 0.177113 0.227468 | |
vt 0.171300 0.198319 | |
vt 0.177134 0.195952 | |
vt 0.185539 0.227013 | |
vt 0.187516 0.221322 | |
vt 0.187531 0.202116 | |
vt 0.185563 0.196419 | |
vt 0.176585 0.232500 | |
vt 0.165993 0.229894 | |
vt 0.176611 0.190916 | |
vt 0.166011 0.193512 | |
vt 0.189406 0.230672 | |
vt 0.189438 0.192766 | |
vt 0.193574 0.221791 | |
vt 0.193592 0.201656 | |
vt 0.186479 0.211718 | |
vt 0.156919 0.211701 | |
vt 0.148476 0.211699 | |
vt 0.427853 0.115821 | |
vt 0.427581 0.104121 | |
vt 0.441185 0.104121 | |
vt 0.427581 0.011703 | |
vt 0.427581 0.000000 | |
vt 0.441181 0.011386 | |
vt 0.067509 0.234045 | |
vt 0.071465 0.211716 | |
vt 0.067479 0.189385 | |
vt 0.119764 0.211696 | |
vt 0.060932 0.261035 | |
vt 0.038121 0.261699 | |
vt 0.038025 0.161756 | |
vt 0.060860 0.162382 | |
vt 0.019864 0.255578 | |
vt 0.019760 0.167921 | |
vt 0.016617 0.242679 | |
vt 0.016537 0.180842 | |
vt 0.014466 0.211775 | |
vt 0.297831 0.211892 | |
vt 0.340508 0.212027 | |
vt 0.356498 0.241635 | |
vt 0.356742 0.182510 | |
vt 0.236517 0.317748 | |
vt 0.236802 0.105655 | |
vt 0.264789 0.363401 | |
vt 0.265286 0.059917 | |
vt 0.296951 0.385966 | |
vt 0.297650 0.037339 | |
vt 0.337996 0.385300 | |
vt 0.338890 0.038126 | |
vt 0.349401 0.368365 | |
vt 0.350300 0.055183 | |
vt 0.377282 0.319664 | |
vt 0.378129 0.104260 | |
vt 0.394788 0.292204 | |
vt 0.395576 0.131978 | |
vt 0.391029 0.270263 | |
vt 0.391643 0.154015 | |
vt 0.368661 0.212151 | |
vt 0.379482 0.228055 | |
vt 0.379686 0.196331 | |
vt 0.420379 0.261837 | |
vt 0.421104 0.162716 | |
vt 0.426533 0.298960 | |
vt 0.427581 0.125377 | |
vt 0.396664 0.342212 | |
vt 0.397734 0.081667 | |
vt 0.365156 0.387054 | |
vt 0.366203 0.036443 | |
vt 0.346744 0.416452 | |
vt 0.347768 0.006839 | |
vt 0.278009 0.423087 | |
vt 0.278714 0.000000 | |
vt 0.241964 0.376122 | |
vt 0.242399 0.047096 | |
vt 0.055563 0.291878 | |
vt 0.055443 0.131506 | |
vt 0.014495 0.288026 | |
vt 0.014318 0.135436 | |
vt 0.003828 0.279132 | |
vt 0.003650 0.144368 | |
vt 0.000113 0.248111 | |
vt 0.000000 0.175447 | |
vt 0.000000 0.211799 | |
vt 0.046962 0.798865 | |
vt 0.047306 0.784561 | |
vt 0.334495 0.786358 | |
vt 0.334204 0.800664 | |
vt 0.058429 0.773633 | |
vt 0.323868 0.774947 | |
vt 0.072992 0.774071 | |
vt 0.309301 0.774739 | |
vt 0.084403 0.784016 | |
vt 0.297459 0.784168 | |
vt 0.083417 0.800146 | |
vt 0.297728 0.800325 | |
vt 0.073091 0.810538 | |
vt 0.307582 0.811166 | |
vt 0.057505 0.810093 | |
vt 0.323173 0.811412 | |
vt 0.024988 0.807478 | |
vt 0.047717 0.829014 | |
vt 0.332112 0.830749 | |
vt 0.355774 0.810244 | |
vt 0.000000 0.817350 | |
vt 0.033121 0.852785 | |
vt 0.345638 0.855146 | |
vt 0.380299 0.821215 | |
vt 0.083391 0.855019 | |
vt 0.078555 0.829097 | |
vt 0.301299 0.829463 | |
vt 0.295318 0.855146 | |
vt 0.100718 0.807888 | |
vt 0.280100 0.807291 | |
vt 0.123146 0.821929 | |
vt 0.257070 0.820323 | |
vt 0.127501 0.768220 | |
vt 0.103229 0.776171 | |
vt 0.279000 0.775494 | |
vt 0.255105 0.766472 | |
vt 0.079351 0.756089 | |
vt 0.303746 0.756492 | |
vt 0.089008 0.730353 | |
vt 0.295241 0.730353 | |
vt 0.049398 0.755271 | |
vt 0.035422 0.733227 | |
vt 0.333706 0.757005 | |
vt 0.348646 0.735604 | |
vt 0.026877 0.776230 | |
vt 0.355274 0.778943 | |
vt 0.000000 0.770061 | |
vt 0.382398 0.773973 | |
vn 0.189764 -0.003571 0.981811 | |
vn 0.646809 -0.758202 0.082095 | |
vn 0.999573 -0.014496 -0.024445 | |
vn -0.999573 -0.014496 -0.024445 | |
vn -0.646809 -0.758202 0.082095 | |
vn -0.189764 -0.003571 0.981811 | |
vn -0.085788 -0.982971 0.162389 | |
vn 0.085788 -0.982971 0.162389 | |
vn -0.744835 -0.623768 0.236824 | |
vn 0.744835 -0.623768 0.236824 | |
vn -0.870968 -0.014710 0.491104 | |
vn 0.870968 -0.014710 0.491104 | |
vn -0.758354 0.606128 0.239692 | |
vn 0.758354 0.606128 0.239692 | |
vn -0.085788 0.982513 0.165105 | |
vn 0.085788 0.982513 0.165105 | |
vn 0.655141 0.750633 0.085574 | |
vn -0.655141 0.750633 0.085574 | |
vn -0.349284 -0.719932 0.599719 | |
vn -0.173681 0.215735 0.960845 | |
vn -0.809839 0.388287 0.439741 | |
vn 0.809839 0.388287 0.439741 | |
vn 0.173681 0.215735 0.960845 | |
vn 0.349284 -0.719932 0.599719 | |
vn 0.000000 0.794183 0.607654 | |
vn -0.508652 0.858119 -0.069887 | |
vn 0.000000 0.487075 0.873348 | |
vn 0.508652 0.858119 -0.069887 | |
vn 0.981414 -0.186682 0.043947 | |
vn 0.569811 -0.821711 0.007813 | |
vn 0.563463 -0.814570 0.137669 | |
vn -0.563463 -0.814570 0.137669 | |
vn -0.569811 -0.821711 0.007813 | |
vn -0.981414 -0.186682 0.043947 | |
vn 0.475845 -0.876247 0.075381 | |
vn 0.850520 -0.525529 -0.020692 | |
vn 0.876949 -0.163823 0.451766 | |
vn -0.876949 -0.163823 0.451766 | |
vn -0.850520 -0.525529 -0.020692 | |
vn -0.475845 -0.876247 0.075381 | |
vn 0.448286 -0.367870 -0.814661 | |
vn 0.530534 -0.539445 -0.653829 | |
vn 0.513077 -0.674673 -0.530595 | |
vn -0.513077 -0.674673 -0.530595 | |
vn -0.530534 -0.539445 -0.653829 | |
vn -0.448286 -0.367870 -0.814661 | |
vn 0.888180 -0.439955 -0.132389 | |
vn 0.588519 0.226966 0.775933 | |
vn 0.911527 -0.115268 0.394665 | |
vn -0.911527 -0.115268 0.394665 | |
vn -0.588519 0.226966 0.775933 | |
vn -0.888180 -0.439955 -0.132389 | |
vn 0.468886 -0.304727 0.829005 | |
vn 0.251564 0.260781 0.932005 | |
vn -0.003082 -0.330882 0.943632 | |
vn 0.003082 -0.330882 0.943632 | |
vn -0.251564 0.260781 0.932005 | |
vn -0.468886 -0.304727 0.829005 | |
vn 0.473067 0.578997 -0.664022 | |
vn 0.992462 0.028626 -0.118900 | |
vn 0.459975 -0.380261 -0.802362 | |
vn -0.459975 -0.380261 -0.802362 | |
vn -0.992462 0.028626 -0.118900 | |
vn -0.473067 0.578997 -0.664022 | |
vn -0.059908 -0.804712 -0.590594 | |
vn -0.346141 -0.637287 -0.688498 | |
vn -0.330546 -0.943236 0.031281 | |
vn -0.073672 -0.594989 0.800317 | |
vn 0.330546 -0.943236 0.031281 | |
vn 0.346141 -0.637287 -0.688498 | |
vn 0.059908 -0.804712 -0.590594 | |
vn 0.073672 -0.594989 0.800317 | |
vn 0.593738 0.595264 -0.541368 | |
vn -0.626057 -0.002686 -0.779748 | |
vn 0.626057 -0.002686 -0.779748 | |
vn -0.593738 0.595264 -0.541368 | |
vn 0.127689 0.703757 0.698843 | |
vn -0.713828 0.382183 0.586810 | |
vn 0.713828 0.382183 0.586810 | |
vn -0.127689 0.703757 0.698843 | |
vn 0.378063 0.560045 -0.737144 | |
vn 0.036805 -0.708457 -0.704764 | |
vn -0.378063 0.560045 -0.737144 | |
vn -0.036805 -0.708457 -0.704764 | |
vn -0.031556 0.838710 0.543626 | |
vn 0.031556 0.838710 0.543626 | |
vn -0.361156 0.848689 0.386303 | |
vn 0.361156 0.848689 0.386303 | |
vn -0.716392 0.204474 0.667043 | |
vn 0.716392 0.204474 0.667043 | |
vn -0.662038 -0.413770 0.624866 | |
vn 0.662038 -0.413770 0.624866 | |
vn -0.530229 -0.655751 0.537370 | |
vn 0.530229 -0.655751 0.537370 | |
vn -0.437483 0.001221 0.899197 | |
vn 0.550981 -0.138096 0.822993 | |
vn 0.437483 0.001221 0.899197 | |
vn -0.550981 -0.138096 0.822993 | |
vn -0.315958 -0.102298 0.943205 | |
vn 0.608539 0.296121 0.736167 | |
vn -0.608539 0.296121 0.736167 | |
vn 0.315958 -0.102298 0.943205 | |
vn -0.445479 -0.088778 0.890866 | |
vn -0.257698 0.600024 0.757317 | |
vn 0.257698 0.600024 0.757317 | |
vn 0.445479 -0.088778 0.890866 | |
vn -0.327799 0.169927 0.929319 | |
vn 0.041780 0.927213 0.372112 | |
vn 0.327799 0.169927 0.929319 | |
vn -0.041780 0.927213 0.372112 | |
vn -0.277932 0.260201 0.924680 | |
vn -0.750725 0.111545 0.651112 | |
vn 0.750725 0.111545 0.651112 | |
vn 0.277932 0.260201 0.924680 | |
vn -0.437910 -0.293985 0.849574 | |
vn -0.183782 0.036836 0.982269 | |
vn -0.554216 0.387219 0.736808 | |
vn -0.814325 0.253426 0.522111 | |
vn 0.554216 0.387219 0.736808 | |
vn 0.183782 0.036836 0.982269 | |
vn 0.437910 -0.293985 0.849574 | |
vn 0.814325 0.253426 0.522111 | |
vn -0.326670 -0.001617 0.945128 | |
vn -0.704337 -0.526872 0.475692 | |
vn 0.704337 -0.526872 0.475692 | |
vn 0.326670 -0.001617 0.945128 | |
vn -0.308786 0.134617 0.941527 | |
vn -0.629170 -0.371441 0.682730 | |
vn 0.629170 -0.371441 0.682730 | |
vn 0.308786 0.134617 0.941527 | |
vn 0.146184 0.948637 0.280465 | |
vn -0.137516 0.905820 0.400708 | |
vn 0.137516 0.905820 0.400708 | |
vn -0.146184 0.948637 0.280465 | |
vn 0.723746 0.690023 -0.005219 | |
vn -0.723746 0.690023 -0.005219 | |
vn 0.994690 -0.078005 0.067019 | |
vn -0.994690 -0.078005 0.067019 | |
vn 0.200934 -0.758141 0.620350 | |
vn -0.200934 -0.758141 0.620350 | |
vn -0.541246 -0.672658 0.504501 | |
vn 0.541246 -0.672658 0.504501 | |
vn -0.690054 -0.553209 0.466628 | |
vn 0.690054 -0.553209 0.466628 | |
vn -0.464003 0.686666 0.559557 | |
vn 0.464003 0.686666 0.559557 | |
vn -0.827448 -0.135899 0.544786 | |
vn 0.827448 -0.135899 0.544786 | |
vn -0.466231 0.808863 0.358196 | |
vn 0.466231 0.808863 0.358196 | |
vn -0.743980 -0.022919 0.667776 | |
vn 0.743980 -0.022919 0.667776 | |
vn -0.711295 -0.638325 0.294137 | |
vn 0.711295 -0.638325 0.294137 | |
vn -0.709769 -0.501999 0.494125 | |
vn 0.709769 -0.501999 0.494125 | |
vn -0.818903 -0.425520 0.385113 | |
vn -0.992523 -0.071444 -0.098758 | |
vn 0.992523 -0.071444 -0.098758 | |
vn 0.818903 -0.425520 0.385113 | |
vn -0.439192 -0.273568 0.855708 | |
vn 0.439192 -0.273568 0.855708 | |
vn -0.414686 -0.059877 0.907956 | |
vn 0.414686 -0.059877 0.907956 | |
vn -0.341563 0.452132 0.823939 | |
vn 0.341563 0.452132 0.823939 | |
vn -0.724509 -0.684927 0.076632 | |
vn -0.987548 -0.123020 0.097995 | |
vn 0.987548 -0.123020 0.097995 | |
vn 0.724509 -0.684927 0.076632 | |
vn -0.572741 -0.088443 0.814936 | |
vn 0.572741 -0.088443 0.814936 | |
vn -0.291818 -0.152104 0.944273 | |
vn 0.291818 -0.152104 0.944273 | |
vn 0.239662 -0.128605 0.962279 | |
vn -0.239662 -0.128605 0.962279 | |
vn 0.187017 0.370678 0.909696 | |
vn -0.187017 0.370678 0.909696 | |
vn -0.455794 0.423170 0.783044 | |
vn 0.455794 0.423170 0.783044 | |
vn -0.543504 -0.813379 -0.207343 | |
vn -0.560045 -0.814417 -0.151738 | |
vn 0.560045 -0.814417 -0.151738 | |
vn 0.543504 -0.813379 -0.207343 | |
vn -0.615375 -0.087649 -0.783319 | |
vn -0.447310 0.229530 -0.864406 | |
vn 0.447310 0.229530 -0.864406 | |
vn 0.615375 -0.087649 -0.783319 | |
vn -0.547166 -0.832179 -0.089785 | |
vn 0.547166 -0.832179 -0.089785 | |
vn -0.873135 0.486984 -0.020264 | |
vn -0.865352 0.331217 -0.376049 | |
vn 0.865352 0.331217 -0.376049 | |
vn 0.873135 0.486984 -0.020264 | |
vn -0.748741 0.518387 0.413038 | |
vn 0.748741 0.518387 0.413038 | |
vn -0.766167 0.634816 0.099612 | |
vn 0.766167 0.634816 0.099612 | |
vn -0.953185 -0.248299 -0.172430 | |
vn -0.665639 0.602496 -0.440321 | |
vn 0.665639 0.602496 -0.440321 | |
vn 0.953185 -0.248299 -0.172430 | |
vn -0.322642 0.847713 0.421033 | |
vn -0.188574 0.788934 -0.584765 | |
vn 0.188574 0.788934 -0.584765 | |
vn 0.322642 0.847713 0.421033 | |
vn -0.239784 0.745262 -0.622120 | |
vn 0.494247 0.520585 -0.696158 | |
vn -0.494247 0.520585 -0.696158 | |
vn 0.239784 0.745262 -0.622120 | |
vn -0.480697 0.731223 0.483932 | |
vn 0.000000 0.758690 0.651418 | |
vn 0.480697 0.731223 0.483932 | |
vn -0.489242 0.762963 0.422498 | |
vn -0.363109 0.908567 -0.206458 | |
vn 0.363109 0.908567 -0.206458 | |
vn 0.489242 0.762963 0.422498 | |
vn -0.645039 0.694540 0.318613 | |
vn 0.645039 0.694540 0.318613 | |
vn -0.492843 0.869015 0.043062 | |
vn -0.679434 0.728965 -0.083468 | |
vn 0.492843 0.869015 0.043062 | |
vn 0.679434 0.728965 -0.083468 | |
vn -0.391736 0.826014 -0.405225 | |
vn -0.644398 0.527207 -0.553880 | |
vn 0.391736 0.826014 -0.405225 | |
vn 0.644398 0.527207 -0.553880 | |
vn 0.000000 0.800714 -0.599017 | |
vn 0.000000 0.330729 -0.943693 | |
vn 0.000000 0.999664 0.025636 | |
vn 0.000000 -0.271462 -0.962432 | |
vn -0.685293 -0.583148 -0.436232 | |
vn -0.907224 0.252602 -0.336253 | |
vn 0.907224 0.252602 -0.336253 | |
vn 0.685293 -0.583148 -0.436232 | |
vn 0.000000 -0.984344 -0.176214 | |
vn 0.000000 -0.736351 -0.676565 | |
vn 0.000000 -0.948759 -0.315928 | |
vn 0.000000 -0.648244 -0.761406 | |
vn -0.317362 -0.946959 -0.049959 | |
vn -0.838282 -0.408155 0.361461 | |
vn 0.838282 -0.408155 0.361461 | |
vn 0.317362 -0.946959 -0.049959 | |
vn -0.939360 0.325999 0.106113 | |
vn 0.939360 0.325999 0.106113 | |
vn -0.930631 0.340159 0.134770 | |
vn -0.960143 0.231361 0.156774 | |
vn 0.960143 0.231361 0.156774 | |
vn 0.930631 0.340159 0.134770 | |
vn -0.812555 -0.001068 -0.582842 | |
vn -0.979583 0.093387 0.177862 | |
vn 0.979583 0.093387 0.177862 | |
vn 0.812555 -0.001068 -0.582842 | |
vn -0.272530 -0.301157 -0.913785 | |
vn 0.272530 -0.301157 -0.913785 | |
vn -0.090915 -0.776330 -0.623707 | |
vn -0.506851 -0.488144 -0.710471 | |
vn -0.142521 -0.147282 -0.978759 | |
vn -0.637257 0.093326 -0.764946 | |
vn 0.637257 0.093326 -0.764946 | |
vn 0.506851 -0.488144 -0.710471 | |
vn 0.142521 -0.147282 -0.978759 | |
vn 0.090915 -0.776330 -0.623707 | |
vn -0.937284 -0.254250 0.238350 | |
vn 0.937284 -0.254250 0.238350 | |
vn -0.430525 -0.895260 0.114597 | |
vn 0.430525 -0.895260 0.114597 | |
vn -0.158391 -0.974822 0.156774 | |
vn 0.158391 -0.974822 0.156774 | |
vn 0.000000 -0.915860 -0.401440 | |
vn 0.000000 -0.946440 0.322855 | |
vn 0.000000 -0.336802 -0.941557 | |
vn 0.000000 -0.175726 -0.984436 | |
vn -0.599231 -0.773980 0.204566 | |
vn 0.599231 -0.773980 0.204566 | |
vn -0.890988 -0.423261 -0.164037 | |
vn 0.890988 -0.423261 -0.164037 | |
vn -0.851985 0.219275 0.475387 | |
vn 0.851985 0.219275 0.475387 | |
vn -0.509171 0.852229 0.119999 | |
vn 0.509171 0.852229 0.119999 | |
vn -0.610431 0.759148 0.225867 | |
vn 0.610431 0.759148 0.225867 | |
vn -0.182470 0.981780 0.052492 | |
vn 0.182470 0.981780 0.052492 | |
vn 0.520371 0.770348 0.368389 | |
vn -0.520371 0.770348 0.368389 | |
vn 0.852718 0.504257 0.136204 | |
vn -0.852718 0.504257 0.136204 | |
vn 0.000000 0.970214 0.242164 | |
vn -0.709647 0.261818 0.654042 | |
vn 0.067293 -0.064272 0.995636 | |
vn -0.246590 -0.034089 0.968505 | |
vn -0.809717 -0.010224 0.586688 | |
vn 0.246590 -0.034089 0.968505 | |
vn -0.067293 -0.064272 0.995636 | |
vn 0.709647 0.261818 0.654042 | |
vn 0.809717 -0.010224 0.586688 | |
vn -0.465835 -0.080325 0.881191 | |
vn -0.737114 -0.244179 0.630085 | |
vn 0.465835 -0.080325 0.881191 | |
vn 0.737114 -0.244179 0.630085 | |
vn -0.211951 -0.085971 0.973479 | |
vn -0.367504 -0.376476 0.850398 | |
vn 0.211951 -0.085971 0.973479 | |
vn 0.367504 -0.376476 0.850398 | |
vn -0.430280 0.556597 0.710624 | |
vn -0.020081 -0.072939 0.997131 | |
vn 0.020081 -0.072939 0.997131 | |
vn 0.430280 0.556597 0.710624 | |
vn -0.090976 0.597339 0.796777 | |
vn -0.187933 -0.091617 0.977874 | |
vn 0.187933 -0.091617 0.977874 | |
vn 0.090976 0.597339 0.796777 | |
vn 0.165929 0.609363 0.775292 | |
vn -0.203314 0.092532 0.974700 | |
vn 0.203314 0.092532 0.974700 | |
vn -0.165929 0.609363 0.775292 | |
vn 0.269295 0.241676 0.932218 | |
vn -0.314219 -0.132420 0.940062 | |
vn 0.314219 -0.132420 0.940062 | |
vn -0.269295 0.241676 0.932218 | |
vn 0.420057 -0.118992 0.899625 | |
vn -0.119755 -0.070925 0.990234 | |
vn 0.119755 -0.070925 0.990234 | |
vn -0.420057 -0.118992 0.899625 | |
vn 0.226142 -0.606586 0.762139 | |
vn -0.320841 0.040712 0.946226 | |
vn 0.320841 0.040712 0.946226 | |
vn -0.226142 -0.606586 0.762139 | |
vn 0.232612 -0.746055 0.623890 | |
vn -0.074557 -0.391644 0.917081 | |
vn 0.074557 -0.391644 0.917081 | |
vn -0.232612 -0.746055 0.623890 | |
vn -0.121250 -0.313883 0.941679 | |
vn -0.146702 -0.035707 0.988525 | |
vn 0.146702 -0.035707 0.988525 | |
vn 0.121250 -0.313883 0.941679 | |
vn -0.216834 -0.273721 0.937010 | |
vn -0.187445 0.001160 0.982269 | |
vn 0.187445 0.001160 0.982269 | |
vn 0.216834 -0.273721 0.937010 | |
vn -0.303018 -0.201941 0.931333 | |
vn -0.253090 -0.161809 0.953795 | |
vn 0.253090 -0.161809 0.953795 | |
vn 0.303018 -0.201941 0.931333 | |
vn -0.140110 -0.091189 0.985900 | |
vn 0.140110 -0.091189 0.985900 | |
vn -0.237983 0.050172 0.969939 | |
vn 0.237983 0.050172 0.969939 | |
vn -0.312662 -0.237922 0.919553 | |
vn 0.312662 -0.237922 0.919553 | |
vn -0.373791 -0.105197 0.921506 | |
vn 0.373791 -0.105197 0.921506 | |
vn -0.470595 -0.164647 0.866817 | |
vn 0.470595 -0.164647 0.866817 | |
vn -0.439222 -0.376141 0.815821 | |
vn 0.439222 -0.376141 0.815821 | |
vn -0.219611 -0.540635 0.812037 | |
vn 0.219611 -0.540635 0.812037 | |
vn 0.166967 -0.374828 0.911893 | |
vn -0.166967 -0.374828 0.911893 | |
vn 0.201849 -0.277596 0.939238 | |
vn -0.201849 -0.277596 0.939238 | |
vn 0.001160 -0.165563 0.986175 | |
vn -0.001160 -0.165563 0.986175 | |
vn 0.292917 -0.174108 0.940123 | |
vn -0.292917 -0.174108 0.940123 | |
vn 0.000000 0.732200 0.681051 | |
vn 0.000000 -0.603626 0.797266 | |
vn 0.000000 -0.971740 0.235908 | |
vn 0.131779 -0.608295 0.782678 | |
vn -0.131779 -0.608295 0.782678 | |
vn 0.759117 0.068392 0.647298 | |
vn -0.759117 0.068392 0.647298 | |
vn 0.405957 0.643605 0.648793 | |
vn -0.405957 0.643605 0.648793 | |
vn 0.000000 0.598346 0.801202 | |
vn 0.073855 -0.330546 0.940855 | |
vn 0.000000 -0.124516 0.992187 | |
vn -0.073855 -0.330546 0.940855 | |
vn -0.085116 -0.339244 0.936827 | |
vn 0.085116 -0.339244 0.936827 | |
vn -0.141881 -0.148350 0.978698 | |
vn 0.141881 -0.148350 0.978698 | |
vn 0.000000 -0.482803 0.875698 | |
vn -0.692984 -0.001343 0.720908 | |
vn -0.095523 -0.326090 0.940489 | |
vn 0.095523 -0.326090 0.940489 | |
vn 0.692984 -0.001343 0.720908 | |
vn -0.646687 0.162603 0.745201 | |
vn 0.646687 0.162603 0.745201 | |
vn -0.593463 0.121860 0.795556 | |
vn 0.593463 0.121860 0.795556 | |
vn -0.124363 0.009674 0.992187 | |
vn -0.509995 -0.457717 0.728233 | |
vn 0.509995 -0.457717 0.728233 | |
vn 0.124363 0.009674 0.992187 | |
vn -0.972137 -0.167882 0.163549 | |
vn 0.972137 -0.167882 0.163549 | |
vn -0.715995 0.572161 0.399945 | |
vn 0.715995 0.572161 0.399945 | |
vn 0.000000 0.430525 0.902554 | |
vn 0.000000 0.010865 0.999939 | |
vn -0.221839 -0.606037 0.763848 | |
vn 0.000000 -0.492935 0.870022 | |
vn 0.000000 0.010315 0.999939 | |
vn -0.294320 -0.184484 0.937712 | |
vn 0.221839 -0.606037 0.763848 | |
vn 0.294320 -0.184484 0.937712 | |
vn -0.396924 0.534989 0.745781 | |
vn 0.247780 0.568224 0.784661 | |
vn -0.247780 0.568224 0.784661 | |
vn 0.396924 0.534989 0.745781 | |
vn -0.868221 -0.261330 0.421735 | |
vn -0.555986 -0.690695 0.462355 | |
vn 0.868221 -0.261330 0.421735 | |
vn 0.555986 -0.690695 0.462355 | |
vn -0.753075 0.649892 0.102298 | |
vn 0.753075 0.649892 0.102298 | |
vn 0.194189 0.935697 0.294473 | |
vn -0.194189 0.935697 0.294473 | |
vn 0.000000 0.788965 0.614399 | |
vn 0.000000 -0.888638 0.458571 | |
vn 0.000000 -0.336772 0.941557 | |
vn 0.000000 -0.251991 0.967711 | |
vn -0.188360 -0.040132 0.981262 | |
vn 0.000000 -0.032899 0.999451 | |
vn 0.188360 -0.040132 0.981262 | |
vn 0.000000 0.000000 1.000000 | |
vn -0.572039 -0.018708 0.820002 | |
vn -0.536332 -0.212409 0.816828 | |
vn 0.536332 -0.212409 0.816828 | |
vn 0.572039 -0.018708 0.820002 | |
vn -0.357707 -0.638325 0.681570 | |
vn 0.357707 -0.638325 0.681570 | |
vn -0.154302 -0.754112 0.638325 | |
vn 0.154302 -0.754112 0.638325 | |
vn 0.000000 -0.743461 0.668752 | |
vn 0.000000 -0.189123 0.981933 | |
vn 0.000000 -0.114475 0.993408 | |
vn 0.001404 -0.055635 0.998444 | |
vn -0.001404 -0.055635 0.998444 | |
vn -0.336283 -0.512833 0.789850 | |
vn 0.336283 -0.512833 0.789850 | |
vn -0.454543 -0.337077 0.824458 | |
vn 0.454543 -0.337077 0.824458 | |
vn -0.543474 -0.308603 0.780602 | |
vn 0.543474 -0.308603 0.780602 | |
vn -0.387158 -0.187811 0.902646 | |
vn 0.387158 -0.187811 0.902646 | |
vn -0.430647 -0.144902 0.890805 | |
vn 0.430647 -0.144902 0.890805 | |
vn -0.234016 -0.120548 0.964721 | |
vn 0.234016 -0.120548 0.964721 | |
vn -0.263833 0.168798 0.949675 | |
vn 0.263833 0.168798 0.949675 | |
vn 0.196722 0.141881 0.970122 | |
vn -0.196722 0.141881 0.970122 | |
vn -0.906766 -0.008332 0.421522 | |
vn -0.744133 -0.640919 0.188269 | |
vn 0.744133 -0.640919 0.188269 | |
vn 0.906766 -0.008332 0.421522 | |
vn -0.044191 -0.974395 0.220313 | |
vn 0.044191 -0.974395 0.220313 | |
vn 0.639943 -0.761498 0.102786 | |
vn -0.639943 -0.761498 0.102786 | |
vn 0.955504 -0.011444 0.294717 | |
vn -0.955504 -0.011444 0.294717 | |
vn 0.649678 0.754387 0.093570 | |
vn -0.649678 0.754387 0.093570 | |
vn -0.037049 0.978881 0.200903 | |
vn 0.037049 0.978881 0.200903 | |
vn -0.752342 0.635395 0.173742 | |
vn 0.752342 0.635395 0.173742 | |
vn -0.811792 -0.002777 0.583880 | |
vn -0.596942 0.486770 0.637684 | |
vn 0.596942 0.486770 0.637684 | |
vn 0.811792 -0.002777 0.583880 | |
vn -0.868221 -0.005829 0.496109 | |
vn -0.719504 0.473006 0.508469 | |
vn 0.719504 0.473006 0.508469 | |
vn 0.868221 -0.005829 0.496109 | |
vn -0.204260 0.828761 0.520951 | |
vn -0.095767 0.717277 0.690146 | |
vn 0.095767 0.717277 0.690146 | |
vn 0.204260 0.828761 0.520951 | |
vn 0.451704 0.459883 0.764458 | |
vn -0.451704 0.459883 0.764458 | |
vn 0.450362 0.693899 0.561815 | |
vn -0.450362 0.693899 0.561815 | |
vn 0.805536 0.109409 0.582324 | |
vn 0.691488 -0.074099 0.718558 | |
vn -0.691488 -0.074099 0.718558 | |
vn -0.805536 0.109409 0.582324 | |
vn 0.386212 -0.474685 0.790857 | |
vn -0.386212 -0.474685 0.790857 | |
vn 0.557756 -0.629109 0.541368 | |
vn -0.557756 -0.629109 0.541368 | |
vn -0.091159 -0.723716 0.684011 | |
vn -0.199744 -0.858058 0.473067 | |
vn 0.091159 -0.723716 0.684011 | |
vn 0.199744 -0.858058 0.473067 | |
vn -0.597949 -0.496475 0.629231 | |
vn 0.597949 -0.496475 0.629231 | |
vn -0.723197 -0.488907 0.487747 | |
vn 0.723197 -0.488907 0.487747 | |
usemtl Material_ray.png | |
s 1 | |
f 61/1/1 65/2/2 49/3/3 | |
f 50/4/4 66/5/5 62/6/6 | |
f 63/7/7 65/2/2 61/1/1 | |
f 62/6/6 66/5/5 64/8/8 | |
f 61/1/1 59/9/9 63/7/7 | |
f 64/8/8 60/10/10 62/6/6 | |
f 61/1/1 57/11/11 59/9/9 | |
f 60/10/10 58/12/12 62/6/6 | |
f 61/1/1 55/13/13 57/11/11 | |
f 58/12/12 56/14/14 62/6/6 | |
f 61/1/1 53/15/15 55/13/13 | |
f 56/14/14 54/16/16 62/6/6 | |
f 61/1/1 51/17/17 53/15/15 | |
f 54/16/16 52/18/18 62/6/6 | |
f 61/1/1 49/3/3 51/17/17 | |
f 52/18/18 50/4/4 62/6/6 | |
f 225/19/19 229/20/20 227/21/21 | |
f 228/22/22 230/23/23 226/24/24 | |
f 73/25/25 284/26/26 74/27/27 | |
f 74/28/27 285/29/28 73/30/25 | |
f 342/31/29 348/32/30 384/33/31 | |
f 385/34/32 349/35/33 343/36/34 | |
f 300/37/35 346/38/36 344/39/37 | |
f 345/40/38 347/41/39 301/42/40 | |
f 324/43/41 380/44/42 352/45/43 | |
f 353/46/44 381/47/45 325/48/46 | |
f 442/49/47 444/50/48 446/51/49 | |
f 447/52/50 445/53/51 443/54/52 | |
f 464/55/53 492/56/54 466/57/55 | |
f 467/58/56 493/59/57 465/60/58 | |
f 496/61/59 498/62/60 500/63/61 | |
f 501/64/62 499/65/63 497/66/64 | |
f 505/67/65 323/68/66 321/69/67 | |
f 505/67/65 321/69/67 391/70/68 | |
f 320/71/69 322/72/70 504/73/71 | |
f 320/71/69 504/73/71 390/74/72 | |
f 505/67/65 507/75/73 315/76/74 | |
f 505/67/65 315/76/74 323/68/66 | |
f 314/77/75 506/78/76 504/73/71 | |
f 314/77/75 504/73/71 322/72/70 | |
f 389/79/77 383/80/78 507/75/73 | |
f 383/80/78 315/76/74 507/75/73 | |
f 314/77/75 382/81/79 506/78/76 | |
f 382/81/79 388/82/80 506/78/76 | |
f 501/64/62 497/66/64 495/83/81 | |
f 501/64/62 495/83/81 503/84/82 | |
f 494/85/83 496/61/59 500/63/61 | |
f 494/85/83 500/63/61 502/86/84 | |
f 505/67/65 503/84/82 507/75/73 | |
f 503/84/82 495/83/81 507/75/73 | |
f 494/85/83 502/86/84 506/78/76 | |
f 502/86/84 504/73/71 506/78/76 | |
f 495/83/81 401/87/85 507/75/73 | |
f 401/87/85 389/79/77 507/75/73 | |
f 388/82/80 400/88/86 506/78/76 | |
f 400/88/86 494/85/83 506/78/76 | |
f 497/66/64 399/89/87 495/83/81 | |
f 399/89/87 401/87/85 495/83/81 | |
f 400/88/86 398/90/88 494/85/83 | |
f 398/90/88 496/61/59 494/85/83 | |
f 499/65/63 397/91/89 497/66/64 | |
f 397/91/89 399/89/87 497/66/64 | |
f 398/90/88 396/92/90 496/61/59 | |
f 396/92/90 498/62/60 496/61/59 | |
f 501/64/62 395/93/91 499/65/63 | |
f 395/93/91 397/91/89 499/65/63 | |
f 396/92/90 394/94/92 498/62/60 | |
f 394/94/92 500/63/61 498/62/60 | |
f 503/84/82 393/95/93 395/93/91 | |
f 503/84/82 395/93/91 501/64/62 | |
f 394/94/92 392/96/94 502/86/84 | |
f 394/94/92 502/86/84 500/63/61 | |
f 505/67/65 391/70/68 393/95/93 | |
f 505/67/65 393/95/93 503/84/82 | |
f 392/96/94 390/74/72 504/73/71 | |
f 392/96/94 504/73/71 502/86/84 | |
f 491/97/95 493/59/57 467/58/56 | |
f 491/97/95 467/58/56 469/98/96 | |
f 466/57/55 492/56/54 490/99/97 | |
f 466/57/55 490/99/97 468/100/98 | |
f 489/101/99 491/97/95 471/102/100 | |
f 491/97/95 469/98/96 471/102/100 | |
f 468/100/98 490/99/97 470/103/101 | |
f 490/99/97 488/104/102 470/103/101 | |
f 483/105/103 489/101/99 473/106/104 | |
f 489/101/99 471/102/100 473/106/104 | |
f 470/103/101 488/104/102 472/107/105 | |
f 488/104/102 482/108/106 472/107/105 | |
f 481/109/107 483/105/103 473/106/104 | |
f 481/109/107 473/106/104 475/110/108 | |
f 472/107/105 482/108/106 480/111/109 | |
f 472/107/105 480/111/109 474/112/110 | |
f 481/109/107 475/110/108 457/113/111 | |
f 475/110/108 455/114/112 457/113/111 | |
f 454/115/113 474/112/110 456/116/114 | |
f 474/112/110 480/111/109 456/116/114 | |
f 463/117/115 479/118/116 459/119/117 | |
f 463/117/115 459/119/117 461/120/118 | |
f 458/121/119 478/122/120 462/123/121 | |
f 458/121/119 462/123/121 460/124/122 | |
f 479/118/116 463/117/115 485/125/123 | |
f 463/117/115 453/126/124 485/125/123 | |
f 452/127/125 462/123/121 484/128/126 | |
f 462/123/121 478/122/120 484/128/126 | |
f 487/129/127 485/125/123 477/130/128 | |
f 485/125/123 453/126/124 477/130/128 | |
f 452/127/125 484/128/126 476/131/129 | |
f 484/128/126 486/132/130 476/131/129 | |
f 487/129/127 477/130/128 465/60/58 | |
f 487/129/127 465/60/58 493/59/57 | |
f 464/55/53 476/131/129 486/132/130 | |
f 464/55/53 486/132/130 492/56/54 | |
f 491/97/95 489/101/99 493/59/57 | |
f 489/101/99 487/129/127 493/59/57 | |
f 486/132/130 488/104/102 492/56/54 | |
f 488/104/102 490/99/97 492/56/54 | |
f 489/101/99 483/105/103 485/125/123 | |
f 489/101/99 485/125/123 487/129/127 | |
f 484/128/126 482/108/106 488/104/102 | |
f 484/128/126 488/104/102 486/132/130 | |
f 483/105/103 481/109/107 485/125/123 | |
f 481/109/107 479/118/116 485/125/123 | |
f 478/122/120 480/111/109 484/128/126 | |
f 480/111/109 482/108/106 484/128/126 | |
f 481/109/107 457/113/111 479/118/116 | |
f 457/113/111 459/119/117 479/118/116 | |
f 458/121/119 456/116/114 478/122/120 | |
f 456/116/114 480/111/109 478/122/120 | |
f 473/106/104 421/133/131 475/110/108 | |
f 421/133/131 419/134/132 475/110/108 | |
f 418/135/133 420/136/134 474/112/110 | |
f 420/136/134 472/107/105 474/112/110 | |
f 471/102/100 423/137/135 473/106/104 | |
f 423/137/135 421/133/131 473/106/104 | |
f 420/136/134 422/138/136 472/107/105 | |
f 422/138/136 470/103/101 472/107/105 | |
f 469/98/96 425/139/137 471/102/100 | |
f 425/139/137 423/137/135 471/102/100 | |
f 422/138/136 424/140/138 470/103/101 | |
f 424/140/138 468/100/98 470/103/101 | |
f 467/58/56 427/141/139 425/139/137 | |
f 467/58/56 425/139/137 469/98/96 | |
f 424/140/138 426/142/140 466/57/55 | |
f 424/140/138 466/57/55 468/100/98 | |
f 465/60/58 429/143/141 427/141/139 | |
f 465/60/58 427/141/139 467/58/56 | |
f 426/142/140 428/144/142 464/55/53 | |
f 426/142/140 464/55/53 466/57/55 | |
f 477/130/128 417/145/143 429/143/141 | |
f 477/130/128 429/143/141 465/60/58 | |
f 428/144/142 416/146/144 476/131/129 | |
f 428/144/142 476/131/129 464/55/53 | |
f 475/110/108 419/134/132 441/147/145 | |
f 475/110/108 441/147/145 455/114/112 | |
f 440/148/146 418/135/133 474/112/110 | |
f 440/148/146 474/112/110 454/115/113 | |
f 455/114/112 441/147/145 439/149/147 | |
f 455/114/112 439/149/147 457/113/111 | |
f 438/150/148 440/148/146 454/115/113 | |
f 438/150/148 454/115/113 456/116/114 | |
f 457/113/111 439/149/147 459/119/117 | |
f 439/149/147 437/151/149 459/119/117 | |
f 436/152/150 438/150/148 458/121/119 | |
f 438/150/148 456/116/114 458/121/119 | |
f 459/119/117 437/151/149 461/120/118 | |
f 437/151/149 435/153/151 461/120/118 | |
f 434/154/152 436/152/150 460/124/122 | |
f 436/152/150 458/121/119 460/124/122 | |
f 461/120/118 435/153/151 433/155/153 | |
f 461/120/118 433/155/153 463/117/115 | |
f 432/156/154 434/154/152 460/124/122 | |
f 432/156/154 460/124/122 462/123/121 | |
f 463/117/115 433/155/153 453/126/124 | |
f 433/155/153 451/157/155 453/126/124 | |
f 450/158/156 432/156/154 452/127/125 | |
f 432/156/154 462/123/121 452/127/125 | |
f 453/126/124 451/157/155 417/145/143 | |
f 453/126/124 417/145/143 477/130/128 | |
f 416/146/144 450/158/156 452/127/125 | |
f 416/146/144 452/127/125 476/131/129 | |
f 447/52/50 443/54/52 449/159/157 | |
f 443/54/52 313/160/158 449/159/157 | |
f 312/161/159 442/49/47 448/162/160 | |
f 442/49/47 446/51/49 448/162/160 | |
f 431/163/161 449/159/157 383/80/78 | |
f 449/159/157 313/160/158 383/80/78 | |
f 312/161/159 448/162/160 382/164/79 | |
f 448/162/160 430/165/162 382/164/79 | |
f 451/157/155 431/163/161 417/145/143 | |
f 431/163/161 415/166/163 417/145/143 | |
f 414/167/164 430/165/162 416/146/144 | |
f 430/165/162 450/158/156 416/146/144 | |
f 433/155/153 449/159/157 451/157/155 | |
f 449/159/157 431/163/161 451/157/155 | |
f 430/165/162 448/162/160 450/158/156 | |
f 448/162/160 432/156/154 450/158/156 | |
f 447/52/50 449/159/157 435/153/151 | |
f 449/159/157 433/155/153 435/153/151 | |
f 432/156/154 448/162/160 434/154/152 | |
f 448/162/160 446/51/49 434/154/152 | |
f 439/149/147 447/52/50 435/153/151 | |
f 439/149/147 435/153/151 437/151/149 | |
f 434/154/152 446/51/49 438/150/148 | |
f 434/154/152 438/150/148 436/152/150 | |
f 445/53/51 447/52/50 441/147/145 | |
f 447/52/50 439/149/147 441/147/145 | |
f 438/150/148 446/51/49 440/148/146 | |
f 446/51/49 444/50/48 440/148/146 | |
f 441/147/145 419/134/132 413/168/165 | |
f 441/147/145 413/168/165 445/53/51 | |
f 412/169/166 418/135/133 440/148/146 | |
f 412/169/166 440/148/146 444/50/48 | |
f 415/166/163 431/163/161 383/80/78 | |
f 415/166/163 383/80/78 389/79/77 | |
f 382/164/79 430/165/162 414/167/164 | |
f 382/164/79 414/167/164 388/170/80 | |
f 443/171/52 319/172/167 311/173/168 | |
f 443/171/52 311/173/168 313/174/158 | |
f 310/175/169 318/176/170 442/177/47 | |
f 310/175/169 442/177/47 312/178/159 | |
f 413/168/165 391/179/68 445/53/51 | |
f 391/179/68 321/180/67 445/53/51 | |
f 320/181/69 390/182/72 444/50/48 | |
f 390/182/72 412/169/166 444/50/48 | |
f 445/53/51 321/180/67 443/54/52 | |
f 321/183/67 319/172/167 443/171/52 | |
f 318/176/170 320/184/69 442/177/47 | |
f 320/181/69 444/50/48 442/49/47 | |
f 417/145/143 415/166/163 403/185/171 | |
f 417/145/143 403/185/171 429/143/141 | |
f 402/186/172 414/167/164 416/146/144 | |
f 402/186/172 416/146/144 428/144/142 | |
f 427/141/139 429/143/141 405/187/173 | |
f 429/143/141 403/185/171 405/187/173 | |
f 402/186/172 428/144/142 404/188/174 | |
f 428/144/142 426/142/140 404/188/174 | |
f 425/139/137 427/141/139 407/189/175 | |
f 427/141/139 405/187/173 407/189/175 | |
f 404/188/174 426/142/140 406/190/176 | |
f 426/142/140 424/140/138 406/190/176 | |
f 423/137/135 425/139/137 409/191/177 | |
f 425/139/137 407/189/175 409/191/177 | |
f 406/190/176 424/140/138 408/192/178 | |
f 424/140/138 422/138/136 408/192/178 | |
f 421/133/131 423/137/135 409/191/177 | |
f 421/133/131 409/191/177 411/193/179 | |
f 408/192/178 422/138/136 420/136/134 | |
f 408/192/178 420/136/134 410/194/180 | |
f 419/134/132 421/133/131 411/193/179 | |
f 419/134/132 411/193/179 413/168/165 | |
f 410/194/180 420/136/134 418/135/133 | |
f 410/194/180 418/135/133 412/169/166 | |
f 413/168/165 411/193/179 393/195/93 | |
f 413/168/165 393/195/93 391/179/68 | |
f 392/196/94 410/194/180 412/169/166 | |
f 392/196/94 412/169/166 390/182/72 | |
f 411/193/179 409/191/177 393/195/93 | |
f 409/191/177 395/197/91 393/195/93 | |
f 394/198/92 408/192/178 392/196/94 | |
f 408/192/178 410/194/180 392/196/94 | |
f 409/191/177 407/189/175 395/197/91 | |
f 407/189/175 397/199/89 395/197/91 | |
f 396/200/90 406/190/176 394/198/92 | |
f 406/190/176 408/192/178 394/198/92 | |
f 407/189/175 405/187/173 397/199/89 | |
f 405/187/173 399/89/87 397/199/89 | |
f 398/201/88 404/188/174 396/200/90 | |
f 404/188/174 406/190/176 396/200/90 | |
f 405/187/173 403/185/171 401/87/85 | |
f 405/187/173 401/87/85 399/89/87 | |
f 400/202/86 402/186/172 404/188/174 | |
f 400/202/86 404/188/174 398/201/88 | |
f 415/166/163 389/79/77 403/185/171 | |
f 389/79/77 401/87/85 403/185/171 | |
f 400/202/86 388/170/80 402/186/172 | |
f 388/170/80 414/167/164 402/186/172 | |
f 381/47/45 353/46/44 387/203/181 | |
f 353/46/44 351/204/182 387/203/181 | |
f 350/205/183 352/45/43 386/206/184 | |
f 352/45/43 380/44/42 386/206/184 | |
f 381/47/45 387/203/181 323/207/66 | |
f 387/203/181 321/183/67 323/207/66 | |
f 320/184/69 386/206/184 322/208/70 | |
f 386/206/184 380/44/42 322/208/70 | |
f 381/47/45 379/209/185 325/48/46 | |
f 379/209/185 317/210/186 325/48/46 | |
f 316/211/187 378/212/188 324/43/41 | |
f 378/212/188 380/44/42 324/43/41 | |
f 381/47/45 323/207/66 379/209/185 | |
f 323/207/66 315/213/74 379/209/185 | |
f 314/214/75 322/208/70 378/212/188 | |
f 322/208/70 380/44/42 378/212/188 | |
f 343/36/34 345/40/38 301/42/40 | |
f 343/36/34 301/42/40 385/34/32 | |
f 300/37/35 344/39/37 342/31/29 | |
f 300/37/35 342/31/29 384/33/31 | |
f 385/34/32 301/42/40 299/215/189 | |
f 385/34/32 299/215/189 319/172/167 | |
f 298/216/190 300/37/35 384/33/31 | |
f 298/216/190 384/33/31 318/176/170 | |
f 387/203/181 385/34/32 321/183/67 | |
f 385/34/32 319/172/167 321/183/67 | |
f 318/176/170 384/33/31 320/184/69 | |
f 384/33/31 386/206/184 320/184/69 | |
f 387/203/181 351/204/182 385/34/32 | |
f 351/204/182 349/35/33 385/34/32 | |
f 348/32/30 350/205/183 384/33/31 | |
f 350/205/183 386/206/184 384/33/31 | |
f 371/217/191 377/218/192 383/219/78 | |
f 377/218/192 315/213/74 383/219/78 | |
f 314/214/75 376/220/193 382/221/79 | |
f 376/220/193 370/222/194 382/221/79 | |
f 371/217/191 383/219/78 313/174/158 | |
f 371/217/191 313/174/158 369/223/195 | |
f 312/178/159 382/221/79 370/222/194 | |
f 312/178/159 370/222/194 368/224/196 | |
f 369/223/195 313/174/158 311/173/168 | |
f 369/223/195 311/173/168 363/225/197 | |
f 310/175/169 312/178/159 368/224/196 | |
f 310/175/169 368/224/196 362/226/198 | |
f 311/173/168 297/227/199 363/225/197 | |
f 297/227/199 295/228/200 363/225/197 | |
f 294/229/201 296/230/202 362/226/198 | |
f 296/230/202 310/175/169 362/226/198 | |
f 361/231/203 291/232/204 285/29/28 | |
f 361/231/203 285/29/28 74/28/27 | |
f 284/26/26 290/233/205 360/234/206 | |
f 284/26/26 360/234/206 74/27/27 | |
f 289/235/207 287/236/208 291/232/204 | |
f 287/236/208 285/29/28 291/232/204 | |
f 284/26/26 286/237/209 290/233/205 | |
f 286/237/209 288/238/210 290/233/205 | |
f 359/239/211 361/231/203 302/240/212 | |
f 361/231/203 74/28/27 302/240/212 | |
f 74/27/27 360/234/206 302/241/212 | |
f 360/234/206 358/242/213 302/241/212 | |
f 365/243/214 293/244/215 361/231/203 | |
f 293/244/215 291/232/204 361/231/203 | |
f 290/233/205 292/245/216 360/234/206 | |
f 292/245/216 364/246/217 360/234/206 | |
f 365/243/214 361/231/203 359/239/211 | |
f 365/243/214 359/239/211 367/247/218 | |
f 358/242/213 360/234/206 364/246/217 | |
f 358/242/213 364/246/217 366/248/219 | |
f 367/247/218 359/239/211 357/249/220 | |
f 367/247/218 357/249/220 373/250/221 | |
f 356/251/222 358/242/213 366/248/219 | |
f 356/251/222 366/248/219 372/252/223 | |
f 373/250/221 357/249/220 355/253/224 | |
f 373/250/221 355/253/224 375/254/225 | |
f 354/255/226 356/251/222 372/252/223 | |
f 354/255/226 372/252/223 374/256/227 | |
f 375/254/225 355/253/224 317/210/186 | |
f 375/254/225 317/210/186 379/209/185 | |
f 316/211/187 354/255/226 374/256/227 | |
f 316/211/187 374/256/227 378/212/188 | |
f 375/254/225 379/209/185 377/218/192 | |
f 379/209/185 315/213/74 377/218/192 | |
f 314/214/75 378/212/188 376/220/193 | |
f 378/212/188 374/256/227 376/220/193 | |
f 377/218/192 371/217/191 373/250/221 | |
f 377/218/192 373/250/221 375/254/225 | |
f 372/252/223 370/222/194 376/220/193 | |
f 372/252/223 376/220/193 374/256/227 | |
f 371/217/191 369/223/195 367/247/218 | |
f 371/217/191 367/247/218 373/250/221 | |
f 366/248/219 368/224/196 370/222/194 | |
f 366/248/219 370/222/194 372/252/223 | |
f 369/223/195 363/225/197 365/243/214 | |
f 369/223/195 365/243/214 367/247/218 | |
f 364/246/217 362/226/198 368/224/196 | |
f 364/246/217 368/224/196 366/248/219 | |
f 363/225/197 295/228/200 293/244/215 | |
f 363/225/197 293/244/215 365/243/214 | |
f 292/245/216 294/229/201 362/226/198 | |
f 292/245/216 362/226/198 364/246/217 | |
f 317/210/186 355/253/224 75/257/228 | |
f 317/210/186 75/257/228 76/258/229 | |
f 75/259/228 354/255/226 316/211/187 | |
f 75/259/228 316/211/187 76/260/229 | |
f 355/253/224 357/249/220 303/261/230 | |
f 355/253/224 303/261/230 75/257/228 | |
f 303/262/230 356/251/222 354/255/226 | |
f 303/262/230 354/255/226 75/259/228 | |
f 357/249/220 359/239/211 303/261/230 | |
f 359/239/211 302/240/212 303/261/230 | |
f 302/241/212 358/242/213 303/262/230 | |
f 358/242/213 356/251/222 303/262/230 | |
f 325/48/46 317/210/186 77/263/231 | |
f 317/210/186 76/258/229 77/263/231 | |
f 76/260/229 316/211/187 77/264/231 | |
f 316/211/187 324/43/41 77/264/231 | |
f 319/172/167 299/215/189 297/227/199 | |
f 319/172/167 297/227/199 311/173/168 | |
f 296/230/202 298/216/190 318/176/170 | |
f 296/230/202 318/176/170 310/175/169 | |
f 349/35/33 329/265/232 343/36/34 | |
f 329/265/232 327/266/233 343/36/34 | |
f 326/267/234 328/268/235 342/31/29 | |
f 328/268/235 348/32/30 342/31/29 | |
f 329/265/232 349/35/33 305/269/236 | |
f 329/265/232 305/269/236 309/270/237 | |
f 305/271/236 348/32/30 328/268/235 | |
f 305/271/236 328/268/235 309/272/237 | |
f 349/35/33 351/204/182 78/273/238 | |
f 349/35/33 78/273/238 305/269/236 | |
f 78/274/238 350/205/183 348/32/30 | |
f 78/274/238 348/32/30 305/271/236 | |
f 351/204/182 353/46/44 78/273/238 | |
f 353/46/44 304/275/239 78/273/238 | |
f 304/276/239 352/45/43 78/274/238 | |
f 352/45/43 350/205/183 78/274/238 | |
f 353/46/44 325/48/46 304/275/239 | |
f 325/48/46 77/263/231 304/275/239 | |
f 77/264/231 324/43/41 304/276/239 | |
f 324/43/41 352/45/43 304/276/239 | |
f 301/42/40 347/41/39 93/277/240 | |
f 347/278/39 80/279/241 93/280/240 | |
f 79/281/242 346/282/36 92/283/243 | |
f 346/38/36 300/37/35 92/284/243 | |
f 345/40/38 216/285/244 347/41/39 | |
f 216/286/244 80/279/241 347/278/39 | |
f 79/281/242 215/287/245 346/282/36 | |
f 215/288/245 344/39/37 346/38/36 | |
f 343/36/34 327/266/233 210/289/246 | |
f 327/266/233 82/290/247 210/289/246 | |
f 81/291/248 326/267/234 209/292/249 | |
f 326/267/234 342/31/29 209/292/249 | |
f 345/40/38 343/36/34 216/285/244 | |
f 343/36/34 210/289/246 216/285/244 | |
f 209/292/249 342/31/29 215/288/245 | |
f 342/31/29 344/39/37 215/288/245 | |
f 333/293/250 84/294/251 82/290/247 | |
f 333/293/250 82/290/247 327/266/233 | |
f 81/291/248 83/295/252 332/296/253 | |
f 81/291/248 332/296/253 326/267/234 | |
f 339/297/254 333/293/250 329/265/232 | |
f 333/293/250 327/266/233 329/265/232 | |
f 326/267/234 332/296/253 328/268/235 | |
f 332/296/253 338/298/255 328/268/235 | |
f 341/299/256 335/300/257 337/301/258 | |
f 335/300/257 331/302/259 337/301/258 | |
f 330/303/260 334/304/261 336/305/262 | |
f 334/304/261 340/306/263 336/305/262 | |
f 339/297/254 337/301/258 331/302/259 | |
f 339/297/254 331/302/259 333/293/250 | |
f 330/303/260 336/305/262 338/298/255 | |
f 330/303/260 338/298/255 332/296/253 | |
f 331/302/259 86/307/264 84/294/251 | |
f 331/302/259 84/294/251 333/293/250 | |
f 83/295/252 85/308/265 330/303/260 | |
f 83/295/252 330/303/260 332/296/253 | |
f 335/300/257 88/309/266 86/307/264 | |
f 335/300/257 86/307/264 331/302/259 | |
f 85/308/265 87/310/267 334/304/261 | |
f 85/308/265 334/304/261 330/303/260 | |
f 341/299/256 90/311/268 88/309/266 | |
f 341/299/256 88/309/266 335/300/257 | |
f 87/310/267 89/312/269 340/306/263 | |
f 87/310/267 340/306/263 334/304/261 | |
f 306/313/270 91/314/271 90/311/268 | |
f 306/313/270 90/311/268 341/299/256 | |
f 89/312/269 91/315/271 306/316/270 | |
f 89/312/269 306/316/270 340/306/263 | |
f 337/301/258 307/317/272 341/299/256 | |
f 307/317/272 306/313/270 341/299/256 | |
f 306/316/270 307/318/272 340/306/263 | |
f 307/318/272 336/305/262 340/306/263 | |
f 339/297/254 308/319/273 337/301/258 | |
f 308/319/273 307/317/272 337/301/258 | |
f 307/318/272 308/320/273 336/305/262 | |
f 308/320/273 338/298/255 336/305/262 | |
f 329/265/232 309/270/237 339/297/254 | |
f 309/270/237 308/319/273 339/297/254 | |
f 308/320/273 309/272/237 338/298/255 | |
f 309/272/237 328/268/235 338/298/255 | |
f 301/42/40 93/277/240 95/321/274 | |
f 301/42/40 95/321/274 299/215/189 | |
f 94/322/275 92/284/243 300/37/35 | |
f 94/322/275 300/37/35 298/216/190 | |
f 299/215/189 95/321/274 97/323/276 | |
f 299/215/189 97/323/276 297/227/199 | |
f 96/324/277 94/322/275 298/216/190 | |
f 96/324/277 298/216/190 296/230/202 | |
f 297/227/199 97/323/276 295/228/200 | |
f 97/323/276 99/325/278 295/228/200 | |
f 98/326/279 96/324/277 294/229/201 | |
f 96/324/277 296/230/202 294/229/201 | |
f 295/228/200 99/325/278 101/327/280 | |
f 295/228/200 101/327/280 293/244/215 | |
f 100/328/281 98/326/279 294/229/201 | |
f 100/328/281 294/229/201 292/245/216 | |
f 293/244/215 101/327/280 291/232/204 | |
f 101/327/280 103/329/282 291/232/204 | |
f 102/330/283 100/328/281 290/233/205 | |
f 100/328/281 292/245/216 290/233/205 | |
f 291/232/204 103/329/282 289/235/207 | |
f 103/329/282 105/331/284 289/235/207 | |
f 104/332/285 102/330/283 288/238/210 | |
f 102/330/283 290/233/205 288/238/210 | |
f 289/235/207 105/331/284 287/236/208 | |
f 105/331/284 107/333/286 287/236/208 | |
f 106/334/287 104/332/285 286/237/209 | |
f 104/332/285 288/238/210 286/237/209 | |
f 287/236/208 107/333/286 109/335/288 | |
f 287/236/208 109/335/288 285/29/28 | |
f 108/336/289 106/334/287 286/237/209 | |
f 108/336/289 286/237/209 284/26/26 | |
f 285/29/28 109/335/288 67/337/290 | |
f 285/29/28 67/337/290 73/30/25 | |
f 67/338/290 108/336/289 284/26/26 | |
f 67/338/290 284/26/26 73/25/25 | |
f 281/339/291 235/340/292 233/341/293 | |
f 281/339/291 233/341/293 283/342/294 | |
f 232/343/295 234/344/296 280/345/297 | |
f 232/343/295 280/345/297 282/346/298 | |
f 283/342/294 233/341/293 255/347/299 | |
f 283/342/294 255/347/299 261/348/300 | |
f 254/349/301 232/343/295 282/346/298 | |
f 254/349/301 282/346/298 260/350/302 | |
f 261/348/300 255/347/299 257/351/303 | |
f 261/348/300 257/351/303 259/352/304 | |
f 256/353/305 254/349/301 260/350/302 | |
f 256/353/305 260/350/302 258/354/306 | |
f 263/355/307 253/356/308 235/340/292 | |
f 263/355/307 235/340/292 281/339/291 | |
f 234/344/296 252/357/309 262/358/310 | |
f 234/344/296 262/358/310 280/345/297 | |
f 265/359/311 251/360/312 263/355/307 | |
f 251/360/312 253/356/308 263/355/307 | |
f 252/357/309 250/361/313 262/358/310 | |
f 250/361/313 264/362/314 262/358/310 | |
f 267/363/315 249/364/316 265/359/311 | |
f 249/364/316 251/360/312 265/359/311 | |
f 250/361/313 248/365/317 264/362/314 | |
f 248/365/317 266/366/318 264/362/314 | |
f 269/367/319 247/368/320 249/364/316 | |
f 269/367/319 249/364/316 267/363/315 | |
f 248/365/317 246/369/321 268/370/322 | |
f 248/365/317 268/370/322 266/366/318 | |
f 271/371/323 245/372/324 269/367/319 | |
f 245/372/324 247/368/320 269/367/319 | |
f 246/369/321 244/373/325 268/370/322 | |
f 244/373/325 270/374/326 268/370/322 | |
f 273/375/327 243/376/328 245/372/324 | |
f 273/375/327 245/372/324 271/371/323 | |
f 244/373/325 242/377/329 272/378/330 | |
f 244/373/325 272/378/330 270/374/326 | |
f 275/379/331 241/380/332 273/375/327 | |
f 241/380/332 243/376/328 273/375/327 | |
f 242/377/329 240/381/333 272/378/330 | |
f 240/381/333 274/382/334 272/378/330 | |
f 279/383/335 237/384/336 275/379/331 | |
f 237/384/336 241/380/332 275/379/331 | |
f 240/381/333 236/385/337 274/382/334 | |
f 236/385/337 278/386/338 274/382/334 | |
f 277/387/339 239/388/340 237/384/336 | |
f 277/387/339 237/384/336 279/383/335 | |
f 236/385/337 238/389/341 276/390/342 | |
f 236/385/337 276/390/342 278/386/338 | |
f 259/352/304 257/351/303 239/388/340 | |
f 259/352/304 239/388/340 277/387/339 | |
f 238/389/341 256/353/305 258/354/306 | |
f 238/389/341 258/354/306 276/390/342 | |
f 257/351/303 111/391/343 129/392/344 | |
f 257/351/303 129/392/344 239/388/340 | |
f 128/393/345 110/394/346 256/353/305 | |
f 128/393/345 256/353/305 238/389/341 | |
f 239/388/340 129/392/344 180/395/347 | |
f 239/388/340 180/395/347 237/384/336 | |
f 179/396/348 128/393/345 238/389/341 | |
f 179/396/348 238/389/341 236/385/337 | |
f 237/384/336 180/395/347 127/397/349 | |
f 237/384/336 127/397/349 241/380/332 | |
f 126/398/350 179/396/348 236/385/337 | |
f 126/398/350 236/385/337 240/381/333 | |
f 241/380/332 127/397/349 243/376/328 | |
f 127/397/349 125/399/351 243/376/328 | |
f 124/400/352 126/398/350 242/377/329 | |
f 126/398/350 240/381/333 242/377/329 | |
f 243/376/328 125/399/351 245/372/324 | |
f 125/399/351 123/401/353 245/372/324 | |
f 122/402/354 124/400/352 244/373/325 | |
f 124/400/352 242/377/329 244/373/325 | |
f 245/372/324 123/401/353 121/403/355 | |
f 245/372/324 121/403/355 247/368/320 | |
f 120/404/356 122/402/354 244/373/325 | |
f 120/404/356 244/373/325 246/369/321 | |
f 247/368/320 121/403/355 119/405/357 | |
f 247/368/320 119/405/357 249/364/316 | |
f 118/406/358 120/404/356 246/369/321 | |
f 118/406/358 246/369/321 248/365/317 | |
f 249/364/316 119/405/357 117/407/359 | |
f 249/364/316 117/407/359 251/360/312 | |
f 116/408/360 118/406/358 248/365/317 | |
f 116/408/360 248/365/317 250/361/313 | |
f 251/360/312 117/407/359 115/409/361 | |
f 251/360/312 115/409/361 253/356/308 | |
f 114/410/362 116/408/360 250/361/313 | |
f 114/410/362 250/361/313 252/357/309 | |
f 253/356/308 115/409/361 235/340/292 | |
f 115/409/361 182/411/363 235/340/292 | |
f 181/412/364 114/410/362 234/344/296 | |
f 114/410/362 252/357/309 234/344/296 | |
f 255/347/299 113/413/365 257/351/303 | |
f 113/413/365 111/391/343 257/351/303 | |
f 110/394/346 112/414/366 256/353/305 | |
f 112/414/366 254/349/301 256/353/305 | |
f 233/341/293 184/415/367 113/413/365 | |
f 233/341/293 113/413/365 255/347/299 | |
f 112/414/366 183/416/368 232/343/295 | |
f 112/414/366 232/343/295 254/349/301 | |
f 235/340/292 182/411/363 184/415/367 | |
f 235/340/292 184/415/367 233/341/293 | |
f 183/416/368 181/412/364 234/344/296 | |
f 183/416/368 234/344/296 232/343/295 | |
f 230/23/23 231/417/369 224/418/370 | |
f 230/23/23 224/418/370 226/24/24 | |
f 224/418/370 231/417/369 229/20/20 | |
f 224/418/370 229/20/20 225/19/19 | |
f 224/418/370 72/419/371 226/24/24 | |
f 72/419/371 223/420/372 226/24/24 | |
f 222/421/373 72/419/371 225/19/19 | |
f 72/419/371 224/418/370 225/19/19 | |
f 226/24/24 223/420/372 221/422/374 | |
f 226/24/24 221/422/374 228/22/22 | |
f 220/423/375 222/421/373 225/19/19 | |
f 220/423/375 225/19/19 227/21/21 | |
f 228/22/22 221/422/374 219/424/376 | |
f 228/22/22 219/424/376 230/23/23 | |
f 218/425/377 220/423/375 227/21/21 | |
f 218/425/377 227/21/21 229/20/20 | |
f 230/23/23 219/424/376 231/417/369 | |
f 219/424/376 217/426/378 231/417/369 | |
f 217/426/378 218/425/377 231/417/369 | |
f 218/425/377 229/20/20 231/417/369 | |
f 219/424/376 136/427/379 137/428/380 | |
f 219/424/376 137/428/380 217/426/378 | |
f 137/428/380 135/429/381 218/425/377 | |
f 137/428/380 218/425/377 217/426/378 | |
f 221/422/374 134/430/382 136/427/379 | |
f 221/422/374 136/427/379 219/424/376 | |
f 135/429/381 133/431/383 220/423/375 | |
f 135/429/381 220/423/375 218/425/377 | |
f 223/420/372 132/432/384 134/430/382 | |
f 223/420/372 134/430/382 221/422/374 | |
f 133/431/383 131/433/385 222/421/373 | |
f 133/431/383 222/421/373 220/423/375 | |
f 72/419/371 130/434/386 223/420/372 | |
f 130/434/386 132/432/384 223/420/372 | |
f 131/433/385 130/434/386 222/421/373 | |
f 130/434/386 72/419/371 222/421/373 | |
f 212/435/387 165/436/388 80/279/241 | |
f 212/435/387 80/279/241 216/286/244 | |
f 79/281/242 164/437/389 211/438/390 | |
f 79/281/242 211/438/390 215/287/245 | |
f 212/435/387 216/286/244 214/439/391 | |
f 216/286/244 210/440/246 214/439/391 | |
f 209/441/249 215/287/245 213/442/392 | |
f 215/287/245 211/438/390 213/442/392 | |
f 214/439/391 210/440/246 167/443/393 | |
f 210/440/246 82/444/247 167/443/393 | |
f 81/445/248 209/441/249 166/446/394 | |
f 209/441/249 213/442/392 166/446/394 | |
f 167/443/393 188/447/395 214/439/391 | |
f 188/447/395 145/448/396 214/439/391 | |
f 144/449/397 187/450/398 213/442/392 | |
f 187/450/398 166/446/394 213/442/392 | |
f 214/439/391 145/448/396 212/435/387 | |
f 145/448/396 143/451/399 212/435/387 | |
f 142/452/400 144/449/397 211/438/390 | |
f 144/449/397 213/442/392 211/438/390 | |
f 212/435/387 143/451/399 141/453/401 | |
f 212/435/387 141/453/401 165/436/388 | |
f 140/454/402 142/452/400 211/438/390 | |
f 140/454/402 211/438/390 164/437/389 | |
f 165/436/388 141/453/401 139/455/403 | |
f 165/436/388 139/455/403 177/456/404 | |
f 139/455/403 140/454/402 164/437/389 | |
f 139/455/403 164/437/389 177/456/404 | |
f 207/457/405 208/458/406 199/459/407 | |
f 207/457/405 199/459/407 205/460/408 | |
f 199/459/407 208/458/406 206/461/409 | |
f 199/459/407 206/461/409 204/462/410 | |
f 203/463/411 205/460/408 201/464/412 | |
f 205/460/408 199/459/407 201/464/412 | |
f 199/459/407 204/462/410 200/465/413 | |
f 204/462/410 202/466/414 200/465/413 | |
f 207/457/405 205/460/408 194/467/415 | |
f 207/457/405 194/467/415 192/468/416 | |
f 193/469/417 204/462/410 206/461/409 | |
f 193/469/417 206/461/409 191/470/418 | |
f 205/460/408 203/463/411 194/467/415 | |
f 203/463/411 196/471/419 194/467/415 | |
f 195/472/420 202/466/414 193/469/417 | |
f 202/466/414 204/462/410 193/469/417 | |
f 203/463/411 201/464/412 198/473/421 | |
f 203/463/411 198/473/421 196/471/419 | |
f 197/474/422 200/465/413 202/466/414 | |
f 197/474/422 202/466/414 195/472/420 | |
f 201/464/412 199/459/407 71/475/423 | |
f 201/464/412 71/475/423 198/473/421 | |
f 71/475/423 199/459/407 200/465/413 | |
f 71/475/423 200/465/413 197/474/422 | |
f 207/457/405 192/468/416 208/458/406 | |
f 192/468/416 70/476/424 208/458/406 | |
f 70/476/424 191/470/418 208/458/406 | |
f 191/470/418 206/461/409 208/458/406 | |
f 192/468/416 145/448/396 70/476/424 | |
f 145/448/396 190/477/425 70/476/424 | |
f 190/477/425 144/449/397 70/476/424 | |
f 144/449/397 191/470/418 70/476/424 | |
f 198/473/421 71/475/423 139/455/403 | |
f 71/478/423 138/479/426 139/480/403 | |
f 138/481/426 71/482/423 139/483/403 | |
f 71/475/423 197/474/422 139/455/403 | |
f 196/471/419 198/473/421 141/453/401 | |
f 198/473/421 139/455/403 141/453/401 | |
f 139/455/403 197/474/422 140/454/402 | |
f 197/474/422 195/472/420 140/454/402 | |
f 194/467/415 196/471/419 143/451/399 | |
f 196/471/419 141/453/401 143/451/399 | |
f 140/454/402 195/472/420 142/452/400 | |
f 195/472/420 193/469/417 142/452/400 | |
f 192/468/416 194/467/415 143/451/399 | |
f 192/468/416 143/451/399 145/448/396 | |
f 142/452/400 193/469/417 191/470/418 | |
f 142/452/400 191/470/418 144/449/397 | |
f 186/484/427 132/432/384 69/485/428 | |
f 132/432/384 130/434/386 69/485/428 | |
f 130/434/386 131/433/385 69/485/428 | |
f 131/433/385 185/486/429 69/485/428 | |
f 189/487/430 188/447/395 69/485/428 | |
f 188/447/395 186/484/427 69/485/428 | |
f 185/486/429 187/450/398 69/485/428 | |
f 187/450/398 189/487/430 69/485/428 | |
f 189/487/430 190/477/425 188/447/395 | |
f 190/477/425 145/448/396 188/447/395 | |
f 144/449/397 190/477/425 187/450/398 | |
f 190/477/425 189/487/430 187/450/398 | |
f 169/488/431 171/489/432 132/432/384 | |
f 169/488/431 132/432/384 186/484/427 | |
f 131/433/385 170/490/433 168/491/434 | |
f 131/433/385 168/491/434 185/486/429 | |
f 186/484/427 188/447/395 167/443/393 | |
f 186/484/427 167/443/393 169/488/431 | |
f 166/446/394 187/450/398 185/486/429 | |
f 166/446/394 185/486/429 168/491/434 | |
f 173/492/435 134/430/382 171/489/432 | |
f 134/430/382 132/432/384 171/489/432 | |
f 131/433/385 133/431/383 170/490/433 | |
f 133/431/383 172/493/436 170/490/433 | |
f 175/494/437 136/427/379 134/430/382 | |
f 175/494/437 134/430/382 173/492/435 | |
f 133/431/383 135/429/381 174/495/438 | |
f 133/431/383 174/495/438 172/493/436 | |
f 176/496/439 137/428/380 136/427/379 | |
f 176/496/439 136/427/379 175/494/437 | |
f 135/429/381 137/428/380 176/496/439 | |
f 135/429/381 176/496/439 174/495/438 | |
f 184/415/367 182/411/363 178/497/440 | |
f 182/411/363 177/456/404 178/497/440 | |
f 177/456/404 181/412/364 178/497/440 | |
f 181/412/364 183/416/368 178/497/440 | |
f 178/497/440 68/498/441 113/413/365 | |
f 178/497/440 113/413/365 184/415/367 | |
f 112/414/366 68/498/441 178/497/440 | |
f 112/414/366 178/497/440 183/416/368 | |
f 68/498/441 163/499/442 113/413/365 | |
f 163/499/442 111/391/343 113/413/365 | |
f 110/394/346 162/500/443 112/414/366 | |
f 162/500/443 68/498/441 112/414/366 | |
f 177/456/404 182/411/363 115/409/361 | |
f 177/456/404 115/409/361 165/436/388 | |
f 114/410/362 181/412/364 177/456/404 | |
f 114/410/362 177/456/404 164/437/389 | |
f 147/501/444 165/436/388 115/409/361 | |
f 147/501/444 115/409/361 117/407/359 | |
f 114/410/362 164/437/389 146/502/445 | |
f 114/410/362 146/502/445 116/408/360 | |
f 149/503/446 147/501/444 119/405/357 | |
f 147/501/444 117/407/359 119/405/357 | |
f 116/408/360 146/502/445 118/406/358 | |
f 146/502/445 148/504/447 118/406/358 | |
f 151/505/448 149/503/446 121/403/355 | |
f 149/503/446 119/405/357 121/403/355 | |
f 118/406/358 148/504/447 120/404/356 | |
f 148/504/447 150/506/449 120/404/356 | |
f 153/507/450 151/505/448 123/401/353 | |
f 151/505/448 121/403/355 123/401/353 | |
f 120/404/356 150/506/449 122/402/354 | |
f 150/506/449 152/508/451 122/402/354 | |
f 155/509/452 153/507/450 125/399/351 | |
f 153/507/450 123/401/353 125/399/351 | |
f 122/402/354 152/508/451 124/400/352 | |
f 152/508/451 154/510/453 124/400/352 | |
f 157/511/454 155/509/452 127/397/349 | |
f 155/509/452 125/399/351 127/397/349 | |
f 124/400/352 154/510/453 126/398/350 | |
f 154/510/453 156/512/455 126/398/350 | |
f 159/513/456 157/511/454 180/395/347 | |
f 157/511/454 127/397/349 180/395/347 | |
f 126/398/350 156/512/455 179/396/348 | |
f 156/512/455 158/514/457 179/396/348 | |
f 159/513/456 180/395/347 129/392/344 | |
f 159/513/456 129/392/344 161/515/458 | |
f 128/393/345 179/396/348 158/514/457 | |
f 128/393/345 158/514/457 160/516/459 | |
f 161/515/458 129/392/344 163/499/442 | |
f 129/392/344 111/391/343 163/499/442 | |
f 110/394/346 128/393/345 162/500/443 | |
f 128/393/345 160/516/459 162/500/443 | |
f 68/498/441 67/517/290 163/499/442 | |
f 67/517/290 109/518/288 163/499/442 | |
f 108/519/289 67/517/290 162/500/443 | |
f 67/517/290 68/498/441 162/500/443 | |
f 163/499/442 109/518/288 161/515/458 | |
f 109/518/288 107/520/286 161/515/458 | |
f 106/521/287 108/519/289 160/516/459 | |
f 108/519/289 162/500/443 160/516/459 | |
f 161/515/458 107/520/286 159/513/456 | |
f 107/520/286 105/522/284 159/513/456 | |
f 104/523/285 106/521/287 158/514/457 | |
f 106/521/287 160/516/459 158/514/457 | |
f 159/513/456 105/522/284 103/524/282 | |
f 159/513/456 103/524/282 157/511/454 | |
f 102/525/283 104/523/285 158/514/457 | |
f 102/525/283 158/514/457 156/512/455 | |
f 157/511/454 103/524/282 155/509/452 | |
f 103/524/282 101/526/280 155/509/452 | |
f 100/527/281 102/525/283 154/510/453 | |
f 102/525/283 156/512/455 154/510/453 | |
f 155/509/452 101/526/280 153/507/450 | |
f 101/526/280 99/528/278 153/507/450 | |
f 98/529/279 100/527/281 152/508/451 | |
f 100/527/281 154/510/453 152/508/451 | |
f 153/507/450 99/528/278 151/505/448 | |
f 99/528/278 97/530/276 151/505/448 | |
f 96/531/277 98/529/279 150/506/449 | |
f 98/529/279 152/508/451 150/506/449 | |
f 151/505/448 97/530/276 95/532/274 | |
f 151/505/448 95/532/274 149/503/446 | |
f 94/533/275 96/531/277 150/506/449 | |
f 94/533/275 150/506/449 148/504/447 | |
f 149/503/446 95/532/274 147/501/444 | |
f 95/532/274 93/280/240 147/501/444 | |
f 92/283/243 94/533/275 146/502/445 | |
f 94/533/275 148/504/447 146/502/445 | |
f 147/501/444 93/280/240 80/279/241 | |
f 147/501/444 80/279/241 165/436/388 | |
f 79/281/242 92/283/243 146/502/445 | |
f 79/281/242 146/502/445 164/437/389 | |
f 169/488/431 167/443/393 82/444/247 | |
f 169/488/431 82/444/247 84/534/251 | |
f 81/445/248 166/446/394 168/491/434 | |
f 81/445/248 168/491/434 83/535/252 | |
f 171/489/432 169/488/431 84/534/251 | |
f 171/489/432 84/534/251 86/536/264 | |
f 83/535/252 168/491/434 170/490/433 | |
f 83/535/252 170/490/433 85/537/265 | |
f 173/492/435 171/489/432 86/536/264 | |
f 173/492/435 86/536/264 88/538/266 | |
f 85/537/265 170/490/433 172/493/436 | |
f 85/537/265 172/493/436 87/539/267 | |
f 175/494/437 173/492/435 90/540/268 | |
f 173/492/435 88/538/266 90/540/268 | |
f 87/539/267 172/493/436 89/541/269 | |
f 172/493/436 174/495/438 89/541/269 | |
f 176/496/439 175/494/437 91/542/271 | |
f 175/494/437 90/540/268 91/542/271 | |
f 89/541/269 174/495/438 91/542/271 | |
f 174/495/438 176/496/439 91/542/271 | |
f 50/4/4 48/543/460 2/544/461 | |
f 50/4/4 2/544/461 66/5/5 | |
f 1/545/462 47/546/463 49/3/3 | |
f 1/545/462 49/3/3 65/2/2 | |
f 66/5/5 2/544/461 12/547/464 | |
f 66/5/5 12/547/464 64/8/8 | |
f 11/548/465 1/545/462 65/2/2 | |
f 11/548/465 65/2/2 63/7/7 | |
f 64/8/8 12/547/464 14/549/466 | |
f 64/8/8 14/549/466 60/10/10 | |
f 13/550/467 11/548/465 63/7/7 | |
f 13/550/467 63/7/7 59/9/9 | |
f 60/10/10 14/549/466 24/551/468 | |
f 60/10/10 24/551/468 58/12/12 | |
f 23/552/469 13/550/467 59/9/9 | |
f 23/552/469 59/9/9 57/11/11 | |
f 58/12/12 24/551/468 56/14/14 | |
f 24/551/468 26/553/470 56/14/14 | |
f 25/554/471 23/552/469 55/13/13 | |
f 23/552/469 57/11/11 55/13/13 | |
f 56/14/14 26/553/470 54/16/16 | |
f 26/553/470 36/555/472 54/16/16 | |
f 35/556/473 25/554/471 53/15/15 | |
f 25/554/471 55/13/13 53/15/15 | |
f 54/16/16 36/555/472 52/18/18 | |
f 36/555/472 38/557/474 52/18/18 | |
f 37/558/475 35/556/473 51/17/17 | |
f 35/556/473 53/15/15 51/17/17 | |
f 52/18/18 38/557/474 50/4/4 | |
f 38/557/474 48/543/460 50/4/4 | |
f 47/546/463 37/558/475 49/3/3 | |
f 37/558/475 51/17/17 49/3/3 | |
f 46/559/476 48/543/460 40/560/477 | |
f 48/543/460 38/557/474 40/560/477 | |
f 37/558/475 47/546/463 39/561/478 | |
f 47/546/463 45/562/479 39/561/478 | |
f 44/563/480 46/559/476 42/564/481 | |
f 46/559/476 40/560/477 42/564/481 | |
f 39/561/478 45/562/479 41/565/482 | |
f 45/562/479 43/566/483 41/565/482 | |
f 42/564/481 40/560/477 32/567/484 | |
f 40/560/477 34/568/485 32/567/484 | |
f 33/569/486 39/561/478 31/570/487 | |
f 39/561/478 41/565/482 31/570/487 | |
f 40/560/477 38/557/474 34/568/485 | |
f 38/557/474 36/555/472 34/568/485 | |
f 35/556/473 37/558/475 33/569/486 | |
f 37/558/475 39/561/478 33/569/486 | |
f 34/568/485 36/555/472 28/571/488 | |
f 36/555/472 26/553/470 28/571/488 | |
f 25/554/471 35/556/473 27/572/489 | |
f 35/556/473 33/569/486 27/572/489 | |
f 32/567/484 34/568/485 30/573/490 | |
f 34/568/485 28/571/488 30/573/490 | |
f 27/572/489 33/569/486 29/574/491 | |
f 33/569/486 31/570/487 29/574/491 | |
f 30/573/490 28/571/488 20/575/492 | |
f 28/571/488 22/576/493 20/575/492 | |
f 21/577/494 27/572/489 19/578/495 | |
f 27/572/489 29/574/491 19/578/495 | |
f 28/571/488 26/553/470 24/551/468 | |
f 28/571/488 24/551/468 22/576/493 | |
f 23/552/469 25/554/471 27/572/489 | |
f 23/552/469 27/572/489 21/577/494 | |
f 22/576/493 24/551/468 16/579/496 | |
f 24/551/468 14/549/466 16/579/496 | |
f 13/550/467 23/552/469 15/580/497 | |
f 23/552/469 21/577/494 15/580/497 | |
f 20/575/492 22/576/493 18/581/498 | |
f 22/576/493 16/579/496 18/581/498 | |
f 15/580/497 21/577/494 17/582/499 | |
f 21/577/494 19/578/495 17/582/499 | |
f 18/581/498 16/579/496 10/583/500 | |
f 18/581/498 10/583/500 8/584/501 | |
f 9/585/502 15/580/497 17/582/499 | |
f 9/585/502 17/582/499 7/586/503 | |
f 16/579/496 14/549/466 12/547/464 | |
f 16/579/496 12/547/464 10/583/500 | |
f 11/548/465 13/550/467 15/580/497 | |
f 11/548/465 15/580/497 9/585/502 | |
f 10/583/500 12/547/464 2/544/461 | |
f 10/583/500 2/544/461 4/587/504 | |
f 1/545/462 11/548/465 9/585/502 | |
f 1/545/462 9/585/502 3/588/505 | |
f 8/584/501 10/583/500 4/587/504 | |
f 8/584/501 4/587/504 6/589/506 | |
f 3/588/505 9/585/502 7/586/503 | |
f 3/588/505 7/586/503 5/590/507 | |
f 6/589/506 4/587/504 46/559/476 | |
f 6/589/506 46/559/476 44/563/480 | |
f 45/562/479 3/588/505 5/590/507 | |
f 45/562/479 5/590/507 43/566/483 | |
f 4/587/504 2/544/461 48/543/460 | |
f 4/587/504 48/543/460 46/559/476 | |
f 47/546/463 1/545/462 3/588/505 | |
f 47/546/463 3/588/505 45/562/479 |
Sign up for free
to join this conversation on GitHub.
Already have an account?
Sign in to comment