Last active
August 29, 2015 14:07
-
-
Save nootanghimire/9312670ef76d06e7b112 to your computer and use it in GitHub Desktop.
MIT 6.873 Computer Graphics - Assignment 0 - Load .OBJ image models in opengl
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
#include <GL/glut.h> | |
#include <cmath> | |
#include <iostream> | |
#include <sstream> | |
#include <vector> | |
#include <string> | |
#include <algorithm> | |
#include <vecmath.h> | |
#define MAX_BUFFER_SIZE 60 | |
using namespace std; | |
// Globals | |
// This is the list of points (3D vectors) | |
vector<Vector3f> vecv; | |
// This is the list of normals (also 3D vectors) | |
vector<Vector3f> vecn; | |
// This is the list of faces (indices into vecv and vecn) | |
vector<vector<unsigned> > vecf; | |
// You will need more global variables to implement color and position changes | |
int currentColor = 0; | |
float lightpos1 = 1.0f; | |
float lightpos2 = 1.0f; | |
// These are convenience functions which allow us to call OpenGL | |
// methods on Vec3d objects | |
inline void glVertex(const Vector3f &a) | |
{ glVertex3fv(a); } | |
inline void glNormal(const Vector3f &a) | |
{ glNormal3fv(a); } | |
void glutDrawObject(){ | |
unsigned a, d,g,c,f,h; | |
//cout << vecf.size() << endl; | |
//cout << vecn.size() << endl; | |
//cout << vecv.size() << endl; | |
for(unsigned i=0; i<vecf.size(); i++) { | |
a = vecf[i][0]; | |
d = vecf[i][1]; | |
g = vecf[i][2]; | |
c = vecf[i][3]; | |
f = vecf[i][4]; | |
h = vecf[i][5]; | |
glBegin(GL_TRIANGLES); | |
glNormal(vecn[c-1]); | |
glVertex(vecv[a-1]); | |
glNormal(vecn[f-1]); | |
glVertex(vecv[d-1]); | |
glNormal(vecn[h-1]); | |
glVertex(vecv[g-1]);/* */ | |
glEnd();/* */ | |
} | |
} | |
// This function is called whenever a "Normal" key press is received. | |
void keyboardFunc( unsigned char key, int x, int y ) | |
{ | |
switch ( key ) | |
{ | |
case 27: // Escape key | |
exit(0); | |
break; | |
case 'c': | |
// add code to change color here | |
//cout << "Unhandled key press " << key << "." << endl; | |
cout << "Pressed " << key << "." << endl; | |
currentColor = (currentColor == 3) ? 0 : currentColor+1; | |
break; | |
default: | |
cout << "Unhandled key press " << key << "." << endl; | |
} | |
// this will refresh the screen so that the user sees the color change | |
glutPostRedisplay(); | |
} | |
// This function is called whenever a "Special" key press is received. | |
// Right now, it's handling the arrow keys. | |
void specialFunc( int key, int x, int y ) | |
{ | |
switch ( key ) | |
{ | |
case GLUT_KEY_UP: | |
// add code to change light position | |
cout << "Key pressed: up arrow." << endl; | |
lightpos2 += 0.5f; | |
break; | |
case GLUT_KEY_DOWN: | |
// add code to change light position | |
cout << "Key pressed: down arrow." << endl; | |
lightpos2 -= 0.5f ; | |
break; | |
case GLUT_KEY_LEFT: | |
// add code to change light position | |
cout << "Key pressed: left arrow." << endl; | |
lightpos1 -= 0.5f; | |
break; | |
case GLUT_KEY_RIGHT: | |
// add code to change light position | |
cout << "Key pressed: right arrow." << endl; | |
lightpos1 += 0.5f; | |
break; | |
} | |
// this will refresh the screen so that the user sees the light position | |
glutPostRedisplay(); | |
} | |
// This function is responsible for displaying the object. | |
void drawScene(void) | |
{ | |
// Clear the rendering window | |
glClear(GL_COLOR_BUFFER_BIT | GL_DEPTH_BUFFER_BIT); | |
// Rotate the image | |
glMatrixMode( GL_MODELVIEW ); // Current matrix affects objects positions | |
glLoadIdentity(); // Initialize to the identity | |
// Position the camera at [0,0,5], looking at [0,0,0], | |
// with [0,1,0] as the up direction. | |
gluLookAt(0.0, 0.0, 5.0, | |
0.0, 0.0, 0.0, | |
0.0, 1.0, 0.0); | |
// Set material properties of object | |
// Here are some colors you might use - feel free to add more | |
GLfloat diffColors[4][4] = { {0.5, 0.5, 0.9, 1.0}, | |
{0.9, 0.5, 0.5, 1.0}, | |
{0.5, 0.9, 0.3, 1.0}, | |
{0.3, 0.8, 0.9, 1.0} }; | |
// Here we use the first color entry as the diffuse color | |
glMaterialfv(GL_FRONT_AND_BACK, GL_AMBIENT_AND_DIFFUSE, diffColors[currentColor]); | |
// Define specular color and shininess | |
GLfloat specColor[] = {1.0, 1.0, 1.0, 1.0}; | |
GLfloat shininess[] = {100.0}; | |
// Note that the specular color and shininess can stay constant | |
glMaterialfv(GL_FRONT_AND_BACK, GL_SPECULAR, specColor); | |
glMaterialfv(GL_FRONT_AND_BACK, GL_SHININESS, shininess); | |
// Set light properties | |
// Light color (RGBA) | |
GLfloat Lt0diff[] = {1.0,1.0,1.0,1.0}; | |
// Light position | |
//GLfloat Lt0pos[] = {1.0f, 1.0f, 5.0f, 1.0f}; | |
GLfloat Lt0pos[] = {lightpos1, lightpos2, 5.0f, 1.0f}; | |
glLightfv(GL_LIGHT0, GL_DIFFUSE, Lt0diff); | |
glLightfv(GL_LIGHT0, GL_POSITION, Lt0pos); | |
// This GLUT method draws a teapot. You should replace | |
// it with code which draws the object you loaded. | |
//glutSolidTeapot(1.0); | |
glutDrawObject(); | |
// Dump the image to the screen. | |
glutSwapBuffers(); | |
} | |
// Initialize OpenGL's rendering modes | |
void initRendering() | |
{ | |
glEnable(GL_DEPTH_TEST); // Depth testing must be turned on | |
glEnable(GL_LIGHTING); // Enable lighting calculations | |
glEnable(GL_LIGHT0); // Turn on light #0. | |
} | |
// Called when the window is resized | |
// w, h - width and height of the window in pixels. | |
void reshapeFunc(int w, int h) | |
{ | |
// Always use the largest square viewport possible | |
if (w > h) { | |
glViewport((w - h) / 2, 0, h, h); | |
} else { | |
glViewport(0, (h - w) / 2, w, w); | |
} | |
// Set up a perspective view, with square aspect ratio | |
glMatrixMode(GL_PROJECTION); | |
glLoadIdentity(); | |
// 50 degree fov, uniform aspect ratio, near = 1, far = 100 | |
gluPerspective(50.0, 1.0, 1.0, 100.0); | |
} | |
void loadInput() | |
{ | |
// load the OBJ file here | |
//char buffer[MAX_BUFFER_SIZE]; | |
for (std::string buffer; std::getline(std::cin, buffer);) { | |
// if(cin.getline(buffer, MAX_BUFFER_SIZE) == 0 ) break; | |
// cout << buffer; | |
stringstream ss(buffer); | |
Vector3f v; | |
string s; | |
ss >> s; | |
//cout << s; | |
if(s == "f"){ | |
//read differently | |
string s[3]; | |
ss >> s[0] >> s[1] >> s[2]; | |
//convert '/' to ' '; | |
for(int i = 0; i<=2; i++) { | |
replace(s[i].begin(), s[i].end(), '/', ' '); | |
} | |
unsigned dummy; | |
vector<unsigned>a; | |
vector<unsigned>b; | |
for(int i = 0; i<=2; i++) { | |
stringstream sss(s[i]); | |
sss >> dummy; | |
a.push_back(dummy); | |
sss >> dummy; | |
sss >> dummy; | |
b.push_back(dummy); | |
//cout << a[i] << ' ' << a[i+3]; | |
} | |
a.push_back(b[0]); | |
a.push_back(b[1]); | |
a.push_back(b[2]); | |
cout << a[0] << ' ' << a[1] << ' ' << a[2] << endl; | |
cout << a[3] << ' ' << a[4] << ' ' << a[5] << endl << endl; | |
vecf.push_back(a); | |
} else if(s == "v" || s == "vn") { | |
ss >> v[0] >> v[1] >> v[2]; | |
cout << s << " : " << v[0] << ' ' << v[1] << ' ' << v[2] << endl; | |
if(s == "v") { | |
vecv.push_back(v); | |
} else { | |
vecn.push_back(v); | |
} | |
} else { | |
//don't read | |
} | |
} | |
} | |
// Main routine. | |
// Set up OpenGL, define the callbacks and start the main loop | |
int main( int argc, char** argv ) | |
{ | |
loadInput(); | |
glutInit(&argc,argv); | |
// We're going to animate it, so double buffer | |
glutInitDisplayMode(GLUT_DOUBLE | GLUT_RGB | GLUT_DEPTH ); | |
// Initial parameters for window position and size | |
glutInitWindowPosition( 60, 60 ); | |
glutInitWindowSize( 360, 360 ); | |
glutCreateWindow("Assignment 0"); | |
// Initialize OpenGL parameters. | |
initRendering(); | |
// Set up callback functions for key presses | |
glutKeyboardFunc(keyboardFunc); // Handles "normal" ascii symbols | |
glutSpecialFunc(specialFunc); // Handles "special" keyboard keys | |
// Set up the callback function for resizing windows | |
glutReshapeFunc( reshapeFunc ); | |
// Call this whenever window needs redrawing | |
glutDisplayFunc( drawScene ); | |
// Start the main loop. glutMainLoop never returns. | |
glutMainLoop( ); | |
return 0; // This line is never reached. | |
} |
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
INCFLAGS = -I /usr/include/GL | |
INCFLAGS += -I /mit/6.837/public/include/vecmath | |
LINKFLAGS = -lglut -lGL -lGLU | |
LINKFLAGS += -L /mit/6.837/public/lib -lvecmath | |
CFLAGS = -O2 | |
CC = g++ | |
SRCS = main.cpp | |
OBJS = $(SRCS:.cpp=.o) | |
PROG = a0 | |
all: $(SRCS) $(PROG) | |
$(PROG): $(OBJS) | |
$(CC) $(CFLAGS) $(OBJS) -o $@ $(INCFLAGS) $(LINKFLAGS) | |
.cpp.o: | |
$(CC) $(CFLAGS) $< -c -o $@ $(INCFLAGS) | |
depend: | |
makedepend $(INCFLAGS) -Y $(SRCS) | |
clean: | |
rm $(OBJS) $(PROG) |
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
# This file uses centimeters as units for non-parametric coordinates. | |
mtllib torus.mtl | |
g default | |
v 0.403711 0.095912 0.278960 | |
v 0.411056 0.218662 0.182263 | |
v 0.378165 0.320007 0.067725 | |
v 0.308256 0.390028 -0.053442 | |
v 0.208173 0.421871 -0.169379 | |
v 0.087713 0.412418 -0.268735 | |
v -0.041334 0.362594 -0.341785 | |
v -0.166334 0.277277 -0.381380 | |
v -0.275053 0.164819 -0.383642 | |
v -0.356847 0.036226 -0.348350 | |
v -0.403711 -0.095912 -0.278960 | |
v -0.411056 -0.218662 -0.182263 | |
v -0.378165 -0.320007 -0.067725 | |
v -0.308256 -0.390028 0.053442 | |
v -0.208173 -0.421871 0.169379 | |
v -0.087713 -0.412417 0.268735 | |
v 0.041334 -0.362594 0.341785 | |
v 0.166334 -0.277277 0.381380 | |
v 0.275053 -0.164819 0.383642 | |
v 0.356847 -0.036226 0.348350 | |
v 0.336436 0.182780 0.390315 | |
v 0.344142 0.311537 0.288885 | |
v 0.309641 0.417843 0.168741 | |
v 0.236310 0.491291 0.041644 | |
v 0.131329 0.524692 -0.079967 | |
v 0.004972 0.514776 -0.184186 | |
v -0.130390 0.462514 -0.260812 | |
v -0.261508 0.373022 -0.302344 | |
v -0.375548 0.255059 -0.304717 | |
v -0.461346 0.120173 -0.267698 | |
v -0.510503 -0.018433 -0.194912 | |
v -0.518208 -0.147190 -0.093482 | |
v -0.483707 -0.253496 0.026662 | |
v -0.410377 -0.326944 0.153760 | |
v -0.305395 -0.360345 0.275370 | |
v -0.179039 -0.350429 0.379589 | |
v -0.043677 -0.298167 0.456215 | |
v 0.087442 -0.208675 0.497747 | |
v 0.201481 -0.090712 0.500120 | |
v 0.287279 0.044174 0.463101 | |
v 0.315265 0.270533 0.518076 | |
v 0.324014 0.416725 0.402912 | |
v 0.284841 0.537426 0.266499 | |
v 0.201581 0.620820 0.122191 | |
v 0.082384 0.658744 -0.015887 | |
v -0.061083 0.647485 -0.134219 | |
v -0.214775 0.588146 -0.221221 | |
v -0.363648 0.486536 -0.268377 | |
v -0.493130 0.352599 -0.271071 | |
v -0.590546 0.199448 -0.229040 | |
v -0.646360 0.042074 -0.146397 | |
v -0.655108 -0.104119 -0.031233 | |
v -0.615935 -0.224820 0.105180 | |
v -0.532675 -0.308214 0.249489 | |
v -0.413478 -0.346138 0.387567 | |
v -0.270011 -0.334879 0.505898 | |
v -0.116319 -0.275540 0.592900 | |
v 0.032554 -0.173929 0.640056 | |
v 0.162036 -0.039993 0.642750 | |
v 0.259451 0.113158 0.600719 | |
v 0.342270 0.350581 0.649738 | |
v 0.352644 0.523930 0.513181 | |
v 0.306194 0.667052 0.351429 | |
v 0.207468 0.765937 0.180314 | |
v 0.066129 0.810905 0.016587 | |
v -0.103987 0.797555 -0.123725 | |
v -0.286228 0.727193 -0.226888 | |
v -0.462756 0.606708 -0.282804 | |
v -0.616289 0.447892 -0.285998 | |
v -0.731801 0.266292 -0.236159 | |
v -0.797982 0.079685 -0.138165 | |
v -0.808356 -0.093664 -0.001609 | |
v -0.761906 -0.236786 0.160144 | |
v -0.663180 -0.335671 0.331258 | |
v -0.521841 -0.380639 0.494985 | |
v -0.351725 -0.367289 0.635297 | |
v -0.169484 -0.296928 0.738461 | |
v 0.007043 -0.176442 0.794376 | |
v 0.160577 -0.017626 0.797571 | |
v 0.276088 0.163973 0.747732 | |
v 0.414807 0.415089 0.772412 | |
v 0.427229 0.622657 0.608899 | |
v 0.371610 0.794031 0.415217 | |
v 0.253395 0.912435 0.210325 | |
v 0.084156 0.966280 0.014278 | |
v -0.119540 0.950295 -0.153731 | |
v -0.337756 0.866044 -0.277258 | |
v -0.549129 0.721775 -0.344212 | |
v -0.732970 0.531609 -0.348037 | |
v -0.871283 0.314162 -0.288360 | |
v -0.950529 0.090718 -0.171022 | |
v -0.962950 -0.116849 -0.007509 | |
v -0.907331 -0.288223 0.186173 | |
v -0.789117 -0.406627 0.391065 | |
v -0.619878 -0.460472 0.587111 | |
v -0.416182 -0.444487 0.755121 | |
v -0.197966 -0.360236 0.878648 | |
v 0.013407 -0.215967 0.945601 | |
v 0.197248 -0.025802 0.949426 | |
v 0.335561 0.191646 0.889749 | |
v 0.525776 0.457743 0.874090 | |
v 0.540467 0.703242 0.680696 | |
v 0.474685 0.905933 0.451619 | |
v 0.334867 1.045976 0.209284 | |
v 0.134701 1.109660 -0.022588 | |
v -0.106220 1.090754 -0.221300 | |
v -0.364313 0.991107 -0.367402 | |
v -0.614314 0.820473 -0.446590 | |
v -0.831751 0.595556 -0.451114 | |
v -0.995340 0.338372 -0.380532 | |
v -1.089067 0.074095 -0.241751 | |
v -1.103758 -0.171404 -0.048357 | |
v -1.037976 -0.374096 0.180719 | |
v -0.898158 -0.514138 0.423054 | |
v -0.697992 -0.577823 0.654926 | |
v -0.457071 -0.558916 0.853639 | |
v -0.198978 -0.459269 0.999740 | |
v 0.051023 -0.288636 1.078928 | |
v 0.268459 -0.063718 1.083453 | |
v 0.432048 0.193466 1.012870 | |
v 0.664314 0.474366 0.944818 | |
v 0.681275 0.757797 0.721544 | |
v 0.605329 0.991806 0.457073 | |
v 0.443908 1.153486 0.177295 | |
v 0.212815 1.227011 -0.090403 | |
v -0.065331 1.205183 -0.319818 | |
v -0.363301 1.090139 -0.488493 | |
v -0.651929 0.893142 -0.579917 | |
v -0.902962 0.633473 -0.585141 | |
v -1.091827 0.336551 -0.503652 | |
v -1.200036 0.031442 -0.343429 | |
v -1.216997 -0.251990 -0.120154 | |
v -1.141050 -0.485998 0.144316 | |
v -0.979630 -0.647678 0.424094 | |
v -0.748536 -0.721203 0.691793 | |
v -0.470391 -0.699375 0.921208 | |
v -0.172421 -0.584332 1.089883 | |
v 0.116207 -0.387334 1.181307 | |
v 0.367240 -0.127665 1.186530 | |
v 0.556104 0.169256 1.105042 | |
v 0.816861 0.463332 0.977675 | |
v 0.835870 0.780982 0.727444 | |
v 0.750754 1.043243 0.431044 | |
v 0.569845 1.224443 0.117489 | |
v 0.310851 1.306844 -0.182529 | |
v -0.000874 1.282381 -0.439642 | |
v -0.334819 1.153448 -0.628681 | |
v -0.658293 0.932667 -0.731142 | |
v -0.939633 0.641648 -0.736996 | |
v -1.151299 0.308879 -0.645670 | |
v -1.272573 -0.033066 -0.466103 | |
v -1.291582 -0.350716 -0.215872 | |
v -1.206466 -0.612977 0.080528 | |
v -1.025557 -0.794177 0.394084 | |
v -0.766564 -0.876578 0.694102 | |
v -0.454838 -0.852115 0.951214 | |
v -0.120893 -0.723182 1.140253 | |
v 0.202581 -0.502401 1.242715 | |
v 0.483921 -0.211382 1.248569 | |
v 0.695587 0.121387 1.157242 | |
v 0.968483 0.425721 0.969443 | |
v 0.989118 0.770528 0.697820 | |
v 0.896725 1.055209 0.376081 | |
v 0.700350 1.251900 0.035719 | |
v 0.419215 1.341346 -0.289948 | |
v 0.080839 1.314791 -0.569041 | |
v -0.281654 1.174836 -0.774241 | |
v -0.632783 0.935180 -0.885462 | |
v -0.938175 0.619282 -0.891817 | |
v -1.167936 0.258064 -0.792683 | |
v -1.299577 -0.113115 -0.597764 | |
v -1.320212 -0.457921 -0.326141 | |
v -1.227819 -0.742603 -0.004401 | |
v -1.031444 -0.939293 0.335960 | |
v -0.750309 -1.028739 0.661627 | |
v -0.411934 -1.002185 0.940720 | |
v -0.049440 -0.862229 1.145920 | |
v 0.301688 -0.622573 1.257141 | |
v 0.607080 -0.306675 1.263496 | |
v 0.836842 0.054543 1.164362 | |
v 1.104340 0.365215 0.920929 | |
v 1.126018 0.727456 0.635571 | |
v 1.028953 1.026533 0.297562 | |
v 0.822648 1.233169 -0.060010 | |
v 0.527298 1.327138 -0.402144 | |
v 0.171812 1.299241 -0.695350 | |
v -0.209011 1.152209 -0.910926 | |
v -0.577895 0.900434 -1.027771 | |
v -0.898729 0.568563 -1.034447 | |
v -1.140109 0.189080 -0.930300 | |
v -1.278406 -0.200868 -0.725525 | |
v -1.300084 -0.563109 -0.440167 | |
v -1.203020 -0.862186 -0.102159 | |
v -0.996715 -1.068822 0.255413 | |
v -0.701364 -1.162791 0.597547 | |
v -0.345878 -1.134894 0.890753 | |
v 0.034945 -0.987862 1.106330 | |
v 0.403828 -0.736087 1.223174 | |
v 0.724662 -0.404216 1.229850 | |
v 0.966042 -0.024733 1.125703 | |
v 1.211132 0.287736 0.836881 | |
v 1.233170 0.655985 0.546790 | |
v 1.134495 0.960022 0.203175 | |
v 0.924769 1.170085 -0.160327 | |
v 0.624520 1.265613 -0.508136 | |
v 0.263138 1.237253 -0.806205 | |
v -0.124001 1.087782 -1.025356 | |
v -0.499002 0.831832 -1.144139 | |
v -0.825158 0.494456 -1.150926 | |
v -1.070541 0.108679 -1.045051 | |
v -1.211132 -0.287736 -0.836880 | |
v -1.233169 -0.655985 -0.546790 | |
v -1.134495 -0.960022 -0.203175 | |
v -0.924769 -1.170085 0.160327 | |
v -0.624520 -1.265612 0.508136 | |
v -0.263138 -1.237252 0.806204 | |
v 0.124001 -1.087782 1.025356 | |
v 0.499002 -0.831832 1.144139 | |
v 0.825158 -0.494456 1.150925 | |
v 1.070541 -0.108679 1.045051 | |
v 1.278407 0.200868 0.725526 | |
v 1.300084 0.563110 0.440167 | |
v 1.203020 0.862186 0.102159 | |
v 0.996715 1.068823 -0.255413 | |
v 0.701364 1.162791 -0.597547 | |
v 0.345879 1.134894 -0.890753 | |
v -0.034945 0.987862 -1.106330 | |
v -0.403828 0.736087 -1.223175 | |
v -0.724662 0.404216 -1.229850 | |
v -0.966042 0.024733 -1.125704 | |
v -1.104340 -0.365215 -0.920929 | |
v -1.126017 -0.727456 -0.635571 | |
v -1.028953 -1.026533 -0.297562 | |
v -0.822648 -1.233169 0.060010 | |
v -0.527297 -1.327138 0.402144 | |
v -0.171812 -1.299241 0.695350 | |
v 0.209011 -1.152209 0.910926 | |
v 0.577895 -0.900434 1.027771 | |
v 0.898729 -0.568562 1.034447 | |
v 1.140109 -0.189080 0.930300 | |
v 1.299578 0.113115 0.597764 | |
v 1.320212 0.457921 0.326141 | |
v 1.227819 0.742603 0.004401 | |
v 1.031444 0.939293 -0.335960 | |
v 0.750309 1.028739 -0.661627 | |
v 0.411934 1.002185 -0.940720 | |
v 0.049440 0.862230 -1.145921 | |
v -0.301688 0.622573 -1.257142 | |
v -0.607080 0.306675 -1.263496 | |
v -0.836842 -0.054542 -1.164362 | |
v -0.968483 -0.425721 -0.969443 | |
v -0.989117 -0.770527 -0.697820 | |
v -0.896725 -1.055209 -0.376081 | |
v -0.700350 -1.251899 -0.035719 | |
v -0.419215 -1.341345 0.289948 | |
v -0.080839 -1.314791 0.569041 | |
v 0.281654 -1.174836 0.774241 | |
v 0.632782 -0.935179 0.885462 | |
v 0.938174 -0.619281 0.891817 | |
v 1.167936 -0.258064 0.792682 | |
v 1.272573 0.033067 0.466103 | |
v 1.291582 0.350717 0.215872 | |
v 1.206466 0.612977 -0.080528 | |
v 1.025557 0.794177 -0.394084 | |
v 0.766564 0.876578 -0.694102 | |
v 0.454838 0.852115 -0.951214 | |
v 0.120893 0.723183 -1.140254 | |
v -0.202581 0.502401 -1.242715 | |
v -0.483921 0.211382 -1.248569 | |
v -0.695587 -0.121387 -1.157243 | |
v -0.816860 -0.463332 -0.977675 | |
v -0.835869 -0.780982 -0.727444 | |
v -0.750754 -1.043243 -0.431044 | |
v -0.569845 -1.224443 -0.117489 | |
v -0.310851 -1.306844 0.182529 | |
v 0.000875 -1.282381 0.439642 | |
v 0.334819 -1.153448 0.628681 | |
v 0.658293 -0.932667 0.731142 | |
v 0.939633 -0.641648 0.736996 | |
v 1.151299 -0.308879 0.645670 | |
v 1.200036 -0.031442 0.343429 | |
v 1.216997 0.251990 0.120154 | |
v 1.141051 0.485999 -0.144316 | |
v 0.979630 0.647678 -0.424094 | |
v 0.748537 0.721203 -0.691793 | |
v 0.470391 0.699375 -0.921208 | |
v 0.172421 0.584332 -1.089883 | |
v -0.116207 0.387334 -1.181307 | |
v -0.367240 0.127665 -1.186530 | |
v -0.556105 -0.169256 -1.105042 | |
v -0.664314 -0.474366 -0.944819 | |
v -0.681275 -0.757797 -0.721544 | |
v -0.605328 -0.991806 -0.457073 | |
v -0.443908 -1.153486 -0.177295 | |
v -0.212814 -1.227011 0.090403 | |
v 0.065331 -1.205183 0.319818 | |
v 0.363301 -1.090139 0.488493 | |
v 0.651929 -0.893142 0.579917 | |
v 0.902962 -0.633473 0.585140 | |
v 1.091827 -0.336551 0.503652 | |
v 1.089067 -0.074095 0.241751 | |
v 1.103759 0.171404 0.048357 | |
v 1.037976 0.374096 -0.180719 | |
v 0.898158 0.514138 -0.423054 | |
v 0.697992 0.577823 -0.654926 | |
v 0.457071 0.558916 -0.853639 | |
v 0.198978 0.459269 -0.999740 | |
v -0.051023 0.288636 -1.078929 | |
v -0.268459 0.063718 -1.083453 | |
v -0.432048 -0.193466 -1.012870 | |
v -0.525776 -0.457743 -0.874090 | |
v -0.540467 -0.703242 -0.680696 | |
v -0.474684 -0.905933 -0.451620 | |
v -0.334867 -1.045976 -0.209285 | |
v -0.134701 -1.109660 0.022588 | |
v 0.106220 -1.090754 0.221300 | |
v 0.364313 -0.991107 0.367401 | |
v 0.614314 -0.820473 0.446590 | |
v 0.831751 -0.595556 0.451114 | |
v 0.995339 -0.338372 0.380531 | |
v 0.950529 -0.090719 0.171022 | |
v 0.962950 0.116849 0.007509 | |
v 0.907332 0.288223 -0.186173 | |
v 0.789117 0.406627 -0.391065 | |
v 0.619878 0.460472 -0.587111 | |
v 0.416182 0.444487 -0.755121 | |
v 0.197966 0.360236 -0.878648 | |
v -0.013407 0.215967 -0.945601 | |
v -0.197248 0.025802 -0.949427 | |
v -0.335561 -0.191646 -0.889749 | |
v -0.414807 -0.415089 -0.772412 | |
v -0.427228 -0.622657 -0.608899 | |
v -0.371609 -0.794031 -0.415217 | |
v -0.253395 -0.912435 -0.210325 | |
v -0.084156 -0.966280 -0.014279 | |
v 0.119540 -0.950295 0.153731 | |
v 0.337756 -0.866044 0.277258 | |
v 0.549129 -0.721775 0.344211 | |
v 0.732970 -0.531609 0.348037 | |
v 0.871283 -0.314162 0.288360 | |
v 0.797982 -0.079685 0.138165 | |
v 0.808356 0.093664 0.001608 | |
v 0.761906 0.236786 -0.160144 | |
v 0.663180 0.335671 -0.331258 | |
v 0.521841 0.380639 -0.494985 | |
v 0.351725 0.367289 -0.635298 | |
v 0.169484 0.296928 -0.738461 | |
v -0.007043 0.176442 -0.794376 | |
v -0.160577 0.017626 -0.797571 | |
v -0.276088 -0.163973 -0.747732 | |
v -0.342270 -0.350581 -0.649738 | |
v -0.352644 -0.523930 -0.513181 | |
v -0.306194 -0.667052 -0.351429 | |
v -0.207468 -0.765937 -0.180314 | |
v -0.066129 -0.810905 -0.016588 | |
v 0.103987 -0.797555 0.123725 | |
v 0.286228 -0.727193 0.226888 | |
v 0.462756 -0.606708 0.282803 | |
v 0.616289 -0.447892 0.285998 | |
v 0.731801 -0.266292 0.236159 | |
v 0.646360 -0.042074 0.146397 | |
v 0.655108 0.104119 0.031233 | |
v 0.615935 0.224820 -0.105180 | |
v 0.532675 0.308214 -0.249489 | |
v 0.413478 0.346138 -0.387567 | |
v 0.270012 0.334879 -0.505898 | |
v 0.116319 0.275540 -0.592900 | |
v -0.032554 0.173929 -0.640056 | |
v -0.162036 0.039993 -0.642750 | |
v -0.259451 -0.113158 -0.600719 | |
v -0.315265 -0.270533 -0.518076 | |
v -0.324014 -0.416725 -0.402912 | |
v -0.284841 -0.537426 -0.266499 | |
v -0.201581 -0.620820 -0.122191 | |
v -0.082383 -0.658744 0.015887 | |
v 0.061083 -0.647485 0.134219 | |
v 0.214775 -0.588146 0.221221 | |
v 0.363648 -0.486535 0.268377 | |
v 0.493130 -0.352599 0.271071 | |
v 0.590546 -0.199448 0.229040 | |
v 0.510503 0.018433 0.194912 | |
v 0.518208 0.147190 0.093482 | |
v 0.483707 0.253496 -0.026662 | |
v 0.410377 0.326944 -0.153760 | |
v 0.305395 0.360345 -0.275370 | |
v 0.179039 0.350429 -0.379589 | |
v 0.043677 0.298167 -0.456215 | |
v -0.087442 0.208675 -0.497747 | |
v -0.201481 0.090712 -0.500120 | |
v -0.287279 -0.044174 -0.463101 | |
v -0.336436 -0.182780 -0.390315 | |
v -0.344141 -0.311537 -0.288885 | |
v -0.309640 -0.417843 -0.168741 | |
v -0.236310 -0.491291 -0.041644 | |
v -0.131328 -0.524692 0.079967 | |
v -0.004972 -0.514776 0.184186 | |
v 0.130390 -0.462514 0.260812 | |
v 0.261508 -0.373021 0.302344 | |
v 0.375548 -0.255059 0.304717 | |
v 0.461345 -0.120173 0.267698 | |
vt 0.000000 1.000000 | |
vt 0.050000 1.000000 | |
vt 0.100000 1.000000 | |
vt 0.150000 1.000000 | |
vt 0.200000 1.000000 | |
vt 0.250000 1.000000 | |
vt 0.300000 1.000000 | |
vt 0.350000 1.000000 | |
vt 0.400000 1.000000 | |
vt 0.450000 1.000000 | |
vt 0.500000 1.000000 | |
vt 0.550000 1.000000 | |
vt 0.600000 1.000000 | |
vt 0.650000 1.000000 | |
vt 0.700000 1.000000 | |
vt 0.750000 1.000000 | |
vt 0.800000 1.000000 | |
vt 0.850000 1.000000 | |
vt 0.900000 1.000000 | |
vt 0.950000 1.000000 | |
vt 1.000000 1.000000 | |
vt 0.000000 0.950000 | |
vt 0.050000 0.950000 | |
vt 0.100000 0.950000 | |
vt 0.150000 0.950000 | |
vt 0.200000 0.950000 | |
vt 0.250000 0.950000 | |
vt 0.300000 0.950000 | |
vt 0.350000 0.950000 | |
vt 0.400000 0.950000 | |
vt 0.450000 0.950000 | |
vt 0.500000 0.950000 | |
vt 0.550000 0.950000 | |
vt 0.600000 0.950000 | |
vt 0.650000 0.950000 | |
vt 0.700000 0.950000 | |
vt 0.750000 0.950000 | |
vt 0.800000 0.950000 | |
vt 0.850000 0.950000 | |
vt 0.900000 0.950000 | |
vt 0.950000 0.950000 | |
vt 1.000000 0.950000 | |
vt 0.000000 0.900000 | |
vt 0.050000 0.900000 | |
vt 0.100000 0.900000 | |
vt 0.150000 0.900000 | |
vt 0.200000 0.900000 | |
vt 0.250000 0.900000 | |
vt 0.300000 0.900000 | |
vt 0.350000 0.900000 | |
vt 0.400000 0.900000 | |
vt 0.450000 0.900000 | |
vt 0.500000 0.900000 | |
vt 0.550000 0.900000 | |
vt 0.600000 0.900000 | |
vt 0.650000 0.900000 | |
vt 0.700000 0.900000 | |
vt 0.750000 0.900000 | |
vt 0.800000 0.900000 | |
vt 0.850000 0.900000 | |
vt 0.900000 0.900000 | |
vt 0.950000 0.900000 | |
vt 1.000000 0.900000 | |
vt 0.000000 0.850000 | |
vt 0.050000 0.850000 | |
vt 0.100000 0.850000 | |
vt 0.150000 0.850000 | |
vt 0.200000 0.850000 | |
vt 0.250000 0.850000 | |
vt 0.300000 0.850000 | |
vt 0.350000 0.850000 | |
vt 0.400000 0.850000 | |
vt 0.450000 0.850000 | |
vt 0.500000 0.850000 | |
vt 0.550000 0.850000 | |
vt 0.600000 0.850000 | |
vt 0.650000 0.850000 | |
vt 0.700000 0.850000 | |
vt 0.750000 0.850000 | |
vt 0.800000 0.850000 | |
vt 0.850000 0.850000 | |
vt 0.900000 0.850000 | |
vt 0.950000 0.850000 | |
vt 1.000000 0.850000 | |
vt 0.000000 0.800000 | |
vt 0.050000 0.800000 | |
vt 0.100000 0.800000 | |
vt 0.150000 0.800000 | |
vt 0.200000 0.800000 | |
vt 0.250000 0.800000 | |
vt 0.300000 0.800000 | |
vt 0.350000 0.800000 | |
vt 0.400000 0.800000 | |
vt 0.450000 0.800000 | |
vt 0.500000 0.800000 | |
vt 0.550000 0.800000 | |
vt 0.600000 0.800000 | |
vt 0.650000 0.800000 | |
vt 0.700000 0.800000 | |
vt 0.750000 0.800000 | |
vt 0.800000 0.800000 | |
vt 0.850000 0.800000 | |
vt 0.900000 0.800000 | |
vt 0.950000 0.800000 | |
vt 1.000000 0.800000 | |
vt 0.000000 0.750000 | |
vt 0.050000 0.750000 | |
vt 0.100000 0.750000 | |
vt 0.150000 0.750000 | |
vt 0.200000 0.750000 | |
vt 0.250000 0.750000 | |
vt 0.300000 0.750000 | |
vt 0.350000 0.750000 | |
vt 0.400000 0.750000 | |
vt 0.450000 0.750000 | |
vt 0.500000 0.750000 | |
vt 0.550000 0.750000 | |
vt 0.600000 0.750000 | |
vt 0.650000 0.750000 | |
vt 0.700000 0.750000 | |
vt 0.750000 0.750000 | |
vt 0.800000 0.750000 | |
vt 0.850000 0.750000 | |
vt 0.900000 0.750000 | |
vt 0.950000 0.750000 | |
vt 1.000000 0.750000 | |
vt 0.000000 0.700000 | |
vt 0.050000 0.700000 | |
vt 0.100000 0.700000 | |
vt 0.150000 0.700000 | |
vt 0.200000 0.700000 | |
vt 0.250000 0.700000 | |
vt 0.300000 0.700000 | |
vt 0.350000 0.700000 | |
vt 0.400000 0.700000 | |
vt 0.450000 0.700000 | |
vt 0.500000 0.700000 | |
vt 0.550000 0.700000 | |
vt 0.600000 0.700000 | |
vt 0.650000 0.700000 | |
vt 0.700000 0.700000 | |
vt 0.750000 0.700000 | |
vt 0.800000 0.700000 | |
vt 0.850000 0.700000 | |
vt 0.900000 0.700000 | |
vt 0.950000 0.700000 | |
vt 1.000000 0.700000 | |
vt 0.000000 0.650000 | |
vt 0.050000 0.650000 | |
vt 0.100000 0.650000 | |
vt 0.150000 0.650000 | |
vt 0.200000 0.650000 | |
vt 0.250000 0.650000 | |
vt 0.300000 0.650000 | |
vt 0.350000 0.650000 | |
vt 0.400000 0.650000 | |
vt 0.450000 0.650000 | |
vt 0.500000 0.650000 | |
vt 0.550000 0.650000 | |
vt 0.600000 0.650000 | |
vt 0.650000 0.650000 | |
vt 0.700000 0.650000 | |
vt 0.750000 0.650000 | |
vt 0.800000 0.650000 | |
vt 0.850000 0.650000 | |
vt 0.900000 0.650000 | |
vt 0.950000 0.650000 | |
vt 1.000000 0.650000 | |
vt 0.000000 0.600000 | |
vt 0.050000 0.600000 | |
vt 0.100000 0.600000 | |
vt 0.150000 0.600000 | |
vt 0.200000 0.600000 | |
vt 0.250000 0.600000 | |
vt 0.300000 0.600000 | |
vt 0.350000 0.600000 | |
vt 0.400000 0.600000 | |
vt 0.450000 0.600000 | |
vt 0.500000 0.600000 | |
vt 0.550000 0.600000 | |
vt 0.600000 0.600000 | |
vt 0.650000 0.600000 | |
vt 0.700000 0.600000 | |
vt 0.750000 0.600000 | |
vt 0.800000 0.600000 | |
vt 0.850000 0.600000 | |
vt 0.900000 0.600000 | |
vt 0.950000 0.600000 | |
vt 1.000000 0.600000 | |
vt 0.000000 0.550000 | |
vt 0.050000 0.550000 | |
vt 0.100000 0.550000 | |
vt 0.150000 0.550000 | |
vt 0.200000 0.550000 | |
vt 0.250000 0.550000 | |
vt 0.300000 0.550000 | |
vt 0.350000 0.550000 | |
vt 0.400000 0.550000 | |
vt 0.450000 0.550000 | |
vt 0.500000 0.550000 | |
vt 0.550000 0.550000 | |
vt 0.600000 0.550000 | |
vt 0.650000 0.550000 | |
vt 0.700000 0.550000 | |
vt 0.750000 0.550000 | |
vt 0.800000 0.550000 | |
vt 0.850000 0.550000 | |
vt 0.900000 0.550000 | |
vt 0.950000 0.550000 | |
vt 1.000000 0.550000 | |
vt 0.000000 0.500000 | |
vt 0.050000 0.500000 | |
vt 0.100000 0.500000 | |
vt 0.150000 0.500000 | |
vt 0.200000 0.500000 | |
vt 0.250000 0.500000 | |
vt 0.300000 0.500000 | |
vt 0.350000 0.500000 | |
vt 0.400000 0.500000 | |
vt 0.450000 0.500000 | |
vt 0.500000 0.500000 | |
vt 0.550000 0.500000 | |
vt 0.600000 0.500000 | |
vt 0.650000 0.500000 | |
vt 0.700000 0.500000 | |
vt 0.750000 0.500000 | |
vt 0.800000 0.500000 | |
vt 0.850000 0.500000 | |
vt 0.900000 0.500000 | |
vt 0.950000 0.500000 | |
vt 1.000000 0.500000 | |
vt 0.000000 0.450000 | |
vt 0.050000 0.450000 | |
vt 0.100000 0.450000 | |
vt 0.150000 0.450000 | |
vt 0.200000 0.450000 | |
vt 0.250000 0.450000 | |
vt 0.300000 0.450000 | |
vt 0.350000 0.450000 | |
vt 0.400000 0.450000 | |
vt 0.450000 0.450000 | |
vt 0.500000 0.450000 | |
vt 0.550000 0.450000 | |
vt 0.600000 0.450000 | |
vt 0.650000 0.450000 | |
vt 0.700000 0.450000 | |
vt 0.750000 0.450000 | |
vt 0.800000 0.450000 | |
vt 0.850000 0.450000 | |
vt 0.900000 0.450000 | |
vt 0.950000 0.450000 | |
vt 1.000000 0.450000 | |
vt 0.000000 0.400000 | |
vt 0.050000 0.400000 | |
vt 0.100000 0.400000 | |
vt 0.150000 0.400000 | |
vt 0.200000 0.400000 | |
vt 0.250000 0.400000 | |
vt 0.300000 0.400000 | |
vt 0.350000 0.400000 | |
vt 0.400000 0.400000 | |
vt 0.450000 0.400000 | |
vt 0.500000 0.400000 | |
vt 0.550000 0.400000 | |
vt 0.600000 0.400000 | |
vt 0.650000 0.400000 | |
vt 0.700000 0.400000 | |
vt 0.750000 0.400000 | |
vt 0.800000 0.400000 | |
vt 0.850000 0.400000 | |
vt 0.900000 0.400000 | |
vt 0.950000 0.400000 | |
vt 1.000000 0.400000 | |
vt 0.000000 0.350000 | |
vt 0.050000 0.350000 | |
vt 0.100000 0.350000 | |
vt 0.150000 0.350000 | |
vt 0.200000 0.350000 | |
vt 0.250000 0.350000 | |
vt 0.300000 0.350000 | |
vt 0.350000 0.350000 | |
vt 0.400000 0.350000 | |
vt 0.450000 0.350000 | |
vt 0.500000 0.350000 | |
vt 0.550000 0.350000 | |
vt 0.600000 0.350000 | |
vt 0.650000 0.350000 | |
vt 0.700000 0.350000 | |
vt 0.750000 0.350000 | |
vt 0.800000 0.350000 | |
vt 0.850000 0.350000 | |
vt 0.900000 0.350000 | |
vt 0.950000 0.350000 | |
vt 1.000000 0.350000 | |
vt 0.000000 0.300000 | |
vt 0.050000 0.300000 | |
vt 0.100000 0.300000 | |
vt 0.150000 0.300000 | |
vt 0.200000 0.300000 | |
vt 0.250000 0.300000 | |
vt 0.300000 0.300000 | |
vt 0.350000 0.300000 | |
vt 0.400000 0.300000 | |
vt 0.450000 0.300000 | |
vt 0.500000 0.300000 | |
vt 0.550000 0.300000 | |
vt 0.600000 0.300000 | |
vt 0.650000 0.300000 | |
vt 0.700000 0.300000 | |
vt 0.750000 0.300000 | |
vt 0.800000 0.300000 | |
vt 0.850000 0.300000 | |
vt 0.900000 0.300000 | |
vt 0.950000 0.300000 | |
vt 1.000000 0.300000 | |
vt 0.000000 0.250000 | |
vt 0.050000 0.250000 | |
vt 0.100000 0.250000 | |
vt 0.150000 0.250000 | |
vt 0.200000 0.250000 | |
vt 0.250000 0.250000 | |
vt 0.300000 0.250000 | |
vt 0.350000 0.250000 | |
vt 0.400000 0.250000 | |
vt 0.450000 0.250000 | |
vt 0.500000 0.250000 | |
vt 0.550000 0.250000 | |
vt 0.600000 0.250000 | |
vt 0.650000 0.250000 | |
vt 0.700000 0.250000 | |
vt 0.750000 0.250000 | |
vt 0.800000 0.250000 | |
vt 0.850000 0.250000 | |
vt 0.900000 0.250000 | |
vt 0.950000 0.250000 | |
vt 1.000000 0.250000 | |
vt 0.000000 0.200000 | |
vt 0.050000 0.200000 | |
vt 0.100000 0.200000 | |
vt 0.150000 0.200000 | |
vt 0.200000 0.200000 | |
vt 0.250000 0.200000 | |
vt 0.300000 0.200000 | |
vt 0.350000 0.200000 | |
vt 0.400000 0.200000 | |
vt 0.450000 0.200000 | |
vt 0.500000 0.200000 | |
vt 0.550000 0.200000 | |
vt 0.600000 0.200000 | |
vt 0.650000 0.200000 | |
vt 0.700000 0.200000 | |
vt 0.750000 0.200000 | |
vt 0.800000 0.200000 | |
vt 0.850000 0.200000 | |
vt 0.900000 0.200000 | |
vt 0.950000 0.200000 | |
vt 1.000000 0.200000 | |
vt 0.000000 0.150000 | |
vt 0.050000 0.150000 | |
vt 0.100000 0.150000 | |
vt 0.150000 0.150000 | |
vt 0.200000 0.150000 | |
vt 0.250000 0.150000 | |
vt 0.300000 0.150000 | |
vt 0.350000 0.150000 | |
vt 0.400000 0.150000 | |
vt 0.450000 0.150000 | |
vt 0.500000 0.150000 | |
vt 0.550000 0.150000 | |
vt 0.600000 0.150000 | |
vt 0.650000 0.150000 | |
vt 0.700000 0.150000 | |
vt 0.750000 0.150000 | |
vt 0.800000 0.150000 | |
vt 0.850000 0.150000 | |
vt 0.900000 0.150000 | |
vt 0.950000 0.150000 | |
vt 1.000000 0.150000 | |
vt 0.000000 0.100000 | |
vt 0.050000 0.100000 | |
vt 0.100000 0.100000 | |
vt 0.150000 0.100000 | |
vt 0.200000 0.100000 | |
vt 0.250000 0.100000 | |
vt 0.300000 0.100000 | |
vt 0.350000 0.100000 | |
vt 0.400000 0.100000 | |
vt 0.450000 0.100000 | |
vt 0.500000 0.100000 | |
vt 0.550000 0.100000 | |
vt 0.600000 0.100000 | |
vt 0.650000 0.100000 | |
vt 0.700000 0.100000 | |
vt 0.750000 0.100000 | |
vt 0.800000 0.100000 | |
vt 0.850000 0.100000 | |
vt 0.900000 0.100000 | |
vt 0.950000 0.100000 | |
vt 1.000000 0.100000 | |
vt 0.000000 0.050000 | |
vt 0.050000 0.050000 | |
vt 0.100000 0.050000 | |
vt 0.150000 0.050000 | |
vt 0.200000 0.050000 | |
vt 0.250000 0.050000 | |
vt 0.300000 0.050000 | |
vt 0.350000 0.050000 | |
vt 0.400000 0.050000 | |
vt 0.450000 0.050000 | |
vt 0.500000 0.050000 | |
vt 0.550000 0.050000 | |
vt 0.600000 0.050000 | |
vt 0.650000 0.050000 | |
vt 0.700000 0.050000 | |
vt 0.750000 0.050000 | |
vt 0.800000 0.050000 | |
vt 0.850000 0.050000 | |
vt 0.900000 0.050000 | |
vt 0.950000 0.050000 | |
vt 1.000000 0.050000 | |
vt 0.000000 -0.000000 | |
vt 0.050000 -0.000000 | |
vt 0.100000 -0.000000 | |
vt 0.150000 -0.000000 | |
vt 0.200000 -0.000000 | |
vt 0.250000 -0.000000 | |
vt 0.300000 -0.000000 | |
vt 0.350000 -0.000000 | |
vt 0.400000 -0.000000 | |
vt 0.450000 -0.000000 | |
vt 0.500000 -0.000000 | |
vt 0.550000 -0.000000 | |
vt 0.600000 -0.000000 | |
vt 0.650000 -0.000000 | |
vt 0.700000 -0.000000 | |
vt 0.750000 -0.000000 | |
vt 0.800000 -0.000000 | |
vt 0.850000 -0.000000 | |
vt 0.900000 -0.000000 | |
vt 0.950000 -0.000000 | |
vt 1.000000 -0.000000 | |
vn -0.941574 -0.015903 -0.336432 | |
vn -0.956198 -0.249625 -0.152883 | |
vn -0.807421 -0.191823 -0.557920 | |
vn -0.822113 -0.437323 -0.364526 | |
vn -0.894270 -0.442816 0.064768 | |
vn -0.756330 -0.640014 -0.135450 | |
vn -0.761854 -0.576564 0.295217 | |
vn -0.616513 -0.780056 0.106885 | |
vn -0.571910 -0.637778 0.515905 | |
vn -0.416347 -0.843741 0.338758 | |
vn -0.343031 -0.620466 0.705231 | |
vn -0.175426 -0.824834 0.537470 | |
vn -0.097622 -0.526323 0.844662 | |
vn 0.082667 -0.725187 0.683571 | |
vn 0.140295 -0.364563 0.920549 | |
vn 0.332668 -0.554554 0.762760 | |
vn 0.347430 -0.151021 0.925465 | |
vn 0.550105 -0.329637 0.767284 | |
vn 0.503509 0.093400 0.858927 | |
vn 0.713693 -0.072452 0.696701 | |
vn 0.593253 0.344774 0.727449 | |
vn 0.807421 0.191824 0.557921 | |
vn 0.607877 0.578496 0.543901 | |
vn 0.822112 0.437324 0.364527 | |
vn 0.545949 0.771687 0.326250 | |
vn 0.756329 0.640015 0.135451 | |
vn 0.413533 0.905435 0.095801 | |
vn 0.616512 0.780057 -0.106884 | |
vn 0.223588 0.966649 -0.124888 | |
vn 0.416346 0.843742 -0.338757 | |
vn -0.005290 0.949338 -0.314214 | |
vn 0.175425 0.824835 -0.537469 | |
vn -0.250699 0.855194 -0.453645 | |
vn -0.082668 0.725188 -0.683570 | |
vn -0.488616 0.693434 -0.529532 | |
vn -0.332669 0.554555 -0.762759 | |
vn -0.695751 0.479892 -0.534447 | |
vn -0.550106 0.329637 -0.767283 | |
vn -0.851830 0.235472 -0.467909 | |
vn -0.713694 0.072454 -0.696700 | |
vn -0.983446 0.161562 -0.082046 | |
vn -0.996578 -0.037490 0.073672 | |
vn -0.944579 -0.202260 0.258575 | |
vn -0.832541 -0.316619 0.454563 | |
vn -0.671431 -0.369374 0.642451 | |
vn -0.477018 -0.355360 0.803849 | |
vn -0.268334 -0.275949 0.922957 | |
vn -0.065805 -0.138915 0.988116 | |
vn 0.110743 0.042329 0.992947 | |
vn 0.244028 0.250042 0.936979 | |
vn 0.321004 0.463890 0.825689 | |
vn 0.334135 0.662942 0.669971 | |
vn 0.282137 0.827712 0.485069 | |
vn 0.170099 0.942071 0.289081 | |
vn 0.008988 0.994826 0.101192 | |
vn -0.185425 0.980812 -0.060205 | |
vn -0.394109 0.901402 -0.179313 | |
vn -0.596638 0.764367 -0.244472 | |
vn -0.773185 0.583123 -0.249304 | |
vn -0.906470 0.375411 -0.193336 | |
vn -0.929011 0.323176 0.180264 | |
vn -0.939375 0.178267 0.292910 | |
vn -0.902402 0.058034 0.426970 | |
vn -0.821712 -0.025755 0.569320 | |
vn -0.705204 -0.064898 0.706028 | |
vn -0.564283 -0.055562 0.823710 | |
vn -0.412742 0.001338 0.910847 | |
vn -0.265416 0.100232 0.958910 | |
vn -0.136726 0.231440 0.963193 | |
vn -0.039269 0.382118 0.923279 | |
vn 0.017416 0.537517 0.843073 | |
vn 0.027779 0.682426 0.730427 | |
vn -0.009194 0.802659 0.596367 | |
vn -0.089883 0.886448 0.454017 | |
vn -0.206391 0.925590 0.317309 | |
vn -0.347312 0.916255 0.199627 | |
vn -0.498853 0.859355 0.112490 | |
vn -0.646179 0.760461 0.064427 | |
vn -0.774870 0.629253 0.060143 | |
vn -0.872327 0.478575 0.100058 | |
vn -0.783705 0.453123 0.424836 | |
vn -0.790290 0.376513 0.483403 | |
vn -0.771958 0.312561 0.553522 | |
vn -0.730502 0.267527 0.628328 | |
vn -0.669981 0.245818 0.700499 | |
vn -0.596320 0.249560 0.762969 | |
vn -0.516728 0.278387 0.809625 | |
vn -0.438997 0.329477 0.835899 | |
vn -0.370735 0.397829 0.839219 | |
vn -0.318625 0.476751 0.819260 | |
vn -0.287767 0.558519 0.777976 | |
vn -0.281182 0.635129 0.719408 | |
vn -0.299515 0.699081 0.649289 | |
vn -0.340970 0.744116 0.574483 | |
vn -0.401491 0.765824 0.502313 | |
vn -0.475153 0.762082 0.439842 | |
vn -0.554744 0.733255 0.393186 | |
vn -0.632476 0.682165 0.366913 | |
vn -0.700737 0.613814 0.363593 | |
vn -0.752847 0.534891 0.383552 | |
vn -0.561805 0.538716 0.627822 | |
vn -0.563963 0.537883 0.626601 | |
vn -0.566053 0.536456 0.625938 | |
vn -0.567871 0.534575 0.625901 | |
vn -0.569239 0.532425 0.626491 | |
vn -0.570023 0.530215 0.627651 | |
vn -0.570146 0.528162 0.629268 | |
vn -0.569596 0.526467 0.631184 | |
vn -0.568427 0.525296 0.633210 | |
vn -0.566753 0.524764 0.635149 | |
vn -0.564738 0.524922 0.636810 | |
vn -0.562580 0.525755 0.638032 | |
vn -0.560490 0.527182 0.638694 | |
vn -0.558672 0.529063 0.638732 | |
vn -0.557304 0.531213 0.638142 | |
vn -0.556520 0.533423 0.636981 | |
vn -0.556397 0.535476 0.635364 | |
vn -0.556947 0.537171 0.633449 | |
vn -0.558117 0.538341 0.631422 | |
vn -0.559790 0.538874 0.629484 | |
vn -0.284984 0.571607 0.769448 | |
vn -0.282494 0.646636 0.708561 | |
vn -0.304794 0.707880 0.637186 | |
vn -0.349700 0.749346 0.562308 | |
vn -0.412816 0.766974 0.491258 | |
vn -0.487965 0.759038 0.430989 | |
vn -0.567789 0.726316 0.387402 | |
vn -0.644477 0.672010 0.364764 | |
vn -0.710520 0.601436 0.365289 | |
vn -0.759454 0.521503 0.388927 | |
vn -0.786489 0.440035 0.433364 | |
vn -0.788978 0.365007 0.494250 | |
vn -0.766679 0.303762 0.565625 | |
vn -0.721773 0.262296 0.640503 | |
vn -0.658657 0.244668 0.711554 | |
vn -0.583508 0.252604 0.771822 | |
vn -0.503683 0.285327 0.815409 | |
vn -0.426996 0.339633 0.838048 | |
vn -0.360953 0.410206 0.837523 | |
vn -0.312019 0.490139 0.813885 | |
vn 0.019769 0.548583 0.835862 | |
vn 0.026670 0.692155 0.721256 | |
vn -0.013657 0.810099 0.586134 | |
vn -0.097264 0.890870 0.443723 | |
vn -0.215966 0.926562 0.307963 | |
vn -0.358145 0.913681 0.192143 | |
vn -0.509883 0.853488 0.107600 | |
vn -0.656326 0.751875 0.062610 | |
vn -0.783141 0.618788 0.061578 | |
vn -0.877913 0.467255 0.104603 | |
vn -0.931365 0.312110 0.187475 | |
vn -0.938265 0.168538 0.302081 | |
vn -0.897939 0.050594 0.437203 | |
vn -0.814332 -0.030177 0.579615 | |
vn -0.695629 -0.065869 0.715375 | |
vn -0.553451 -0.052988 0.831195 | |
vn -0.401713 0.007205 0.915737 | |
vn -0.255269 0.108818 0.960727 | |
vn -0.128455 0.241905 0.961760 | |
vn -0.033683 0.393437 0.918734 | |
vn 0.322700 0.471870 0.820489 | |
vn 0.333335 0.669958 0.663358 | |
vn 0.278918 0.833077 0.477689 | |
vn 0.164776 0.945261 0.281658 | |
vn 0.002083 0.995527 0.094452 | |
vn -0.193237 0.978957 -0.065603 | |
vn -0.402063 0.897171 -0.182840 | |
vn -0.603955 0.758175 -0.245782 | |
vn -0.779150 0.575576 -0.248269 | |
vn -0.910498 0.367247 -0.190058 | |
vn -0.985143 0.153582 -0.076845 | |
vn -0.995778 -0.044506 0.080286 | |
vn -0.941361 -0.207625 0.265954 | |
vn -0.827219 -0.319808 0.461986 | |
vn -0.664526 -0.370075 0.649192 | |
vn -0.469206 -0.353504 0.809247 | |
vn -0.260380 -0.271718 0.926483 | |
vn -0.058488 -0.132723 0.989426 | |
vn 0.116707 0.049877 0.991913 | |
vn 0.248055 0.258205 0.933702 | |
vn 0.594139 0.348944 0.724732 | |
vn 0.607458 0.582163 0.540445 | |
vn 0.544267 0.774491 0.322394 | |
vn 0.410751 0.907102 0.091922 | |
vn 0.219980 0.967016 -0.128410 | |
vn -0.009372 0.948368 -0.317034 | |
vn -0.254856 0.852983 -0.455487 | |
vn -0.492440 0.690198 -0.530217 | |
vn -0.698868 0.475948 -0.533907 | |
vn -0.853935 0.231205 -0.466196 | |
vn -0.942461 -0.020074 -0.333714 | |
vn -0.955780 -0.253292 -0.149427 | |
vn -0.892588 -0.445619 0.068624 | |
vn -0.759072 -0.578231 0.299096 | |
vn -0.568301 -0.638145 0.519428 | |
vn -0.338949 -0.619497 0.708052 | |
vn -0.093466 -0.524112 0.846505 | |
vn 0.144118 -0.361327 0.921234 | |
vn 0.350547 -0.147077 0.924924 | |
vn 0.505614 0.097665 0.857214 | |
vn 0.807421 0.191823 0.557920 | |
vn 0.822113 0.437323 0.364526 | |
vn 0.756330 0.640014 0.135450 | |
vn 0.616512 0.780056 -0.106885 | |
vn 0.416346 0.843741 -0.338757 | |
vn 0.175425 0.824835 -0.537469 | |
vn -0.082667 0.725188 -0.683571 | |
vn -0.332668 0.554554 -0.762759 | |
vn -0.550105 0.329637 -0.767283 | |
vn -0.713694 0.072453 -0.696701 | |
vn -0.807421 -0.191824 -0.557920 | |
vn -0.822113 -0.437323 -0.364526 | |
vn -0.756330 -0.640014 -0.135450 | |
vn -0.616512 -0.780057 0.106885 | |
vn -0.416346 -0.843741 0.338757 | |
vn -0.175425 -0.824835 0.537470 | |
vn 0.082667 -0.725188 0.683571 | |
vn 0.332668 -0.554554 0.762759 | |
vn 0.550105 -0.329637 0.767283 | |
vn 0.713693 -0.072453 0.696701 | |
vn 0.956198 0.249625 0.152883 | |
vn 0.941574 0.015903 0.336432 | |
vn 0.894270 0.442816 -0.064768 | |
vn 0.761854 0.576564 -0.295216 | |
vn 0.571910 0.637778 -0.515905 | |
vn 0.343031 0.620466 -0.705231 | |
vn 0.097622 0.526323 -0.844662 | |
vn -0.140294 0.364563 -0.920550 | |
vn -0.347430 0.151021 -0.925465 | |
vn -0.503509 -0.093400 -0.858927 | |
vn -0.593252 -0.344775 -0.727449 | |
vn -0.607876 -0.578496 -0.543901 | |
vn -0.545949 -0.771687 -0.326250 | |
vn -0.413533 -0.905435 -0.095801 | |
vn -0.223588 -0.966650 0.124887 | |
vn 0.005290 -0.949338 0.314214 | |
vn 0.250699 -0.855194 0.453645 | |
vn 0.488616 -0.693434 0.529532 | |
vn 0.695751 -0.479892 0.534447 | |
vn 0.851830 -0.235472 0.467909 | |
vn 0.996578 0.037489 -0.073672 | |
vn 0.983446 -0.161563 0.082046 | |
vn 0.944579 0.202260 -0.258575 | |
vn 0.832541 0.316619 -0.454562 | |
vn 0.671431 0.369374 -0.642451 | |
vn 0.477018 0.355360 -0.803849 | |
vn 0.268334 0.275949 -0.922957 | |
vn 0.065805 0.138915 -0.988116 | |
vn -0.110743 -0.042329 -0.992947 | |
vn -0.244028 -0.250042 -0.936979 | |
vn -0.321003 -0.463890 -0.825689 | |
vn -0.334135 -0.662942 -0.669971 | |
vn -0.282137 -0.827712 -0.485069 | |
vn -0.170099 -0.942071 -0.289081 | |
vn -0.008988 -0.994826 -0.101192 | |
vn 0.185425 -0.980812 0.060205 | |
vn 0.394109 -0.901402 0.179313 | |
vn 0.596637 -0.764367 0.244472 | |
vn 0.773185 -0.583123 0.249304 | |
vn 0.906470 -0.375411 0.193336 | |
vn 0.939375 -0.178267 -0.292910 | |
vn 0.929011 -0.323176 -0.180264 | |
vn 0.902402 -0.058034 -0.426970 | |
vn 0.821712 0.025755 -0.569320 | |
vn 0.705204 0.064898 -0.706028 | |
vn 0.564283 0.055562 -0.823710 | |
vn 0.412742 -0.001337 -0.910847 | |
vn 0.265416 -0.100231 -0.958910 | |
vn 0.136726 -0.231439 -0.963194 | |
vn 0.039268 -0.382118 -0.923279 | |
vn -0.017416 -0.537517 -0.843073 | |
vn -0.027779 -0.682426 -0.730427 | |
vn 0.009194 -0.802659 -0.596367 | |
vn 0.089883 -0.886448 -0.454016 | |
vn 0.206391 -0.925590 -0.317309 | |
vn 0.347312 -0.916255 -0.199627 | |
vn 0.498853 -0.859355 -0.112490 | |
vn 0.646179 -0.760461 -0.064427 | |
vn 0.774870 -0.629253 -0.060143 | |
vn 0.872327 -0.478575 -0.100058 | |
vn 0.790290 -0.376513 -0.483403 | |
vn 0.783705 -0.453123 -0.424836 | |
vn 0.771958 -0.312561 -0.553522 | |
vn 0.730502 -0.267527 -0.628328 | |
vn 0.669981 -0.245818 -0.700499 | |
vn 0.596320 -0.249560 -0.762969 | |
vn 0.516728 -0.278387 -0.809625 | |
vn 0.438997 -0.329477 -0.835899 | |
vn 0.370735 -0.397828 -0.839219 | |
vn 0.318625 -0.476751 -0.819260 | |
vn 0.287767 -0.558519 -0.777976 | |
vn 0.281182 -0.635129 -0.719408 | |
vn 0.299515 -0.699081 -0.649289 | |
vn 0.340970 -0.744116 -0.574483 | |
vn 0.401491 -0.765824 -0.502313 | |
vn 0.475153 -0.762082 -0.439842 | |
vn 0.554744 -0.733255 -0.393186 | |
vn 0.632476 -0.682165 -0.366913 | |
vn 0.700737 -0.613814 -0.363593 | |
vn 0.752847 -0.534891 -0.383552 | |
vn 0.563963 -0.537883 -0.626601 | |
vn 0.561805 -0.538716 -0.627822 | |
vn 0.566053 -0.536456 -0.625938 | |
vn 0.567871 -0.534575 -0.625901 | |
vn 0.569239 -0.532425 -0.626491 | |
vn 0.570023 -0.530215 -0.627651 | |
vn 0.570146 -0.528162 -0.629268 | |
vn 0.569596 -0.526467 -0.631184 | |
vn 0.568427 -0.525296 -0.633210 | |
vn 0.566753 -0.524764 -0.635149 | |
vn 0.564738 -0.524922 -0.636810 | |
vn 0.562580 -0.525755 -0.638032 | |
vn 0.560490 -0.527182 -0.638694 | |
vn 0.558672 -0.529063 -0.638732 | |
vn 0.557304 -0.531213 -0.638142 | |
vn 0.556520 -0.533423 -0.636981 | |
vn 0.556397 -0.535476 -0.635364 | |
vn 0.556947 -0.537171 -0.633449 | |
vn 0.558117 -0.538341 -0.631422 | |
vn 0.559790 -0.538874 -0.629484 | |
vn 0.282494 -0.646636 -0.708561 | |
vn 0.284984 -0.571607 -0.769448 | |
vn 0.304794 -0.707880 -0.637186 | |
vn 0.349700 -0.749346 -0.562308 | |
vn 0.412816 -0.766974 -0.491258 | |
vn 0.487965 -0.759038 -0.430989 | |
vn 0.567789 -0.726316 -0.387402 | |
vn 0.644477 -0.672010 -0.364764 | |
vn 0.710520 -0.601436 -0.365289 | |
vn 0.759454 -0.521503 -0.388927 | |
vn 0.786489 -0.440035 -0.433364 | |
vn 0.788978 -0.365007 -0.494250 | |
vn 0.766679 -0.303762 -0.565625 | |
vn 0.721773 -0.262296 -0.640503 | |
vn 0.658657 -0.244669 -0.711554 | |
vn 0.583508 -0.252604 -0.771822 | |
vn 0.503683 -0.285327 -0.815409 | |
vn 0.426996 -0.339633 -0.838048 | |
vn 0.360953 -0.410206 -0.837523 | |
vn 0.312019 -0.490139 -0.813884 | |
vn -0.026670 -0.692155 -0.721256 | |
vn -0.019769 -0.548583 -0.835863 | |
vn 0.013657 -0.810099 -0.586134 | |
vn 0.097264 -0.890870 -0.443723 | |
vn 0.215966 -0.926562 -0.307963 | |
vn 0.358145 -0.913681 -0.192142 | |
vn 0.509883 -0.853488 -0.107600 | |
vn 0.656326 -0.751875 -0.062610 | |
vn 0.783141 -0.618788 -0.061578 | |
vn 0.877913 -0.467255 -0.104603 | |
vn 0.931365 -0.312110 -0.187475 | |
vn 0.938265 -0.168538 -0.302081 | |
vn 0.897939 -0.050594 -0.437203 | |
vn 0.814332 0.030178 -0.579614 | |
vn 0.695629 0.065870 -0.715375 | |
vn 0.553451 0.052988 -0.831195 | |
vn 0.401713 -0.007205 -0.915737 | |
vn 0.255269 -0.108818 -0.960727 | |
vn 0.128455 -0.241905 -0.961760 | |
vn 0.033683 -0.393437 -0.918734 | |
vn -0.333335 -0.669958 -0.663358 | |
vn -0.322700 -0.471870 -0.820489 | |
vn -0.278918 -0.833077 -0.477689 | |
vn -0.164776 -0.945261 -0.281658 | |
vn -0.002083 -0.995527 -0.094452 | |
vn 0.193237 -0.978957 0.065603 | |
vn 0.402063 -0.897171 0.182840 | |
vn 0.603955 -0.758175 0.245782 | |
vn 0.779150 -0.575576 0.248270 | |
vn 0.910498 -0.367247 0.190058 | |
vn 0.985143 -0.153582 0.076845 | |
vn 0.995778 0.044506 -0.080286 | |
vn 0.941361 0.207625 -0.265954 | |
vn 0.827219 0.319808 -0.461986 | |
vn 0.664526 0.370075 -0.649192 | |
vn 0.469206 0.353504 -0.809247 | |
vn 0.260380 0.271718 -0.926483 | |
vn 0.058488 0.132723 -0.989426 | |
vn -0.116707 -0.049877 -0.991913 | |
vn -0.248056 -0.258205 -0.933702 | |
vn -0.607459 -0.582162 -0.540444 | |
vn -0.594140 -0.348944 -0.724732 | |
vn -0.544268 -0.774490 -0.322393 | |
vn -0.410752 -0.907102 -0.091921 | |
vn -0.219981 -0.967016 0.128410 | |
vn 0.009372 -0.948368 0.317035 | |
vn 0.254855 -0.852983 0.455488 | |
vn 0.492439 -0.690198 0.530217 | |
vn 0.698868 -0.475948 0.533907 | |
vn 0.853935 -0.231205 0.466197 | |
vn 0.942460 0.020074 0.333714 | |
vn 0.955779 0.253292 0.149428 | |
vn 0.892588 0.445620 -0.068624 | |
vn 0.759072 0.578231 -0.299095 | |
vn 0.568301 0.638145 -0.519427 | |
vn 0.338948 0.619497 -0.708052 | |
vn 0.093465 0.524112 -0.846505 | |
vn -0.144119 0.361327 -0.921234 | |
vn -0.350548 0.147077 -0.924924 | |
vn -0.505614 -0.097665 -0.857214 | |
s 1 | |
g pTorus1 | |
usemtl initialShadingGroup | |
f 21/22/1 22/23/2 1/1/3 | |
f 2/2/4 1/1/3 22/23/2 | |
f 22/23/2 23/24/5 2/2/4 | |
f 3/3/6 2/2/4 23/24/5 | |
f 23/24/5 24/25/7 3/3/6 | |
f 4/4/8 3/3/6 24/25/7 | |
f 24/25/7 25/26/9 4/4/8 | |
f 5/5/10 4/4/8 25/26/9 | |
f 25/26/9 26/27/11 5/5/10 | |
f 6/6/12 5/5/10 26/27/11 | |
f 26/27/11 27/28/13 6/6/12 | |
f 7/7/14 6/6/12 27/28/13 | |
f 27/28/13 28/29/15 7/7/14 | |
f 8/8/16 7/7/14 28/29/15 | |
f 28/29/15 29/30/17 8/8/16 | |
f 9/9/18 8/8/16 29/30/17 | |
f 29/30/17 30/31/19 9/9/18 | |
f 10/10/20 9/9/18 30/31/19 | |
f 30/31/19 31/32/21 10/10/20 | |
f 11/11/22 10/10/20 31/32/21 | |
f 31/32/21 32/33/23 11/11/22 | |
f 12/12/24 11/11/22 32/33/23 | |
f 32/33/23 33/34/25 12/12/24 | |
f 13/13/26 12/12/24 33/34/25 | |
f 33/34/25 34/35/27 13/13/26 | |
f 14/14/28 13/13/26 34/35/27 | |
f 34/35/27 35/36/29 14/14/28 | |
f 15/15/30 14/14/28 35/36/29 | |
f 35/36/29 36/37/31 15/15/30 | |
f 16/16/32 15/15/30 36/37/31 | |
f 36/37/31 37/38/33 16/16/32 | |
f 17/17/34 16/16/32 37/38/33 | |
f 37/38/33 38/39/35 17/17/34 | |
f 18/18/36 17/17/34 38/39/35 | |
f 38/39/35 39/40/37 18/18/36 | |
f 19/19/38 18/18/36 39/40/37 | |
f 39/40/37 40/41/39 19/19/38 | |
f 20/20/40 19/19/38 40/41/39 | |
f 40/41/39 21/42/1 20/20/40 | |
f 1/21/3 20/20/40 21/42/1 | |
f 41/43/41 42/44/42 21/22/1 | |
f 22/23/2 21/22/1 42/44/42 | |
f 42/44/42 43/45/43 22/23/2 | |
f 23/24/5 22/23/2 43/45/43 | |
f 43/45/43 44/46/44 23/24/5 | |
f 24/25/7 23/24/5 44/46/44 | |
f 44/46/44 45/47/45 24/25/7 | |
f 25/26/9 24/25/7 45/47/45 | |
f 45/47/45 46/48/46 25/26/9 | |
f 26/27/11 25/26/9 46/48/46 | |
f 46/48/46 47/49/47 26/27/11 | |
f 27/28/13 26/27/11 47/49/47 | |
f 47/49/47 48/50/48 27/28/13 | |
f 28/29/15 27/28/13 48/50/48 | |
f 48/50/48 49/51/49 28/29/15 | |
f 29/30/17 28/29/15 49/51/49 | |
f 49/51/49 50/52/50 29/30/17 | |
f 30/31/19 29/30/17 50/52/50 | |
f 50/52/50 51/53/51 30/31/19 | |
f 31/32/21 30/31/19 51/53/51 | |
f 51/53/51 52/54/52 31/32/21 | |
f 32/33/23 31/32/21 52/54/52 | |
f 52/54/52 53/55/53 32/33/23 | |
f 33/34/25 32/33/23 53/55/53 | |
f 53/55/53 54/56/54 33/34/25 | |
f 34/35/27 33/34/25 54/56/54 | |
f 54/56/54 55/57/55 34/35/27 | |
f 35/36/29 34/35/27 55/57/55 | |
f 55/57/55 56/58/56 35/36/29 | |
f 36/37/31 35/36/29 56/58/56 | |
f 56/58/56 57/59/57 36/37/31 | |
f 37/38/33 36/37/31 57/59/57 | |
f 57/59/57 58/60/58 37/38/33 | |
f 38/39/35 37/38/33 58/60/58 | |
f 58/60/58 59/61/59 38/39/35 | |
f 39/40/37 38/39/35 59/61/59 | |
f 59/61/59 60/62/60 39/40/37 | |
f 40/41/39 39/40/37 60/62/60 | |
f 60/62/60 41/63/41 40/41/39 | |
f 21/42/1 40/41/39 41/63/41 | |
f 61/64/61 62/65/62 41/43/41 | |
f 42/44/42 41/43/41 62/65/62 | |
f 62/65/62 63/66/63 42/44/42 | |
f 43/45/43 42/44/42 63/66/63 | |
f 63/66/63 64/67/64 43/45/43 | |
f 44/46/44 43/45/43 64/67/64 | |
f 64/67/64 65/68/65 44/46/44 | |
f 45/47/45 44/46/44 65/68/65 | |
f 65/68/65 66/69/66 45/47/45 | |
f 46/48/46 45/47/45 66/69/66 | |
f 66/69/66 67/70/67 46/48/46 | |
f 47/49/47 46/48/46 67/70/67 | |
f 67/70/67 68/71/68 47/49/47 | |
f 48/50/48 47/49/47 68/71/68 | |
f 68/71/68 69/72/69 48/50/48 | |
f 49/51/49 48/50/48 69/72/69 | |
f 69/72/69 70/73/70 49/51/49 | |
f 50/52/50 49/51/49 70/73/70 | |
f 70/73/70 71/74/71 50/52/50 | |
f 51/53/51 50/52/50 71/74/71 | |
f 71/74/71 72/75/72 51/53/51 | |
f 52/54/52 51/53/51 72/75/72 | |
f 72/75/72 73/76/73 52/54/52 | |
f 53/55/53 52/54/52 73/76/73 | |
f 73/76/73 74/77/74 53/55/53 | |
f 54/56/54 53/55/53 74/77/74 | |
f 74/77/74 75/78/75 54/56/54 | |
f 55/57/55 54/56/54 75/78/75 | |
f 75/78/75 76/79/76 55/57/55 | |
f 56/58/56 55/57/55 76/79/76 | |
f 76/79/76 77/80/77 56/58/56 | |
f 57/59/57 56/58/56 77/80/77 | |
f 77/80/77 78/81/78 57/59/57 | |
f 58/60/58 57/59/57 78/81/78 | |
f 78/81/78 79/82/79 58/60/58 | |
f 59/61/59 58/60/58 79/82/79 | |
f 79/82/79 80/83/80 59/61/59 | |
f 60/62/60 59/61/59 80/83/80 | |
f 80/83/80 61/84/61 60/62/60 | |
f 41/63/41 60/62/60 61/84/61 | |
f 81/85/81 82/86/82 61/64/61 | |
f 62/65/62 61/64/61 82/86/82 | |
f 82/86/82 83/87/83 62/65/62 | |
f 63/66/63 62/65/62 83/87/83 | |
f 83/87/83 84/88/84 63/66/63 | |
f 64/67/64 63/66/63 84/88/84 | |
f 84/88/84 85/89/85 64/67/64 | |
f 65/68/65 64/67/64 85/89/85 | |
f 85/89/85 86/90/86 65/68/65 | |
f 66/69/66 65/68/65 86/90/86 | |
f 86/90/86 87/91/87 66/69/66 | |
f 67/70/67 66/69/66 87/91/87 | |
f 87/91/87 88/92/88 67/70/67 | |
f 68/71/68 67/70/67 88/92/88 | |
f 88/92/88 89/93/89 68/71/68 | |
f 69/72/69 68/71/68 89/93/89 | |
f 89/93/89 90/94/90 69/72/69 | |
f 70/73/70 69/72/69 90/94/90 | |
f 90/94/90 91/95/91 70/73/70 | |
f 71/74/71 70/73/70 91/95/91 | |
f 91/95/91 92/96/92 71/74/71 | |
f 72/75/72 71/74/71 92/96/92 | |
f 92/96/92 93/97/93 72/75/72 | |
f 73/76/73 72/75/72 93/97/93 | |
f 93/97/93 94/98/94 73/76/73 | |
f 74/77/74 73/76/73 94/98/94 | |
f 94/98/94 95/99/95 74/77/74 | |
f 75/78/75 74/77/74 95/99/95 | |
f 95/99/95 96/100/96 75/78/75 | |
f 76/79/76 75/78/75 96/100/96 | |
f 96/100/96 97/101/97 76/79/76 | |
f 77/80/77 76/79/76 97/101/97 | |
f 97/101/97 98/102/98 77/80/77 | |
f 78/81/78 77/80/77 98/102/98 | |
f 98/102/98 99/103/99 78/81/78 | |
f 79/82/79 78/81/78 99/103/99 | |
f 99/103/99 100/104/100 79/82/79 | |
f 80/83/80 79/82/79 100/104/100 | |
f 100/104/100 81/105/81 80/83/80 | |
f 61/84/61 80/83/80 81/105/81 | |
f 101/106/101 102/107/102 81/85/81 | |
f 82/86/82 81/85/81 102/107/102 | |
f 102/107/102 103/108/103 82/86/82 | |
f 83/87/83 82/86/82 103/108/103 | |
f 103/108/103 104/109/104 83/87/83 | |
f 84/88/84 83/87/83 104/109/104 | |
f 104/109/104 105/110/105 84/88/84 | |
f 85/89/85 84/88/84 105/110/105 | |
f 105/110/105 106/111/106 85/89/85 | |
f 86/90/86 85/89/85 106/111/106 | |
f 106/111/106 107/112/107 86/90/86 | |
f 87/91/87 86/90/86 107/112/107 | |
f 107/112/107 108/113/108 87/91/87 | |
f 88/92/88 87/91/87 108/113/108 | |
f 108/113/108 109/114/109 88/92/88 | |
f 89/93/89 88/92/88 109/114/109 | |
f 109/114/109 110/115/110 89/93/89 | |
f 90/94/90 89/93/89 110/115/110 | |
f 110/115/110 111/116/111 90/94/90 | |
f 91/95/91 90/94/90 111/116/111 | |
f 111/116/111 112/117/112 91/95/91 | |
f 92/96/92 91/95/91 112/117/112 | |
f 112/117/112 113/118/113 92/96/92 | |
f 93/97/93 92/96/92 113/118/113 | |
f 113/118/113 114/119/114 93/97/93 | |
f 94/98/94 93/97/93 114/119/114 | |
f 114/119/114 115/120/115 94/98/94 | |
f 95/99/95 94/98/94 115/120/115 | |
f 115/120/115 116/121/116 95/99/95 | |
f 96/100/96 95/99/95 116/121/116 | |
f 116/121/116 117/122/117 96/100/96 | |
f 97/101/97 96/100/96 117/122/117 | |
f 117/122/117 118/123/118 97/101/97 | |
f 98/102/98 97/101/97 118/123/118 | |
f 118/123/118 119/124/119 98/102/98 | |
f 99/103/99 98/102/98 119/124/119 | |
f 119/124/119 120/125/120 99/103/99 | |
f 100/104/100 99/103/99 120/125/120 | |
f 120/125/120 101/126/101 100/104/100 | |
f 81/105/81 100/104/100 101/126/101 | |
f 121/127/121 122/128/122 101/106/101 | |
f 102/107/102 101/106/101 122/128/122 | |
f 122/128/122 123/129/123 102/107/102 | |
f 103/108/103 102/107/102 123/129/123 | |
f 123/129/123 124/130/124 103/108/103 | |
f 104/109/104 103/108/103 124/130/124 | |
f 124/130/124 125/131/125 104/109/104 | |
f 105/110/105 104/109/104 125/131/125 | |
f 125/131/125 126/132/126 105/110/105 | |
f 106/111/106 105/110/105 126/132/126 | |
f 126/132/126 127/133/127 106/111/106 | |
f 107/112/107 106/111/106 127/133/127 | |
f 127/133/127 128/134/128 107/112/107 | |
f 108/113/108 107/112/107 128/134/128 | |
f 128/134/128 129/135/129 108/113/108 | |
f 109/114/109 108/113/108 129/135/129 | |
f 129/135/129 130/136/130 109/114/109 | |
f 110/115/110 109/114/109 130/136/130 | |
f 130/136/130 131/137/131 110/115/110 | |
f 111/116/111 110/115/110 131/137/131 | |
f 131/137/131 132/138/132 111/116/111 | |
f 112/117/112 111/116/111 132/138/132 | |
f 132/138/132 133/139/133 112/117/112 | |
f 113/118/113 112/117/112 133/139/133 | |
f 133/139/133 134/140/134 113/118/113 | |
f 114/119/114 113/118/113 134/140/134 | |
f 134/140/134 135/141/135 114/119/114 | |
f 115/120/115 114/119/114 135/141/135 | |
f 135/141/135 136/142/136 115/120/115 | |
f 116/121/116 115/120/115 136/142/136 | |
f 136/142/136 137/143/137 116/121/116 | |
f 117/122/117 116/121/116 137/143/137 | |
f 137/143/137 138/144/138 117/122/117 | |
f 118/123/118 117/122/117 138/144/138 | |
f 138/144/138 139/145/139 118/123/118 | |
f 119/124/119 118/123/118 139/145/139 | |
f 139/145/139 140/146/140 119/124/119 | |
f 120/125/120 119/124/119 140/146/140 | |
f 140/146/140 121/147/121 120/125/120 | |
f 101/126/101 120/125/120 121/147/121 | |
f 141/148/141 142/149/142 121/127/121 | |
f 122/128/122 121/127/121 142/149/142 | |
f 142/149/142 143/150/143 122/128/122 | |
f 123/129/123 122/128/122 143/150/143 | |
f 143/150/143 144/151/144 123/129/123 | |
f 124/130/124 123/129/123 144/151/144 | |
f 144/151/144 145/152/145 124/130/124 | |
f 125/131/125 124/130/124 145/152/145 | |
f 145/152/145 146/153/146 125/131/125 | |
f 126/132/126 125/131/125 146/153/146 | |
f 146/153/146 147/154/147 126/132/126 | |
f 127/133/127 126/132/126 147/154/147 | |
f 147/154/147 148/155/148 127/133/127 | |
f 128/134/128 127/133/127 148/155/148 | |
f 148/155/148 149/156/149 128/134/128 | |
f 129/135/129 128/134/128 149/156/149 | |
f 149/156/149 150/157/150 129/135/129 | |
f 130/136/130 129/135/129 150/157/150 | |
f 150/157/150 151/158/151 130/136/130 | |
f 131/137/131 130/136/130 151/158/151 | |
f 151/158/151 152/159/152 131/137/131 | |
f 132/138/132 131/137/131 152/159/152 | |
f 152/159/152 153/160/153 132/138/132 | |
f 133/139/133 132/138/132 153/160/153 | |
f 153/160/153 154/161/154 133/139/133 | |
f 134/140/134 133/139/133 154/161/154 | |
f 154/161/154 155/162/155 134/140/134 | |
f 135/141/135 134/140/134 155/162/155 | |
f 155/162/155 156/163/156 135/141/135 | |
f 136/142/136 135/141/135 156/163/156 | |
f 156/163/156 157/164/157 136/142/136 | |
f 137/143/137 136/142/136 157/164/157 | |
f 157/164/157 158/165/158 137/143/137 | |
f 138/144/138 137/143/137 158/165/158 | |
f 158/165/158 159/166/159 138/144/138 | |
f 139/145/139 138/144/138 159/166/159 | |
f 159/166/159 160/167/160 139/145/139 | |
f 140/146/140 139/145/139 160/167/160 | |
f 160/167/160 141/168/141 140/146/140 | |
f 121/147/121 140/146/140 141/168/141 | |
f 161/169/161 162/170/162 141/148/141 | |
f 142/149/142 141/148/141 162/170/162 | |
f 162/170/162 163/171/163 142/149/142 | |
f 143/150/143 142/149/142 163/171/163 | |
f 163/171/163 164/172/164 143/150/143 | |
f 144/151/144 143/150/143 164/172/164 | |
f 164/172/164 165/173/165 144/151/144 | |
f 145/152/145 144/151/144 165/173/165 | |
f 165/173/165 166/174/166 145/152/145 | |
f 146/153/146 145/152/145 166/174/166 | |
f 166/174/166 167/175/167 146/153/146 | |
f 147/154/147 146/153/146 167/175/167 | |
f 167/175/167 168/176/168 147/154/147 | |
f 148/155/148 147/154/147 168/176/168 | |
f 168/176/168 169/177/169 148/155/148 | |
f 149/156/149 148/155/148 169/177/169 | |
f 169/177/169 170/178/170 149/156/149 | |
f 150/157/150 149/156/149 170/178/170 | |
f 170/178/170 171/179/171 150/157/150 | |
f 151/158/151 150/157/150 171/179/171 | |
f 171/179/171 172/180/172 151/158/151 | |
f 152/159/152 151/158/151 172/180/172 | |
f 172/180/172 173/181/173 152/159/152 | |
f 153/160/153 152/159/152 173/181/173 | |
f 173/181/173 174/182/174 153/160/153 | |
f 154/161/154 153/160/153 174/182/174 | |
f 174/182/174 175/183/175 154/161/154 | |
f 155/162/155 154/161/154 175/183/175 | |
f 175/183/175 176/184/176 155/162/155 | |
f 156/163/156 155/162/155 176/184/176 | |
f 176/184/176 177/185/177 156/163/156 | |
f 157/164/157 156/163/156 177/185/177 | |
f 177/185/177 178/186/178 157/164/157 | |
f 158/165/158 157/164/157 178/186/178 | |
f 178/186/178 179/187/179 158/165/158 | |
f 159/166/159 158/165/158 179/187/179 | |
f 179/187/179 180/188/180 159/166/159 | |
f 160/167/160 159/166/159 180/188/180 | |
f 180/188/180 161/189/161 160/167/160 | |
f 141/168/141 160/167/160 161/189/161 | |
f 181/190/181 182/191/182 161/169/161 | |
f 162/170/162 161/169/161 182/191/182 | |
f 182/191/182 183/192/183 162/170/162 | |
f 163/171/163 162/170/162 183/192/183 | |
f 183/192/183 184/193/184 163/171/163 | |
f 164/172/164 163/171/163 184/193/184 | |
f 184/193/184 185/194/185 164/172/164 | |
f 165/173/165 164/172/164 185/194/185 | |
f 185/194/185 186/195/186 165/173/165 | |
f 166/174/166 165/173/165 186/195/186 | |
f 186/195/186 187/196/187 166/174/166 | |
f 167/175/167 166/174/166 187/196/187 | |
f 187/196/187 188/197/188 167/175/167 | |
f 168/176/168 167/175/167 188/197/188 | |
f 188/197/188 189/198/189 168/176/168 | |
f 169/177/169 168/176/168 189/198/189 | |
f 189/198/189 190/199/190 169/177/169 | |
f 170/178/170 169/177/169 190/199/190 | |
f 190/199/190 191/200/191 170/178/170 | |
f 171/179/171 170/178/170 191/200/191 | |
f 191/200/191 192/201/192 171/179/171 | |
f 172/180/172 171/179/171 192/201/192 | |
f 192/201/192 193/202/193 172/180/172 | |
f 173/181/173 172/180/172 193/202/193 | |
f 193/202/193 194/203/194 173/181/173 | |
f 174/182/174 173/181/173 194/203/194 | |
f 194/203/194 195/204/195 174/182/174 | |
f 175/183/175 174/182/174 195/204/195 | |
f 195/204/195 196/205/196 175/183/175 | |
f 176/184/176 175/183/175 196/205/196 | |
f 196/205/196 197/206/197 176/184/176 | |
f 177/185/177 176/184/176 197/206/197 | |
f 197/206/197 198/207/198 177/185/177 | |
f 178/186/178 177/185/177 198/207/198 | |
f 198/207/198 199/208/199 178/186/178 | |
f 179/187/179 178/186/178 199/208/199 | |
f 199/208/199 200/209/200 179/187/179 | |
f 180/188/180 179/187/179 200/209/200 | |
f 200/209/200 181/210/181 180/188/180 | |
f 161/189/161 180/188/180 181/210/181 | |
f 201/211/201 202/212/202 181/190/181 | |
f 182/191/182 181/190/181 202/212/202 | |
f 202/212/202 203/213/203 182/191/182 | |
f 183/192/183 182/191/182 203/213/203 | |
f 203/213/203 204/214/204 183/192/183 | |
f 184/193/184 183/192/183 204/214/204 | |
f 204/214/204 205/215/205 184/193/184 | |
f 185/194/185 184/193/184 205/215/205 | |
f 205/215/205 206/216/206 185/194/185 | |
f 186/195/186 185/194/185 206/216/206 | |
f 206/216/206 207/217/207 186/195/186 | |
f 187/196/187 186/195/186 207/217/207 | |
f 207/217/207 208/218/208 187/196/187 | |
f 188/197/188 187/196/187 208/218/208 | |
f 208/218/208 209/219/209 188/197/188 | |
f 189/198/189 188/197/188 209/219/209 | |
f 209/219/209 210/220/210 189/198/189 | |
f 190/199/190 189/198/189 210/220/210 | |
f 210/220/210 211/221/211 190/199/190 | |
f 191/200/191 190/199/190 211/221/211 | |
f 211/221/211 212/222/212 191/200/191 | |
f 192/201/192 191/200/191 212/222/212 | |
f 212/222/212 213/223/213 192/201/192 | |
f 193/202/193 192/201/192 213/223/213 | |
f 213/223/213 214/224/214 193/202/193 | |
f 194/203/194 193/202/193 214/224/214 | |
f 214/224/214 215/225/215 194/203/194 | |
f 195/204/195 194/203/194 215/225/215 | |
f 215/225/215 216/226/216 195/204/195 | |
f 196/205/196 195/204/195 216/226/216 | |
f 216/226/216 217/227/217 196/205/196 | |
f 197/206/197 196/205/196 217/227/217 | |
f 217/227/217 218/228/218 197/206/197 | |
f 198/207/198 197/206/197 218/228/218 | |
f 218/228/218 219/229/219 198/207/198 | |
f 199/208/199 198/207/198 219/229/219 | |
f 219/229/219 220/230/220 199/208/199 | |
f 200/209/200 199/208/199 220/230/220 | |
f 220/230/220 201/231/201 200/209/200 | |
f 181/210/181 200/209/200 201/231/201 | |
f 202/212/202 201/211/201 222/233/221 | |
f 201/211/201 221/232/222 222/233/221 | |
f 203/213/203 202/212/202 223/234/223 | |
f 202/212/202 222/233/221 223/234/223 | |
f 204/214/204 203/213/203 224/235/224 | |
f 203/213/203 223/234/223 224/235/224 | |
f 205/215/205 204/214/204 225/236/225 | |
f 204/214/204 224/235/224 225/236/225 | |
f 206/216/206 205/215/205 226/237/226 | |
f 205/215/205 225/236/225 226/237/226 | |
f 207/217/207 206/216/206 227/238/227 | |
f 206/216/206 226/237/226 227/238/227 | |
f 208/218/208 207/217/207 228/239/228 | |
f 207/217/207 227/238/227 228/239/228 | |
f 209/219/209 208/218/208 229/240/229 | |
f 208/218/208 228/239/228 229/240/229 | |
f 210/220/210 209/219/209 230/241/230 | |
f 209/219/209 229/240/229 230/241/230 | |
f 211/221/211 210/220/210 231/242/231 | |
f 210/220/210 230/241/230 231/242/231 | |
f 212/222/212 211/221/211 232/243/232 | |
f 211/221/211 231/242/231 232/243/232 | |
f 213/223/213 212/222/212 233/244/233 | |
f 212/222/212 232/243/232 233/244/233 | |
f 214/224/214 213/223/213 234/245/234 | |
f 213/223/213 233/244/233 234/245/234 | |
f 215/225/215 214/224/214 235/246/235 | |
f 214/224/214 234/245/234 235/246/235 | |
f 216/226/216 215/225/215 236/247/236 | |
f 215/225/215 235/246/235 236/247/236 | |
f 217/227/217 216/226/216 237/248/237 | |
f 216/226/216 236/247/236 237/248/237 | |
f 218/228/218 217/227/217 238/249/238 | |
f 217/227/217 237/248/237 238/249/238 | |
f 219/229/219 218/228/218 239/250/239 | |
f 218/228/218 238/249/238 239/250/239 | |
f 220/230/220 219/229/219 240/251/240 | |
f 219/229/219 239/250/239 240/251/240 | |
f 201/231/201 220/230/220 221/252/222 | |
f 220/230/220 240/251/240 221/252/222 | |
f 222/233/221 221/232/222 242/254/241 | |
f 221/232/222 241/253/242 242/254/241 | |
f 223/234/223 222/233/221 243/255/243 | |
f 222/233/221 242/254/241 243/255/243 | |
f 224/235/224 223/234/223 244/256/244 | |
f 223/234/223 243/255/243 244/256/244 | |
f 225/236/225 224/235/224 245/257/245 | |
f 224/235/224 244/256/244 245/257/245 | |
f 226/237/226 225/236/225 246/258/246 | |
f 225/236/225 245/257/245 246/258/246 | |
f 227/238/227 226/237/226 247/259/247 | |
f 226/237/226 246/258/246 247/259/247 | |
f 228/239/228 227/238/227 248/260/248 | |
f 227/238/227 247/259/247 248/260/248 | |
f 229/240/229 228/239/228 249/261/249 | |
f 228/239/228 248/260/248 249/261/249 | |
f 230/241/230 229/240/229 250/262/250 | |
f 229/240/229 249/261/249 250/262/250 | |
f 231/242/231 230/241/230 251/263/251 | |
f 230/241/230 250/262/250 251/263/251 | |
f 232/243/232 231/242/231 252/264/252 | |
f 231/242/231 251/263/251 252/264/252 | |
f 233/244/233 232/243/232 253/265/253 | |
f 232/243/232 252/264/252 253/265/253 | |
f 234/245/234 233/244/233 254/266/254 | |
f 233/244/233 253/265/253 254/266/254 | |
f 235/246/235 234/245/234 255/267/255 | |
f 234/245/234 254/266/254 255/267/255 | |
f 236/247/236 235/246/235 256/268/256 | |
f 235/246/235 255/267/255 256/268/256 | |
f 237/248/237 236/247/236 257/269/257 | |
f 236/247/236 256/268/256 257/269/257 | |
f 238/249/238 237/248/237 258/270/258 | |
f 237/248/237 257/269/257 258/270/258 | |
f 239/250/239 238/249/238 259/271/259 | |
f 238/249/238 258/270/258 259/271/259 | |
f 240/251/240 239/250/239 260/272/260 | |
f 239/250/239 259/271/259 260/272/260 | |
f 221/252/222 240/251/240 241/273/242 | |
f 240/251/240 260/272/260 241/273/242 | |
f 242/254/241 241/253/242 262/275/261 | |
f 241/253/242 261/274/262 262/275/261 | |
f 243/255/243 242/254/241 263/276/263 | |
f 242/254/241 262/275/261 263/276/263 | |
f 244/256/244 243/255/243 264/277/264 | |
f 243/255/243 263/276/263 264/277/264 | |
f 245/257/245 244/256/244 265/278/265 | |
f 244/256/244 264/277/264 265/278/265 | |
f 246/258/246 245/257/245 266/279/266 | |
f 245/257/245 265/278/265 266/279/266 | |
f 247/259/247 246/258/246 267/280/267 | |
f 246/258/246 266/279/266 267/280/267 | |
f 248/260/248 247/259/247 268/281/268 | |
f 247/259/247 267/280/267 268/281/268 | |
f 249/261/249 248/260/248 269/282/269 | |
f 248/260/248 268/281/268 269/282/269 | |
f 250/262/250 249/261/249 270/283/270 | |
f 249/261/249 269/282/269 270/283/270 | |
f 251/263/251 250/262/250 271/284/271 | |
f 250/262/250 270/283/270 271/284/271 | |
f 252/264/252 251/263/251 272/285/272 | |
f 251/263/251 271/284/271 272/285/272 | |
f 253/265/253 252/264/252 273/286/273 | |
f 252/264/252 272/285/272 273/286/273 | |
f 254/266/254 253/265/253 274/287/274 | |
f 253/265/253 273/286/273 274/287/274 | |
f 255/267/255 254/266/254 275/288/275 | |
f 254/266/254 274/287/274 275/288/275 | |
f 256/268/256 255/267/255 276/289/276 | |
f 255/267/255 275/288/275 276/289/276 | |
f 257/269/257 256/268/256 277/290/277 | |
f 256/268/256 276/289/276 277/290/277 | |
f 258/270/258 257/269/257 278/291/278 | |
f 257/269/257 277/290/277 278/291/278 | |
f 259/271/259 258/270/258 279/292/279 | |
f 258/270/258 278/291/278 279/292/279 | |
f 260/272/260 259/271/259 280/293/280 | |
f 259/271/259 279/292/279 280/293/280 | |
f 241/273/242 260/272/260 261/294/262 | |
f 260/272/260 280/293/280 261/294/262 | |
f 262/275/261 261/274/262 282/296/281 | |
f 261/274/262 281/295/282 282/296/281 | |
f 263/276/263 262/275/261 283/297/283 | |
f 262/275/261 282/296/281 283/297/283 | |
f 264/277/264 263/276/263 284/298/284 | |
f 263/276/263 283/297/283 284/298/284 | |
f 265/278/265 264/277/264 285/299/285 | |
f 264/277/264 284/298/284 285/299/285 | |
f 266/279/266 265/278/265 286/300/286 | |
f 265/278/265 285/299/285 286/300/286 | |
f 267/280/267 266/279/266 287/301/287 | |
f 266/279/266 286/300/286 287/301/287 | |
f 268/281/268 267/280/267 288/302/288 | |
f 267/280/267 287/301/287 288/302/288 | |
f 269/282/269 268/281/268 289/303/289 | |
f 268/281/268 288/302/288 289/303/289 | |
f 270/283/270 269/282/269 290/304/290 | |
f 269/282/269 289/303/289 290/304/290 | |
f 271/284/271 270/283/270 291/305/291 | |
f 270/283/270 290/304/290 291/305/291 | |
f 272/285/272 271/284/271 292/306/292 | |
f 271/284/271 291/305/291 292/306/292 | |
f 273/286/273 272/285/272 293/307/293 | |
f 272/285/272 292/306/292 293/307/293 | |
f 274/287/274 273/286/273 294/308/294 | |
f 273/286/273 293/307/293 294/308/294 | |
f 275/288/275 274/287/274 295/309/295 | |
f 274/287/274 294/308/294 295/309/295 | |
f 276/289/276 275/288/275 296/310/296 | |
f 275/288/275 295/309/295 296/310/296 | |
f 277/290/277 276/289/276 297/311/297 | |
f 276/289/276 296/310/296 297/311/297 | |
f 278/291/278 277/290/277 298/312/298 | |
f 277/290/277 297/311/297 298/312/298 | |
f 279/292/279 278/291/278 299/313/299 | |
f 278/291/278 298/312/298 299/313/299 | |
f 280/293/280 279/292/279 300/314/300 | |
f 279/292/279 299/313/299 300/314/300 | |
f 261/294/262 280/293/280 281/315/282 | |
f 280/293/280 300/314/300 281/315/282 | |
f 282/296/281 281/295/282 302/317/301 | |
f 281/295/282 301/316/302 302/317/301 | |
f 283/297/283 282/296/281 303/318/303 | |
f 282/296/281 302/317/301 303/318/303 | |
f 284/298/284 283/297/283 304/319/304 | |
f 283/297/283 303/318/303 304/319/304 | |
f 285/299/285 284/298/284 305/320/305 | |
f 284/298/284 304/319/304 305/320/305 | |
f 286/300/286 285/299/285 306/321/306 | |
f 285/299/285 305/320/305 306/321/306 | |
f 287/301/287 286/300/286 307/322/307 | |
f 286/300/286 306/321/306 307/322/307 | |
f 288/302/288 287/301/287 308/323/308 | |
f 287/301/287 307/322/307 308/323/308 | |
f 289/303/289 288/302/288 309/324/309 | |
f 288/302/288 308/323/308 309/324/309 | |
f 290/304/290 289/303/289 310/325/310 | |
f 289/303/289 309/324/309 310/325/310 | |
f 291/305/291 290/304/290 311/326/311 | |
f 290/304/290 310/325/310 311/326/311 | |
f 292/306/292 291/305/291 312/327/312 | |
f 291/305/291 311/326/311 312/327/312 | |
f 293/307/293 292/306/292 313/328/313 | |
f 292/306/292 312/327/312 313/328/313 | |
f 294/308/294 293/307/293 314/329/314 | |
f 293/307/293 313/328/313 314/329/314 | |
f 295/309/295 294/308/294 315/330/315 | |
f 294/308/294 314/329/314 315/330/315 | |
f 296/310/296 295/309/295 316/331/316 | |
f 295/309/295 315/330/315 316/331/316 | |
f 297/311/297 296/310/296 317/332/317 | |
f 296/310/296 316/331/316 317/332/317 | |
f 298/312/298 297/311/297 318/333/318 | |
f 297/311/297 317/332/317 318/333/318 | |
f 299/313/299 298/312/298 319/334/319 | |
f 298/312/298 318/333/318 319/334/319 | |
f 300/314/300 299/313/299 320/335/320 | |
f 299/313/299 319/334/319 320/335/320 | |
f 281/315/282 300/314/300 301/336/302 | |
f 300/314/300 320/335/320 301/336/302 | |
f 302/317/301 301/316/302 322/338/321 | |
f 301/316/302 321/337/322 322/338/321 | |
f 303/318/303 302/317/301 323/339/323 | |
f 302/317/301 322/338/321 323/339/323 | |
f 304/319/304 303/318/303 324/340/324 | |
f 303/318/303 323/339/323 324/340/324 | |
f 305/320/305 304/319/304 325/341/325 | |
f 304/319/304 324/340/324 325/341/325 | |
f 306/321/306 305/320/305 326/342/326 | |
f 305/320/305 325/341/325 326/342/326 | |
f 307/322/307 306/321/306 327/343/327 | |
f 306/321/306 326/342/326 327/343/327 | |
f 308/323/308 307/322/307 328/344/328 | |
f 307/322/307 327/343/327 328/344/328 | |
f 309/324/309 308/323/308 329/345/329 | |
f 308/323/308 328/344/328 329/345/329 | |
f 310/325/310 309/324/309 330/346/330 | |
f 309/324/309 329/345/329 330/346/330 | |
f 311/326/311 310/325/310 331/347/331 | |
f 310/325/310 330/346/330 331/347/331 | |
f 312/327/312 311/326/311 332/348/332 | |
f 311/326/311 331/347/331 332/348/332 | |
f 313/328/313 312/327/312 333/349/333 | |
f 312/327/312 332/348/332 333/349/333 | |
f 314/329/314 313/328/313 334/350/334 | |
f 313/328/313 333/349/333 334/350/334 | |
f 315/330/315 314/329/314 335/351/335 | |
f 314/329/314 334/350/334 335/351/335 | |
f 316/331/316 315/330/315 336/352/336 | |
f 315/330/315 335/351/335 336/352/336 | |
f 317/332/317 316/331/316 337/353/337 | |
f 316/331/316 336/352/336 337/353/337 | |
f 318/333/318 317/332/317 338/354/338 | |
f 317/332/317 337/353/337 338/354/338 | |
f 319/334/319 318/333/318 339/355/339 | |
f 318/333/318 338/354/338 339/355/339 | |
f 320/335/320 319/334/319 340/356/340 | |
f 319/334/319 339/355/339 340/356/340 | |
f 301/336/302 320/335/320 321/357/322 | |
f 320/335/320 340/356/340 321/357/322 | |
f 322/338/321 321/337/322 342/359/341 | |
f 321/337/322 341/358/342 342/359/341 | |
f 323/339/323 322/338/321 343/360/343 | |
f 322/338/321 342/359/341 343/360/343 | |
f 324/340/324 323/339/323 344/361/344 | |
f 323/339/323 343/360/343 344/361/344 | |
f 325/341/325 324/340/324 345/362/345 | |
f 324/340/324 344/361/344 345/362/345 | |
f 326/342/326 325/341/325 346/363/346 | |
f 325/341/325 345/362/345 346/363/346 | |
f 327/343/327 326/342/326 347/364/347 | |
f 326/342/326 346/363/346 347/364/347 | |
f 328/344/328 327/343/327 348/365/348 | |
f 327/343/327 347/364/347 348/365/348 | |
f 329/345/329 328/344/328 349/366/349 | |
f 328/344/328 348/365/348 349/366/349 | |
f 330/346/330 329/345/329 350/367/350 | |
f 329/345/329 349/366/349 350/367/350 | |
f 331/347/331 330/346/330 351/368/351 | |
f 330/346/330 350/367/350 351/368/351 | |
f 332/348/332 331/347/331 352/369/352 | |
f 331/347/331 351/368/351 352/369/352 | |
f 333/349/333 332/348/332 353/370/353 | |
f 332/348/332 352/369/352 353/370/353 | |
f 334/350/334 333/349/333 354/371/354 | |
f 333/349/333 353/370/353 354/371/354 | |
f 335/351/335 334/350/334 355/372/355 | |
f 334/350/334 354/371/354 355/372/355 | |
f 336/352/336 335/351/335 356/373/356 | |
f 335/351/335 355/372/355 356/373/356 | |
f 337/353/337 336/352/336 357/374/357 | |
f 336/352/336 356/373/356 357/374/357 | |
f 338/354/338 337/353/337 358/375/358 | |
f 337/353/337 357/374/357 358/375/358 | |
f 339/355/339 338/354/338 359/376/359 | |
f 338/354/338 358/375/358 359/376/359 | |
f 340/356/340 339/355/339 360/377/360 | |
f 339/355/339 359/376/359 360/377/360 | |
f 321/357/322 340/356/340 341/378/342 | |
f 340/356/340 360/377/360 341/378/342 | |
f 342/359/341 341/358/342 362/380/361 | |
f 341/358/342 361/379/362 362/380/361 | |
f 343/360/343 342/359/341 363/381/363 | |
f 342/359/341 362/380/361 363/381/363 | |
f 344/361/344 343/360/343 364/382/364 | |
f 343/360/343 363/381/363 364/382/364 | |
f 345/362/345 344/361/344 365/383/365 | |
f 344/361/344 364/382/364 365/383/365 | |
f 346/363/346 345/362/345 366/384/366 | |
f 345/362/345 365/383/365 366/384/366 | |
f 347/364/347 346/363/346 367/385/367 | |
f 346/363/346 366/384/366 367/385/367 | |
f 348/365/348 347/364/347 368/386/368 | |
f 347/364/347 367/385/367 368/386/368 | |
f 349/366/349 348/365/348 369/387/369 | |
f 348/365/348 368/386/368 369/387/369 | |
f 350/367/350 349/366/349 370/388/370 | |
f 349/366/349 369/387/369 370/388/370 | |
f 351/368/351 350/367/350 371/389/371 | |
f 350/367/350 370/388/370 371/389/371 | |
f 352/369/352 351/368/351 372/390/372 | |
f 351/368/351 371/389/371 372/390/372 | |
f 353/370/353 352/369/352 373/391/373 | |
f 352/369/352 372/390/372 373/391/373 | |
f 354/371/354 353/370/353 374/392/374 | |
f 353/370/353 373/391/373 374/392/374 | |
f 355/372/355 354/371/354 375/393/375 | |
f 354/371/354 374/392/374 375/393/375 | |
f 356/373/356 355/372/355 376/394/376 | |
f 355/372/355 375/393/375 376/394/376 | |
f 357/374/357 356/373/356 377/395/377 | |
f 356/373/356 376/394/376 377/395/377 | |
f 358/375/358 357/374/357 378/396/378 | |
f 357/374/357 377/395/377 378/396/378 | |
f 359/376/359 358/375/358 379/397/379 | |
f 358/375/358 378/396/378 379/397/379 | |
f 360/377/360 359/376/359 380/398/380 | |
f 359/376/359 379/397/379 380/398/380 | |
f 341/378/342 360/377/360 361/399/362 | |
f 360/377/360 380/398/380 361/399/362 | |
f 362/380/361 361/379/362 382/401/381 | |
f 361/379/362 381/400/382 382/401/381 | |
f 363/381/363 362/380/361 383/402/383 | |
f 362/380/361 382/401/381 383/402/383 | |
f 364/382/364 363/381/363 384/403/384 | |
f 363/381/363 383/402/383 384/403/384 | |
f 365/383/365 364/382/364 385/404/385 | |
f 364/382/364 384/403/384 385/404/385 | |
f 366/384/366 365/383/365 386/405/386 | |
f 365/383/365 385/404/385 386/405/386 | |
f 367/385/367 366/384/366 387/406/387 | |
f 366/384/366 386/405/386 387/406/387 | |
f 368/386/368 367/385/367 388/407/388 | |
f 367/385/367 387/406/387 388/407/388 | |
f 369/387/369 368/386/368 389/408/389 | |
f 368/386/368 388/407/388 389/408/389 | |
f 370/388/370 369/387/369 390/409/390 | |
f 369/387/369 389/408/389 390/409/390 | |
f 371/389/371 370/388/370 391/410/391 | |
f 370/388/370 390/409/390 391/410/391 | |
f 372/390/372 371/389/371 392/411/392 | |
f 371/389/371 391/410/391 392/411/392 | |
f 373/391/373 372/390/372 393/412/393 | |
f 372/390/372 392/411/392 393/412/393 | |
f 374/392/374 373/391/373 394/413/394 | |
f 373/391/373 393/412/393 394/413/394 | |
f 375/393/375 374/392/374 395/414/395 | |
f 374/392/374 394/413/394 395/414/395 | |
f 376/394/376 375/393/375 396/415/396 | |
f 375/393/375 395/414/395 396/415/396 | |
f 377/395/377 376/394/376 397/416/397 | |
f 376/394/376 396/415/396 397/416/397 | |
f 378/396/378 377/395/377 398/417/398 | |
f 377/395/377 397/416/397 398/417/398 | |
f 379/397/379 378/396/378 399/418/399 | |
f 378/396/378 398/417/398 399/418/399 | |
f 380/398/380 379/397/379 400/419/400 | |
f 379/397/379 399/418/399 400/419/400 | |
f 361/399/362 380/398/380 381/420/382 | |
f 380/398/380 400/419/400 381/420/382 | |
f 382/401/381 381/400/382 2/422/4 | |
f 381/400/382 1/421/3 2/422/4 | |
f 383/402/383 382/401/381 3/423/6 | |
f 382/401/381 2/422/4 3/423/6 | |
f 384/403/384 383/402/383 4/424/8 | |
f 383/402/383 3/423/6 4/424/8 | |
f 385/404/385 384/403/384 5/425/10 | |
f 384/403/384 4/424/8 5/425/10 | |
f 386/405/386 385/404/385 6/426/12 | |
f 385/404/385 5/425/10 6/426/12 | |
f 387/406/387 386/405/386 7/427/14 | |
f 386/405/386 6/426/12 7/427/14 | |
f 388/407/388 387/406/387 8/428/16 | |
f 387/406/387 7/427/14 8/428/16 | |
f 389/408/389 388/407/388 9/429/18 | |
f 388/407/388 8/428/16 9/429/18 | |
f 390/409/390 389/408/389 10/430/20 | |
f 389/408/389 9/429/18 10/430/20 | |
f 391/410/391 390/409/390 11/431/22 | |
f 390/409/390 10/430/20 11/431/22 | |
f 392/411/392 391/410/391 12/432/24 | |
f 391/410/391 11/431/22 12/432/24 | |
f 393/412/393 392/411/392 13/433/26 | |
f 392/411/392 12/432/24 13/433/26 | |
f 394/413/394 393/412/393 14/434/28 | |
f 393/412/393 13/433/26 14/434/28 | |
f 395/414/395 394/413/394 15/435/30 | |
f 394/413/394 14/434/28 15/435/30 | |
f 396/415/396 395/414/395 16/436/32 | |
f 395/414/395 15/435/30 16/436/32 | |
f 397/416/397 396/415/396 17/437/34 | |
f 396/415/396 16/436/32 17/437/34 | |
f 398/417/398 397/416/397 18/438/36 | |
f 397/416/397 17/437/34 18/438/36 | |
f 399/418/399 398/417/398 19/439/38 | |
f 398/417/398 18/438/36 19/439/38 | |
f 400/419/400 399/418/399 20/440/40 | |
f 399/418/399 19/439/38 20/440/40 | |
f 381/420/382 400/419/400 1/441/3 | |
f 400/419/400 20/440/40 1/441/3 | |
g default | |
v 0.403711 0.095912 0.278960 | |
v 0.411056 0.218662 0.182263 | |
v 0.378165 0.320007 0.067725 | |
v 0.308256 0.390028 -0.053442 | |
v 0.208173 0.421871 -0.169379 | |
v 0.087713 0.412418 -0.268735 | |
v -0.041334 0.362594 -0.341785 | |
v -0.166334 0.277277 -0.381380 | |
v -0.275053 0.164819 -0.383642 | |
v -0.356847 0.036226 -0.348350 | |
v -0.403711 -0.095912 -0.278960 | |
v -0.411056 -0.218662 -0.182263 | |
v -0.378165 -0.320007 -0.067725 | |
v -0.308256 -0.390028 0.053442 | |
v -0.208173 -0.421871 0.169379 | |
v -0.087713 -0.412417 0.268735 | |
v 0.041334 -0.362594 0.341785 | |
v 0.166334 -0.277277 0.381380 | |
v 0.275053 -0.164819 0.383642 | |
v 0.356847 -0.036226 0.348350 | |
v 0.336436 0.182780 0.390315 | |
v 0.344142 0.311537 0.288885 | |
v 0.309641 0.417843 0.168741 | |
v 0.236310 0.491291 0.041644 | |
v 0.131329 0.524692 -0.079967 | |
v 0.004972 0.514776 -0.184186 | |
v -0.130390 0.462514 -0.260812 | |
v -0.261508 0.373022 -0.302344 | |
v -0.375548 0.255059 -0.304717 | |
v -0.461346 0.120173 -0.267698 | |
v -0.510503 -0.018433 -0.194912 | |
v -0.518208 -0.147190 -0.093482 | |
v -0.483707 -0.253496 0.026662 | |
v -0.410377 -0.326944 0.153760 | |
v -0.305395 -0.360345 0.275370 | |
v -0.179039 -0.350429 0.379589 | |
v -0.043677 -0.298167 0.456215 | |
v 0.087442 -0.208675 0.497747 | |
v 0.201481 -0.090712 0.500120 | |
v 0.287279 0.044174 0.463101 | |
v 0.315265 0.270533 0.518076 | |
v 0.324014 0.416725 0.402912 | |
v 0.284841 0.537426 0.266499 | |
v 0.201581 0.620820 0.122191 | |
v 0.082384 0.658744 -0.015887 | |
v -0.061083 0.647485 -0.134219 | |
v -0.214775 0.588146 -0.221221 | |
v -0.363648 0.486536 -0.268377 | |
v -0.493130 0.352599 -0.271071 | |
v -0.590546 0.199448 -0.229040 | |
v -0.646360 0.042074 -0.146397 | |
v -0.655108 -0.104119 -0.031233 | |
v -0.615935 -0.224820 0.105180 | |
v -0.532675 -0.308214 0.249489 | |
v -0.413478 -0.346138 0.387567 | |
v -0.270011 -0.334879 0.505898 | |
v -0.116319 -0.275540 0.592900 | |
v 0.032554 -0.173929 0.640056 | |
v 0.162036 -0.039993 0.642750 | |
v 0.259451 0.113158 0.600719 | |
v 0.342270 0.350581 0.649738 | |
v 0.352644 0.523930 0.513181 | |
v 0.306194 0.667052 0.351429 | |
v 0.207468 0.765937 0.180314 | |
v 0.066129 0.810905 0.016587 | |
v -0.103987 0.797555 -0.123725 | |
v -0.286228 0.727193 -0.226888 | |
v -0.462756 0.606708 -0.282804 | |
v -0.616289 0.447892 -0.285998 | |
v -0.731801 0.266292 -0.236159 | |
v -0.797982 0.079685 -0.138165 | |
v -0.808356 -0.093664 -0.001609 | |
v -0.761906 -0.236786 0.160144 | |
v -0.663180 -0.335671 0.331258 | |
v -0.521841 -0.380639 0.494985 | |
v -0.351725 -0.367289 0.635297 | |
v -0.169484 -0.296928 0.738461 | |
v 0.007043 -0.176442 0.794376 | |
v 0.160577 -0.017626 0.797571 | |
v 0.276088 0.163973 0.747732 | |
v 0.414807 0.415089 0.772412 | |
v 0.427229 0.622657 0.608899 | |
v 0.371610 0.794031 0.415217 | |
v 0.253395 0.912435 0.210325 | |
v 0.084156 0.966280 0.014278 | |
v -0.119540 0.950295 -0.153731 | |
v -0.337756 0.866044 -0.277258 | |
v -0.549129 0.721775 -0.344212 | |
v -0.732970 0.531609 -0.348037 | |
v -0.871283 0.314162 -0.288360 | |
v -0.950529 0.090718 -0.171022 | |
v -0.962950 -0.116849 -0.007509 | |
v -0.907331 -0.288223 0.186173 | |
v -0.789117 -0.406627 0.391065 | |
v -0.619878 -0.460472 0.587111 | |
v -0.416182 -0.444487 0.755121 | |
v -0.197966 -0.360236 0.878648 | |
v 0.013407 -0.215967 0.945601 | |
v 0.197248 -0.025802 0.949426 | |
v 0.335561 0.191646 0.889749 | |
v 0.525776 0.457743 0.874090 | |
v 0.540467 0.703242 0.680696 | |
v 0.474685 0.905933 0.451619 | |
v 0.334867 1.045976 0.209284 | |
v 0.134701 1.109660 -0.022588 | |
v -0.106220 1.090754 -0.221300 | |
v -0.364313 0.991107 -0.367402 | |
v -0.614314 0.820473 -0.446590 | |
v -0.831751 0.595556 -0.451114 | |
v -0.995340 0.338372 -0.380532 | |
v -1.089067 0.074095 -0.241751 | |
v -1.103758 -0.171404 -0.048357 | |
v -1.037976 -0.374096 0.180719 | |
v -0.898158 -0.514138 0.423054 | |
v -0.697992 -0.577823 0.654926 | |
v -0.457071 -0.558916 0.853639 | |
v -0.198978 -0.459269 0.999740 | |
v 0.051023 -0.288636 1.078928 | |
v 0.268459 -0.063718 1.083453 | |
v 0.432048 0.193466 1.012870 | |
v 0.664314 0.474366 0.944818 | |
v 0.681275 0.757797 0.721544 | |
v 0.605329 0.991806 0.457073 | |
v 0.443908 1.153486 0.177295 | |
v 0.212815 1.227011 -0.090403 | |
v -0.065331 1.205183 -0.319818 | |
v -0.363301 1.090139 -0.488493 | |
v -0.651929 0.893142 -0.579917 | |
v -0.902962 0.633473 -0.585141 | |
v -1.091827 0.336551 -0.503652 | |
v -1.200036 0.031442 -0.343429 | |
v -1.216997 -0.251990 -0.120154 | |
v -1.141050 -0.485998 0.144316 | |
v -0.979630 -0.647678 0.424094 | |
v -0.748536 -0.721203 0.691793 | |
v -0.470391 -0.699375 0.921208 | |
v -0.172421 -0.584332 1.089883 | |
v 0.116207 -0.387334 1.181307 | |
v 0.367240 -0.127665 1.186530 | |
v 0.556104 0.169256 1.105042 | |
v 0.816861 0.463332 0.977675 | |
v 0.835870 0.780982 0.727444 | |
v 0.750754 1.043243 0.431044 | |
v 0.569845 1.224443 0.117489 | |
v 0.310851 1.306844 -0.182529 | |
v -0.000874 1.282381 -0.439642 | |
v -0.334819 1.153448 -0.628681 | |
v -0.658293 0.932667 -0.731142 | |
v -0.939633 0.641648 -0.736996 | |
v -1.151299 0.308879 -0.645670 | |
v -1.272573 -0.033066 -0.466103 | |
v -1.291582 -0.350716 -0.215872 | |
v -1.206466 -0.612977 0.080528 | |
v -1.025557 -0.794177 0.394084 | |
v -0.766564 -0.876578 0.694102 | |
v -0.454838 -0.852115 0.951214 | |
v -0.120893 -0.723182 1.140253 | |
v 0.202581 -0.502401 1.242715 | |
v 0.483921 -0.211382 1.248569 | |
v 0.695587 0.121387 1.157242 | |
v 0.968483 0.425721 0.969443 | |
v 0.989118 0.770528 0.697820 | |
v 0.896725 1.055209 0.376081 | |
v 0.700350 1.251900 0.035719 | |
v 0.419215 1.341346 -0.289948 | |
v 0.080839 1.314791 -0.569041 | |
v -0.281654 1.174836 -0.774241 | |
v -0.632783 0.935180 -0.885462 | |
v -0.938175 0.619282 -0.891817 | |
v -1.167936 0.258064 -0.792683 | |
v -1.299577 -0.113115 -0.597764 | |
v -1.320212 -0.457921 -0.326141 | |
v -1.227819 -0.742603 -0.004401 | |
v -1.031444 -0.939293 0.335960 | |
v -0.750309 -1.028739 0.661627 | |
v -0.411934 -1.002185 0.940720 | |
v -0.049440 -0.862229 1.145920 | |
v 0.301688 -0.622573 1.257141 | |
v 0.607080 -0.306675 1.263496 | |
v 0.836842 0.054543 1.164362 | |
v 1.104340 0.365215 0.920929 | |
v 1.126018 0.727456 0.635571 | |
v 1.028953 1.026533 0.297562 | |
v 0.822648 1.233169 -0.060010 | |
v 0.527298 1.327138 -0.402144 | |
v 0.171812 1.299241 -0.695350 | |
v -0.209011 1.152209 -0.910926 | |
v -0.577895 0.900434 -1.027771 | |
v -0.898729 0.568563 -1.034447 | |
v -1.140109 0.189080 -0.930300 | |
v -1.278406 -0.200868 -0.725525 | |
v -1.300084 -0.563109 -0.440167 | |
v -1.203020 -0.862186 -0.102159 | |
v -0.996715 -1.068822 0.255413 | |
v -0.701364 -1.162791 0.597547 | |
v -0.345878 -1.134894 0.890753 | |
v 0.034945 -0.987862 1.106330 | |
v 0.403828 -0.736087 1.223174 | |
v 0.724662 -0.404216 1.229850 | |
v 0.966042 -0.024733 1.125703 | |
v 1.211132 0.287736 0.836881 | |
v 1.233170 0.655985 0.546790 | |
v 1.134495 0.960022 0.203175 | |
v 0.924769 1.170085 -0.160327 | |
v 0.624520 1.265613 -0.508136 | |
v 0.263138 1.237253 -0.806205 | |
v -0.124001 1.087782 -1.025356 | |
v -0.499002 0.831832 -1.144139 | |
v -0.825158 0.494456 -1.150926 | |
v -1.070541 0.108679 -1.045051 | |
v -1.211132 -0.287736 -0.836880 | |
v -1.233169 -0.655985 -0.546790 | |
v -1.134495 -0.960022 -0.203175 | |
v -0.924769 -1.170085 0.160327 | |
v -0.624520 -1.265612 0.508136 | |
v -0.263138 -1.237252 0.806204 | |
v 0.124001 -1.087782 1.025356 | |
v 0.499002 -0.831832 1.144139 | |
v 0.825158 -0.494456 1.150925 | |
v 1.070541 -0.108679 1.045051 | |
v 1.278407 0.200868 0.725526 | |
v 1.300084 0.563110 0.440167 | |
v 1.203020 0.862186 0.102159 | |
v 0.996715 1.068823 -0.255413 | |
v 0.701364 1.162791 -0.597547 | |
v 0.345879 1.134894 -0.890753 | |
v -0.034945 0.987862 -1.106330 | |
v -0.403828 0.736087 -1.223175 | |
v -0.724662 0.404216 -1.229850 | |
v -0.966042 0.024733 -1.125704 | |
v -1.104340 -0.365215 -0.920929 | |
v -1.126017 -0.727456 -0.635571 | |
v -1.028953 -1.026533 -0.297562 | |
v -0.822648 -1.233169 0.060010 | |
v -0.527297 -1.327138 0.402144 | |
v -0.171812 -1.299241 0.695350 | |
v 0.209011 -1.152209 0.910926 | |
v 0.577895 -0.900434 1.027771 | |
v 0.898729 -0.568562 1.034447 | |
v 1.140109 -0.189080 0.930300 | |
v 1.299578 0.113115 0.597764 | |
v 1.320212 0.457921 0.326141 | |
v 1.227819 0.742603 0.004401 | |
v 1.031444 0.939293 -0.335960 | |
v 0.750309 1.028739 -0.661627 | |
v 0.411934 1.002185 -0.940720 | |
v 0.049440 0.862230 -1.145921 | |
v -0.301688 0.622573 -1.257142 | |
v -0.607080 0.306675 -1.263496 | |
v -0.836842 -0.054542 -1.164362 | |
v -0.968483 -0.425721 -0.969443 | |
v -0.989117 -0.770527 -0.697820 | |
v -0.896725 -1.055209 -0.376081 | |
v -0.700350 -1.251899 -0.035719 | |
v -0.419215 -1.341345 0.289948 | |
v -0.080839 -1.314791 0.569041 | |
v 0.281654 -1.174836 0.774241 | |
v 0.632782 -0.935179 0.885462 | |
v 0.938174 -0.619281 0.891817 | |
v 1.167936 -0.258064 0.792682 | |
v 1.272573 0.033067 0.466103 | |
v 1.291582 0.350717 0.215872 | |
v 1.206466 0.612977 -0.080528 | |
v 1.025557 0.794177 -0.394084 | |
v 0.766564 0.876578 -0.694102 | |
v 0.454838 0.852115 -0.951214 | |
v 0.120893 0.723183 -1.140254 | |
v -0.202581 0.502401 -1.242715 | |
v -0.483921 0.211382 -1.248569 | |
v -0.695587 -0.121387 -1.157243 | |
v -0.816860 -0.463332 -0.977675 | |
v -0.835869 -0.780982 -0.727444 | |
v -0.750754 -1.043243 -0.431044 | |
v -0.569845 -1.224443 -0.117489 | |
v -0.310851 -1.306844 0.182529 | |
v 0.000875 -1.282381 0.439642 | |
v 0.334819 -1.153448 0.628681 | |
v 0.658293 -0.932667 0.731142 | |
v 0.939633 -0.641648 0.736996 | |
v 1.151299 -0.308879 0.645670 | |
v 1.200036 -0.031442 0.343429 | |
v 1.216997 0.251990 0.120154 | |
v 1.141051 0.485999 -0.144316 | |
v 0.979630 0.647678 -0.424094 | |
v 0.748537 0.721203 -0.691793 | |
v 0.470391 0.699375 -0.921208 | |
v 0.172421 0.584332 -1.089883 | |
v -0.116207 0.387334 -1.181307 | |
v -0.367240 0.127665 -1.186530 | |
v -0.556105 -0.169256 -1.105042 | |
v -0.664314 -0.474366 -0.944819 | |
v -0.681275 -0.757797 -0.721544 | |
v -0.605328 -0.991806 -0.457073 | |
v -0.443908 -1.153486 -0.177295 | |
v -0.212814 -1.227011 0.090403 | |
v 0.065331 -1.205183 0.319818 | |
v 0.363301 -1.090139 0.488493 | |
v 0.651929 -0.893142 0.579917 | |
v 0.902962 -0.633473 0.585140 | |
v 1.091827 -0.336551 0.503652 | |
v 1.089067 -0.074095 0.241751 | |
v 1.103759 0.171404 0.048357 | |
v 1.037976 0.374096 -0.180719 | |
v 0.898158 0.514138 -0.423054 | |
v 0.697992 0.577823 -0.654926 | |
v 0.457071 0.558916 -0.853639 | |
v 0.198978 0.459269 -0.999740 | |
v -0.051023 0.288636 -1.078929 | |
v -0.268459 0.063718 -1.083453 | |
v -0.432048 -0.193466 -1.012870 | |
v -0.525776 -0.457743 -0.874090 | |
v -0.540467 -0.703242 -0.680696 | |
v -0.474684 -0.905933 -0.451620 | |
v -0.334867 -1.045976 -0.209285 | |
v -0.134701 -1.109660 0.022588 | |
v 0.106220 -1.090754 0.221300 | |
v 0.364313 -0.991107 0.367401 | |
v 0.614314 -0.820473 0.446590 | |
v 0.831751 -0.595556 0.451114 | |
v 0.995339 -0.338372 0.380531 | |
v 0.950529 -0.090719 0.171022 | |
v 0.962950 0.116849 0.007509 | |
v 0.907332 0.288223 -0.186173 | |
v 0.789117 0.406627 -0.391065 | |
v 0.619878 0.460472 -0.587111 | |
v 0.416182 0.444487 -0.755121 | |
v 0.197966 0.360236 -0.878648 | |
v -0.013407 0.215967 -0.945601 | |
v -0.197248 0.025802 -0.949427 | |
v -0.335561 -0.191646 -0.889749 | |
v -0.414807 -0.415089 -0.772412 | |
v -0.427228 -0.622657 -0.608899 | |
v -0.371609 -0.794031 -0.415217 | |
v -0.253395 -0.912435 -0.210325 | |
v -0.084156 -0.966280 -0.014279 | |
v 0.119540 -0.950295 0.153731 | |
v 0.337756 -0.866044 0.277258 | |
v 0.549129 -0.721775 0.344211 | |
v 0.732970 -0.531609 0.348037 | |
v 0.871283 -0.314162 0.288360 | |
v 0.797982 -0.079685 0.138165 | |
v 0.808356 0.093664 0.001608 | |
v 0.761906 0.236786 -0.160144 | |
v 0.663180 0.335671 -0.331258 | |
v 0.521841 0.380639 -0.494985 | |
v 0.351725 0.367289 -0.635298 | |
v 0.169484 0.296928 -0.738461 | |
v -0.007043 0.176442 -0.794376 | |
v -0.160577 0.017626 -0.797571 | |
v -0.276088 -0.163973 -0.747732 | |
v -0.342270 -0.350581 -0.649738 | |
v -0.352644 -0.523930 -0.513181 | |
v -0.306194 -0.667052 -0.351429 | |
v -0.207468 -0.765937 -0.180314 | |
v -0.066129 -0.810905 -0.016588 | |
v 0.103987 -0.797555 0.123725 | |
v 0.286228 -0.727193 0.226888 | |
v 0.462756 -0.606708 0.282803 | |
v 0.616289 -0.447892 0.285998 | |
v 0.731801 -0.266292 0.236159 | |
v 0.646360 -0.042074 0.146397 | |
v 0.655108 0.104119 0.031233 | |
v 0.615935 0.224820 -0.105180 | |
v 0.532675 0.308214 -0.249489 | |
v 0.413478 0.346138 -0.387567 | |
v 0.270012 0.334879 -0.505898 | |
v 0.116319 0.275540 -0.592900 | |
v -0.032554 0.173929 -0.640056 | |
v -0.162036 0.039993 -0.642750 | |
v -0.259451 -0.113158 -0.600719 | |
v -0.315265 -0.270533 -0.518076 | |
v -0.324014 -0.416725 -0.402912 | |
v -0.284841 -0.537426 -0.266499 | |
v -0.201581 -0.620820 -0.122191 | |
v -0.082383 -0.658744 0.015887 | |
v 0.061083 -0.647485 0.134219 | |
v 0.214775 -0.588146 0.221221 | |
v 0.363648 -0.486535 0.268377 | |
v 0.493130 -0.352599 0.271071 | |
v 0.590546 -0.199448 0.229040 | |
v 0.510503 0.018433 0.194912 | |
v 0.518208 0.147190 0.093482 | |
v 0.483707 0.253496 -0.026662 | |
v 0.410377 0.326944 -0.153760 | |
v 0.305395 0.360345 -0.275370 | |
v 0.179039 0.350429 -0.379589 | |
v 0.043677 0.298167 -0.456215 | |
v -0.087442 0.208675 -0.497747 | |
v -0.201481 0.090712 -0.500120 | |
v -0.287279 -0.044174 -0.463101 | |
v -0.336436 -0.182780 -0.390315 | |
v -0.344141 -0.311537 -0.288885 | |
v -0.309640 -0.417843 -0.168741 | |
v -0.236310 -0.491291 -0.041644 | |
v -0.131328 -0.524692 0.079967 | |
v -0.004972 -0.514776 0.184186 | |
v 0.130390 -0.462514 0.260812 | |
v 0.261508 -0.373021 0.302344 | |
v 0.375548 -0.255059 0.304717 | |
v 0.461345 -0.120173 0.267698 | |
vt 0.000000 1.000000 | |
vt 0.050000 1.000000 | |
vt 0.100000 1.000000 | |
vt 0.150000 1.000000 | |
vt 0.200000 1.000000 | |
vt 0.250000 1.000000 | |
vt 0.300000 1.000000 | |
vt 0.350000 1.000000 | |
vt 0.400000 1.000000 | |
vt 0.450000 1.000000 | |
vt 0.500000 1.000000 | |
vt 0.550000 1.000000 | |
vt 0.600000 1.000000 | |
vt 0.650000 1.000000 | |
vt 0.700000 1.000000 | |
vt 0.750000 1.000000 | |
vt 0.800000 1.000000 | |
vt 0.850000 1.000000 | |
vt 0.900000 1.000000 | |
vt 0.950000 1.000000 | |
vt 1.000000 1.000000 | |
vt 0.000000 0.950000 | |
vt 0.050000 0.950000 | |
vt 0.100000 0.950000 | |
vt 0.150000 0.950000 | |
vt 0.200000 0.950000 | |
vt 0.250000 0.950000 | |
vt 0.300000 0.950000 | |
vt 0.350000 0.950000 | |
vt 0.400000 0.950000 | |
vt 0.450000 0.950000 | |
vt 0.500000 0.950000 | |
vt 0.550000 0.950000 | |
vt 0.600000 0.950000 | |
vt 0.650000 0.950000 | |
vt 0.700000 0.950000 | |
vt 0.750000 0.950000 | |
vt 0.800000 0.950000 | |
vt 0.850000 0.950000 | |
vt 0.900000 0.950000 | |
vt 0.950000 0.950000 | |
vt 1.000000 0.950000 | |
vt 0.000000 0.900000 | |
vt 0.050000 0.900000 | |
vt 0.100000 0.900000 | |
vt 0.150000 0.900000 | |
vt 0.200000 0.900000 | |
vt 0.250000 0.900000 | |
vt 0.300000 0.900000 | |
vt 0.350000 0.900000 | |
vt 0.400000 0.900000 | |
vt 0.450000 0.900000 | |
vt 0.500000 0.900000 | |
vt 0.550000 0.900000 | |
vt 0.600000 0.900000 | |
vt 0.650000 0.900000 | |
vt 0.700000 0.900000 | |
vt 0.750000 0.900000 | |
vt 0.800000 0.900000 | |
vt 0.850000 0.900000 | |
vt 0.900000 0.900000 | |
vt 0.950000 0.900000 | |
vt 1.000000 0.900000 | |
vt 0.000000 0.850000 | |
vt 0.050000 0.850000 | |
vt 0.100000 0.850000 | |
vt 0.150000 0.850000 | |
vt 0.200000 0.850000 | |
vt 0.250000 0.850000 | |
vt 0.300000 0.850000 | |
vt 0.350000 0.850000 | |
vt 0.400000 0.850000 | |
vt 0.450000 0.850000 | |
vt 0.500000 0.850000 | |
vt 0.550000 0.850000 | |
vt 0.600000 0.850000 | |
vt 0.650000 0.850000 | |
vt 0.700000 0.850000 | |
vt 0.750000 0.850000 | |
vt 0.800000 0.850000 | |
vt 0.850000 0.850000 | |
vt 0.900000 0.850000 | |
vt 0.950000 0.850000 | |
vt 1.000000 0.850000 | |
vt 0.000000 0.800000 | |
vt 0.050000 0.800000 | |
vt 0.100000 0.800000 | |
vt 0.150000 0.800000 | |
vt 0.200000 0.800000 | |
vt 0.250000 0.800000 | |
vt 0.300000 0.800000 | |
vt 0.350000 0.800000 | |
vt 0.400000 0.800000 | |
vt 0.450000 0.800000 | |
vt 0.500000 0.800000 | |
vt 0.550000 0.800000 | |
vt 0.600000 0.800000 | |
vt 0.650000 0.800000 | |
vt 0.700000 0.800000 | |
vt 0.750000 0.800000 | |
vt 0.800000 0.800000 | |
vt 0.850000 0.800000 | |
vt 0.900000 0.800000 | |
vt 0.950000 0.800000 | |
vt 1.000000 0.800000 | |
vt 0.000000 0.750000 | |
vt 0.050000 0.750000 | |
vt 0.100000 0.750000 | |
vt 0.150000 0.750000 | |
vt 0.200000 0.750000 | |
vt 0.250000 0.750000 | |
vt 0.300000 0.750000 | |
vt 0.350000 0.750000 | |
vt 0.400000 0.750000 | |
vt 0.450000 0.750000 | |
vt 0.500000 0.750000 | |
vt 0.550000 0.750000 | |
vt 0.600000 0.750000 | |
vt 0.650000 0.750000 | |
vt 0.700000 0.750000 | |
vt 0.750000 0.750000 | |
vt 0.800000 0.750000 | |
vt 0.850000 0.750000 | |
vt 0.900000 0.750000 | |
vt 0.950000 0.750000 | |
vt 1.000000 0.750000 | |
vt 0.000000 0.700000 | |
vt 0.050000 0.700000 | |
vt 0.100000 0.700000 | |
vt 0.150000 0.700000 | |
vt 0.200000 0.700000 | |
vt 0.250000 0.700000 | |
vt 0.300000 0.700000 | |
vt 0.350000 0.700000 | |
vt 0.400000 0.700000 | |
vt 0.450000 0.700000 | |
vt 0.500000 0.700000 | |
vt 0.550000 0.700000 | |
vt 0.600000 0.700000 | |
vt 0.650000 0.700000 | |
vt 0.700000 0.700000 | |
vt 0.750000 0.700000 | |
vt 0.800000 0.700000 | |
vt 0.850000 0.700000 | |
vt 0.900000 0.700000 | |
vt 0.950000 0.700000 | |
vt 1.000000 0.700000 | |
vt 0.000000 0.650000 | |
vt 0.050000 0.650000 | |
vt 0.100000 0.650000 | |
vt 0.150000 0.650000 | |
vt 0.200000 0.650000 | |
vt 0.250000 0.650000 | |
vt 0.300000 0.650000 | |
vt 0.350000 0.650000 | |
vt 0.400000 0.650000 | |
vt 0.450000 0.650000 | |
vt 0.500000 0.650000 | |
vt 0.550000 0.650000 | |
vt 0.600000 0.650000 | |
vt 0.650000 0.650000 | |
vt 0.700000 0.650000 | |
vt 0.750000 0.650000 | |
vt 0.800000 0.650000 | |
vt 0.850000 0.650000 | |
vt 0.900000 0.650000 | |
vt 0.950000 0.650000 | |
vt 1.000000 0.650000 | |
vt 0.000000 0.600000 | |
vt 0.050000 0.600000 | |
vt 0.100000 0.600000 | |
vt 0.150000 0.600000 | |
vt 0.200000 0.600000 | |
vt 0.250000 0.600000 | |
vt 0.300000 0.600000 | |
vt 0.350000 0.600000 | |
vt 0.400000 0.600000 | |
vt 0.450000 0.600000 | |
vt 0.500000 0.600000 | |
vt 0.550000 0.600000 | |
vt 0.600000 0.600000 | |
vt 0.650000 0.600000 | |
vt 0.700000 0.600000 | |
vt 0.750000 0.600000 | |
vt 0.800000 0.600000 | |
vt 0.850000 0.600000 | |
vt 0.900000 0.600000 | |
vt 0.950000 0.600000 | |
vt 1.000000 0.600000 | |
vt 0.000000 0.550000 | |
vt 0.050000 0.550000 | |
vt 0.100000 0.550000 | |
vt 0.150000 0.550000 | |
vt 0.200000 0.550000 | |
vt 0.250000 0.550000 | |
vt 0.300000 0.550000 | |
vt 0.350000 0.550000 | |
vt 0.400000 0.550000 | |
vt 0.450000 0.550000 | |
vt 0.500000 0.550000 | |
vt 0.550000 0.550000 | |
vt 0.600000 0.550000 | |
vt 0.650000 0.550000 | |
vt 0.700000 0.550000 | |
vt 0.750000 0.550000 | |
vt 0.800000 0.550000 | |
vt 0.850000 0.550000 | |
vt 0.900000 0.550000 | |
vt 0.950000 0.550000 | |
vt 1.000000 0.550000 | |
vt 0.000000 0.500000 | |
vt 0.050000 0.500000 | |
vt 0.100000 0.500000 | |
vt 0.150000 0.500000 | |
vt 0.200000 0.500000 | |
vt 0.250000 0.500000 | |
vt 0.300000 0.500000 | |
vt 0.350000 0.500000 | |
vt 0.400000 0.500000 | |
vt 0.450000 0.500000 | |
vt 0.500000 0.500000 | |
vt 0.550000 0.500000 | |
vt 0.600000 0.500000 | |
vt 0.650000 0.500000 | |
vt 0.700000 0.500000 | |
vt 0.750000 0.500000 | |
vt 0.800000 0.500000 | |
vt 0.850000 0.500000 | |
vt 0.900000 0.500000 | |
vt 0.950000 0.500000 | |
vt 1.000000 0.500000 | |
vt 0.000000 0.450000 | |
vt 0.050000 0.450000 | |
vt 0.100000 0.450000 | |
vt 0.150000 0.450000 | |
vt 0.200000 0.450000 | |
vt 0.250000 0.450000 | |
vt 0.300000 0.450000 | |
vt 0.350000 0.450000 | |
vt 0.400000 0.450000 | |
vt 0.450000 0.450000 | |
vt 0.500000 0.450000 | |
vt 0.550000 0.450000 | |
vt 0.600000 0.450000 | |
vt 0.650000 0.450000 | |
vt 0.700000 0.450000 | |
vt 0.750000 0.450000 | |
vt 0.800000 0.450000 | |
vt 0.850000 0.450000 | |
vt 0.900000 0.450000 | |
vt 0.950000 0.450000 | |
vt 1.000000 0.450000 | |
vt 0.000000 0.400000 | |
vt 0.050000 0.400000 | |
vt 0.100000 0.400000 | |
vt 0.150000 0.400000 | |
vt 0.200000 0.400000 | |
vt 0.250000 0.400000 | |
vt 0.300000 0.400000 | |
vt 0.350000 0.400000 | |
vt 0.400000 0.400000 | |
vt 0.450000 0.400000 | |
vt 0.500000 0.400000 | |
vt 0.550000 0.400000 | |
vt 0.600000 0.400000 | |
vt 0.650000 0.400000 | |
vt 0.700000 0.400000 | |
vt 0.750000 0.400000 | |
vt 0.800000 0.400000 | |
vt 0.850000 0.400000 | |
vt 0.900000 0.400000 | |
vt 0.950000 0.400000 | |
vt 1.000000 0.400000 | |
vt 0.000000 0.350000 | |
vt 0.050000 0.350000 | |
vt 0.100000 0.350000 | |
vt 0.150000 0.350000 | |
vt 0.200000 0.350000 | |
vt 0.250000 0.350000 | |
vt 0.300000 0.350000 | |
vt 0.350000 0.350000 | |
vt 0.400000 0.350000 | |
vt 0.450000 0.350000 | |
vt 0.500000 0.350000 | |
vt 0.550000 0.350000 | |
vt 0.600000 0.350000 | |
vt 0.650000 0.350000 | |
vt 0.700000 0.350000 | |
vt 0.750000 0.350000 | |
vt 0.800000 0.350000 | |
vt 0.850000 0.350000 | |
vt 0.900000 0.350000 | |
vt 0.950000 0.350000 | |
vt 1.000000 0.350000 | |
vt 0.000000 0.300000 | |
vt 0.050000 0.300000 | |
vt 0.100000 0.300000 | |
vt 0.150000 0.300000 | |
vt 0.200000 0.300000 | |
vt 0.250000 0.300000 | |
vt 0.300000 0.300000 | |
vt 0.350000 0.300000 | |
vt 0.400000 0.300000 | |
vt 0.450000 0.300000 | |
vt 0.500000 0.300000 | |
vt 0.550000 0.300000 | |
vt 0.600000 0.300000 | |
vt 0.650000 0.300000 | |
vt 0.700000 0.300000 | |
vt 0.750000 0.300000 | |
vt 0.800000 0.300000 | |
vt 0.850000 0.300000 | |
vt 0.900000 0.300000 | |
vt 0.950000 0.300000 | |
vt 1.000000 0.300000 | |
vt 0.000000 0.250000 | |
vt 0.050000 0.250000 | |
vt 0.100000 0.250000 | |
vt 0.150000 0.250000 | |
vt 0.200000 0.250000 | |
vt 0.250000 0.250000 | |
vt 0.300000 0.250000 | |
vt 0.350000 0.250000 | |
vt 0.400000 0.250000 | |
vt 0.450000 0.250000 | |
vt 0.500000 0.250000 | |
vt 0.550000 0.250000 | |
vt 0.600000 0.250000 | |
vt 0.650000 0.250000 | |
vt 0.700000 0.250000 | |
vt 0.750000 0.250000 | |
vt 0.800000 0.250000 | |
vt 0.850000 0.250000 | |
vt 0.900000 0.250000 | |
vt 0.950000 0.250000 | |
vt 1.000000 0.250000 | |
vt 0.000000 0.200000 | |
vt 0.050000 0.200000 | |
vt 0.100000 0.200000 | |
vt 0.150000 0.200000 | |
vt 0.200000 0.200000 | |
vt 0.250000 0.200000 | |
vt 0.300000 0.200000 | |
vt 0.350000 0.200000 | |
vt 0.400000 0.200000 | |
vt 0.450000 0.200000 | |
vt 0.500000 0.200000 | |
vt 0.550000 0.200000 | |
vt 0.600000 0.200000 | |
vt 0.650000 0.200000 | |
vt 0.700000 0.200000 | |
vt 0.750000 0.200000 | |
vt 0.800000 0.200000 | |
vt 0.850000 0.200000 | |
vt 0.900000 0.200000 | |
vt 0.950000 0.200000 | |
vt 1.000000 0.200000 | |
vt 0.000000 0.150000 | |
vt 0.050000 0.150000 | |
vt 0.100000 0.150000 | |
vt 0.150000 0.150000 | |
vt 0.200000 0.150000 | |
vt 0.250000 0.150000 | |
vt 0.300000 0.150000 | |
vt 0.350000 0.150000 | |
vt 0.400000 0.150000 | |
vt 0.450000 0.150000 | |
vt 0.500000 0.150000 | |
vt 0.550000 0.150000 | |
vt 0.600000 0.150000 | |
vt 0.650000 0.150000 | |
vt 0.700000 0.150000 | |
vt 0.750000 0.150000 | |
vt 0.800000 0.150000 | |
vt 0.850000 0.150000 | |
vt 0.900000 0.150000 | |
vt 0.950000 0.150000 | |
vt 1.000000 0.150000 | |
vt 0.000000 0.100000 | |
vt 0.050000 0.100000 | |
vt 0.100000 0.100000 | |
vt 0.150000 0.100000 | |
vt 0.200000 0.100000 | |
vt 0.250000 0.100000 | |
vt 0.300000 0.100000 | |
vt 0.350000 0.100000 | |
vt 0.400000 0.100000 | |
vt 0.450000 0.100000 | |
vt 0.500000 0.100000 | |
vt 0.550000 0.100000 | |
vt 0.600000 0.100000 | |
vt 0.650000 0.100000 | |
vt 0.700000 0.100000 | |
vt 0.750000 0.100000 | |
vt 0.800000 0.100000 | |
vt 0.850000 0.100000 | |
vt 0.900000 0.100000 | |
vt 0.950000 0.100000 | |
vt 1.000000 0.100000 | |
vt 0.000000 0.050000 | |
vt 0.050000 0.050000 | |
vt 0.100000 0.050000 | |
vt 0.150000 0.050000 | |
vt 0.200000 0.050000 | |
vt 0.250000 0.050000 | |
vt 0.300000 0.050000 | |
vt 0.350000 0.050000 | |
vt 0.400000 0.050000 | |
vt 0.450000 0.050000 | |
vt 0.500000 0.050000 | |
vt 0.550000 0.050000 | |
vt 0.600000 0.050000 | |
vt 0.650000 0.050000 | |
vt 0.700000 0.050000 | |
vt 0.750000 0.050000 | |
vt 0.800000 0.050000 | |
vt 0.850000 0.050000 | |
vt 0.900000 0.050000 | |
vt 0.950000 0.050000 | |
vt 1.000000 0.050000 | |
vt 0.000000 -0.000000 | |
vt 0.050000 -0.000000 | |
vt 0.100000 -0.000000 | |
vt 0.150000 -0.000000 | |
vt 0.200000 -0.000000 | |
vt 0.250000 -0.000000 | |
vt 0.300000 -0.000000 | |
vt 0.350000 -0.000000 | |
vt 0.400000 -0.000000 | |
vt 0.450000 -0.000000 | |
vt 0.500000 -0.000000 | |
vt 0.550000 -0.000000 | |
vt 0.600000 -0.000000 | |
vt 0.650000 -0.000000 | |
vt 0.700000 -0.000000 | |
vt 0.750000 -0.000000 | |
vt 0.800000 -0.000000 | |
vt 0.850000 -0.000000 | |
vt 0.900000 -0.000000 | |
vt 0.950000 -0.000000 | |
vt 1.000000 -0.000000 | |
vn -0.941574 -0.015903 -0.336432 | |
vn -0.956198 -0.249625 -0.152883 | |
vn -0.807421 -0.191823 -0.557920 | |
vn -0.822113 -0.437323 -0.364526 | |
vn -0.894270 -0.442816 0.064768 | |
vn -0.756330 -0.640014 -0.135450 | |
vn -0.761854 -0.576564 0.295217 | |
vn -0.616513 -0.780056 0.106885 | |
vn -0.571910 -0.637778 0.515905 | |
vn -0.416347 -0.843741 0.338758 | |
vn -0.343031 -0.620466 0.705231 | |
vn -0.175426 -0.824834 0.537470 | |
vn -0.097622 -0.526323 0.844662 | |
vn 0.082667 -0.725187 0.683571 | |
vn 0.140295 -0.364563 0.920549 | |
vn 0.332668 -0.554554 0.762760 | |
vn 0.347430 -0.151021 0.925465 | |
vn 0.550105 -0.329637 0.767284 | |
vn 0.503509 0.093400 0.858927 | |
vn 0.713693 -0.072452 0.696701 | |
vn 0.593253 0.344774 0.727449 | |
vn 0.807421 0.191824 0.557921 | |
vn 0.607877 0.578496 0.543901 | |
vn 0.822112 0.437324 0.364527 | |
vn 0.545949 0.771687 0.326250 | |
vn 0.756329 0.640015 0.135451 | |
vn 0.413533 0.905435 0.095801 | |
vn 0.616512 0.780057 -0.106884 | |
vn 0.223588 0.966649 -0.124888 | |
vn 0.416346 0.843742 -0.338757 | |
vn -0.005290 0.949338 -0.314214 | |
vn 0.175425 0.824835 -0.537469 | |
vn -0.250699 0.855194 -0.453645 | |
vn -0.082668 0.725188 -0.683570 | |
vn -0.488616 0.693434 -0.529532 | |
vn -0.332669 0.554555 -0.762759 | |
vn -0.695751 0.479892 -0.534447 | |
vn -0.550106 0.329637 -0.767283 | |
vn -0.851830 0.235472 -0.467909 | |
vn -0.713694 0.072454 -0.696700 | |
vn -0.983446 0.161562 -0.082046 | |
vn -0.996578 -0.037490 0.073672 | |
vn -0.944579 -0.202260 0.258575 | |
vn -0.832541 -0.316619 0.454563 | |
vn -0.671431 -0.369374 0.642451 | |
vn -0.477018 -0.355360 0.803849 | |
vn -0.268334 -0.275949 0.922957 | |
vn -0.065805 -0.138915 0.988116 | |
vn 0.110743 0.042329 0.992947 | |
vn 0.244028 0.250042 0.936979 | |
vn 0.321004 0.463890 0.825689 | |
vn 0.334135 0.662942 0.669971 | |
vn 0.282137 0.827712 0.485069 | |
vn 0.170099 0.942071 0.289081 | |
vn 0.008988 0.994826 0.101192 | |
vn -0.185425 0.980812 -0.060205 | |
vn -0.394109 0.901402 -0.179313 | |
vn -0.596638 0.764367 -0.244472 | |
vn -0.773185 0.583123 -0.249304 | |
vn -0.906470 0.375411 -0.193336 | |
vn -0.929011 0.323176 0.180264 | |
vn -0.939375 0.178267 0.292910 | |
vn -0.902402 0.058034 0.426970 | |
vn -0.821712 -0.025755 0.569320 | |
vn -0.705204 -0.064898 0.706028 | |
vn -0.564283 -0.055562 0.823710 | |
vn -0.412742 0.001338 0.910847 | |
vn -0.265416 0.100232 0.958910 | |
vn -0.136726 0.231440 0.963193 | |
vn -0.039269 0.382118 0.923279 | |
vn 0.017416 0.537517 0.843073 | |
vn 0.027779 0.682426 0.730427 | |
vn -0.009194 0.802659 0.596367 | |
vn -0.089883 0.886448 0.454017 | |
vn -0.206391 0.925590 0.317309 | |
vn -0.347312 0.916255 0.199627 | |
vn -0.498853 0.859355 0.112490 | |
vn -0.646179 0.760461 0.064427 | |
vn -0.774870 0.629253 0.060143 | |
vn -0.872327 0.478575 0.100058 | |
vn -0.783705 0.453123 0.424836 | |
vn -0.790290 0.376513 0.483403 | |
vn -0.771958 0.312561 0.553522 | |
vn -0.730502 0.267527 0.628328 | |
vn -0.669981 0.245818 0.700499 | |
vn -0.596320 0.249560 0.762969 | |
vn -0.516728 0.278387 0.809625 | |
vn -0.438997 0.329477 0.835899 | |
vn -0.370735 0.397829 0.839219 | |
vn -0.318625 0.476751 0.819260 | |
vn -0.287767 0.558519 0.777976 | |
vn -0.281182 0.635129 0.719408 | |
vn -0.299515 0.699081 0.649289 | |
vn -0.340970 0.744116 0.574483 | |
vn -0.401491 0.765824 0.502313 | |
vn -0.475153 0.762082 0.439842 | |
vn -0.554744 0.733255 0.393186 | |
vn -0.632476 0.682165 0.366913 | |
vn -0.700737 0.613814 0.363593 | |
vn -0.752847 0.534891 0.383552 | |
vn -0.561805 0.538716 0.627822 | |
vn -0.563963 0.537883 0.626601 | |
vn -0.566053 0.536456 0.625938 | |
vn -0.567871 0.534575 0.625901 | |
vn -0.569239 0.532425 0.626491 | |
vn -0.570023 0.530215 0.627651 | |
vn -0.570146 0.528162 0.629268 | |
vn -0.569596 0.526467 0.631184 | |
vn -0.568427 0.525296 0.633210 | |
vn -0.566753 0.524764 0.635149 | |
vn -0.564738 0.524922 0.636810 | |
vn -0.562580 0.525755 0.638032 | |
vn -0.560490 0.527182 0.638694 | |
vn -0.558672 0.529063 0.638732 | |
vn -0.557304 0.531213 0.638142 | |
vn -0.556520 0.533423 0.636981 | |
vn -0.556397 0.535476 0.635364 | |
vn -0.556947 0.537171 0.633449 | |
vn -0.558117 0.538341 0.631422 | |
vn -0.559790 0.538874 0.629484 | |
vn -0.284984 0.571607 0.769448 | |
vn -0.282494 0.646636 0.708561 | |
vn -0.304794 0.707880 0.637186 | |
vn -0.349700 0.749346 0.562308 | |
vn -0.412816 0.766974 0.491258 | |
vn -0.487965 0.759038 0.430989 | |
vn -0.567789 0.726316 0.387402 | |
vn -0.644477 0.672010 0.364764 | |
vn -0.710520 0.601436 0.365289 | |
vn -0.759454 0.521503 0.388927 | |
vn -0.786489 0.440035 0.433364 | |
vn -0.788978 0.365007 0.494250 | |
vn -0.766679 0.303762 0.565625 | |
vn -0.721773 0.262296 0.640503 | |
vn -0.658657 0.244668 0.711554 | |
vn -0.583508 0.252604 0.771822 | |
vn -0.503683 0.285327 0.815409 | |
vn -0.426996 0.339633 0.838048 | |
vn -0.360953 0.410206 0.837523 | |
vn -0.312019 0.490139 0.813885 | |
vn 0.019769 0.548583 0.835862 | |
vn 0.026670 0.692155 0.721256 | |
vn -0.013657 0.810099 0.586134 | |
vn -0.097264 0.890870 0.443723 | |
vn -0.215966 0.926562 0.307963 | |
vn -0.358145 0.913681 0.192143 | |
vn -0.509883 0.853488 0.107600 | |
vn -0.656326 0.751875 0.062610 | |
vn -0.783141 0.618788 0.061578 | |
vn -0.877913 0.467255 0.104603 | |
vn -0.931365 0.312110 0.187475 | |
vn -0.938265 0.168538 0.302081 | |
vn -0.897939 0.050594 0.437203 | |
vn -0.814332 -0.030177 0.579615 | |
vn -0.695629 -0.065869 0.715375 | |
vn -0.553451 -0.052988 0.831195 | |
vn -0.401713 0.007205 0.915737 | |
vn -0.255269 0.108818 0.960727 | |
vn -0.128455 0.241905 0.961760 | |
vn -0.033683 0.393437 0.918734 | |
vn 0.322700 0.471870 0.820489 | |
vn 0.333335 0.669958 0.663358 | |
vn 0.278918 0.833077 0.477689 | |
vn 0.164776 0.945261 0.281658 | |
vn 0.002083 0.995527 0.094452 | |
vn -0.193237 0.978957 -0.065603 | |
vn -0.402063 0.897171 -0.182840 | |
vn -0.603955 0.758175 -0.245782 | |
vn -0.779150 0.575576 -0.248269 | |
vn -0.910498 0.367247 -0.190058 | |
vn -0.985143 0.153582 -0.076845 | |
vn -0.995778 -0.044506 0.080286 | |
vn -0.941361 -0.207625 0.265954 | |
vn -0.827219 -0.319808 0.461986 | |
vn -0.664526 -0.370075 0.649192 | |
vn -0.469206 -0.353504 0.809247 | |
vn -0.260380 -0.271718 0.926483 | |
vn -0.058488 -0.132723 0.989426 | |
vn 0.116707 0.049877 0.991913 | |
vn 0.248055 0.258205 0.933702 | |
vn 0.594139 0.348944 0.724732 | |
vn 0.607458 0.582163 0.540445 | |
vn 0.544267 0.774491 0.322394 | |
vn 0.410751 0.907102 0.091922 | |
vn 0.219980 0.967016 -0.128410 | |
vn -0.009372 0.948368 -0.317034 | |
vn -0.254856 0.852983 -0.455487 | |
vn -0.492440 0.690198 -0.530217 | |
vn -0.698868 0.475948 -0.533907 | |
vn -0.853935 0.231205 -0.466196 | |
vn -0.942461 -0.020074 -0.333714 | |
vn -0.955780 -0.253292 -0.149427 | |
vn -0.892588 -0.445619 0.068624 | |
vn -0.759072 -0.578231 0.299096 | |
vn -0.568301 -0.638145 0.519428 | |
vn -0.338949 -0.619497 0.708052 | |
vn -0.093466 -0.524112 0.846505 | |
vn 0.144118 -0.361327 0.921234 | |
vn 0.350547 -0.147077 0.924924 | |
vn 0.505614 0.097665 0.857214 | |
vn 0.807421 0.191823 0.557920 | |
vn 0.822113 0.437323 0.364526 | |
vn 0.756330 0.640014 0.135450 | |
vn 0.616512 0.780056 -0.106885 | |
vn 0.416346 0.843741 -0.338757 | |
vn 0.175425 0.824835 -0.537469 | |
vn -0.082667 0.725188 -0.683571 | |
vn -0.332668 0.554554 -0.762759 | |
vn -0.550105 0.329637 -0.767283 | |
vn -0.713694 0.072453 -0.696701 | |
vn -0.807421 -0.191824 -0.557920 | |
vn -0.822113 -0.437323 -0.364526 | |
vn -0.756330 -0.640014 -0.135450 | |
vn -0.616512 -0.780057 0.106885 | |
vn -0.416346 -0.843741 0.338757 | |
vn -0.175425 -0.824835 0.537470 | |
vn 0.082667 -0.725188 0.683571 | |
vn 0.332668 -0.554554 0.762759 | |
vn 0.550105 -0.329637 0.767283 | |
vn 0.713693 -0.072453 0.696701 | |
vn 0.956198 0.249625 0.152883 | |
vn 0.941574 0.015903 0.336432 | |
vn 0.894270 0.442816 -0.064768 | |
vn 0.761854 0.576564 -0.295216 | |
vn 0.571910 0.637778 -0.515905 | |
vn 0.343031 0.620466 -0.705231 | |
vn 0.097622 0.526323 -0.844662 | |
vn -0.140294 0.364563 -0.920550 | |
vn -0.347430 0.151021 -0.925465 | |
vn -0.503509 -0.093400 -0.858927 | |
vn -0.593252 -0.344775 -0.727449 | |
vn -0.607876 -0.578496 -0.543901 | |
vn -0.545949 -0.771687 -0.326250 | |
vn -0.413533 -0.905435 -0.095801 | |
vn -0.223588 -0.966650 0.124887 | |
vn 0.005290 -0.949338 0.314214 | |
vn 0.250699 -0.855194 0.453645 | |
vn 0.488616 -0.693434 0.529532 | |
vn 0.695751 -0.479892 0.534447 | |
vn 0.851830 -0.235472 0.467909 | |
vn 0.996578 0.037489 -0.073672 | |
vn 0.983446 -0.161563 0.082046 | |
vn 0.944579 0.202260 -0.258575 | |
vn 0.832541 0.316619 -0.454562 | |
vn 0.671431 0.369374 -0.642451 | |
vn 0.477018 0.355360 -0.803849 | |
vn 0.268334 0.275949 -0.922957 | |
vn 0.065805 0.138915 -0.988116 | |
vn -0.110743 -0.042329 -0.992947 | |
vn -0.244028 -0.250042 -0.936979 | |
vn -0.321003 -0.463890 -0.825689 | |
vn -0.334135 -0.662942 -0.669971 | |
vn -0.282137 -0.827712 -0.485069 | |
vn -0.170099 -0.942071 -0.289081 | |
vn -0.008988 -0.994826 -0.101192 | |
vn 0.185425 -0.980812 0.060205 | |
vn 0.394109 -0.901402 0.179313 | |
vn 0.596637 -0.764367 0.244472 | |
vn 0.773185 -0.583123 0.249304 | |
vn 0.906470 -0.375411 0.193336 | |
vn 0.939375 -0.178267 -0.292910 | |
vn 0.929011 -0.323176 -0.180264 | |
vn 0.902402 -0.058034 -0.426970 | |
vn 0.821712 0.025755 -0.569320 | |
vn 0.705204 0.064898 -0.706028 | |
vn 0.564283 0.055562 -0.823710 | |
vn 0.412742 -0.001337 -0.910847 | |
vn 0.265416 -0.100231 -0.958910 | |
vn 0.136726 -0.231439 -0.963194 | |
vn 0.039268 -0.382118 -0.923279 | |
vn -0.017416 -0.537517 -0.843073 | |
vn -0.027779 -0.682426 -0.730427 | |
vn 0.009194 -0.802659 -0.596367 | |
vn 0.089883 -0.886448 -0.454016 | |
vn 0.206391 -0.925590 -0.317309 | |
vn 0.347312 -0.916255 -0.199627 | |
vn 0.498853 -0.859355 -0.112490 | |
vn 0.646179 -0.760461 -0.064427 | |
vn 0.774870 -0.629253 -0.060143 | |
vn 0.872327 -0.478575 -0.100058 | |
vn 0.790290 -0.376513 -0.483403 | |
vn 0.783705 -0.453123 -0.424836 | |
vn 0.771958 -0.312561 -0.553522 | |
vn 0.730502 -0.267527 -0.628328 | |
vn 0.669981 -0.245818 -0.700499 | |
vn 0.596320 -0.249560 -0.762969 | |
vn 0.516728 -0.278387 -0.809625 | |
vn 0.438997 -0.329477 -0.835899 | |
vn 0.370735 -0.397828 -0.839219 | |
vn 0.318625 -0.476751 -0.819260 | |
vn 0.287767 -0.558519 -0.777976 | |
vn 0.281182 -0.635129 -0.719408 | |
vn 0.299515 -0.699081 -0.649289 | |
vn 0.340970 -0.744116 -0.574483 | |
vn 0.401491 -0.765824 -0.502313 | |
vn 0.475153 -0.762082 -0.439842 | |
vn 0.554744 -0.733255 -0.393186 | |
vn 0.632476 -0.682165 -0.366913 | |
vn 0.700737 -0.613814 -0.363593 | |
vn 0.752847 -0.534891 -0.383552 | |
vn 0.563963 -0.537883 -0.626601 | |
vn 0.561805 -0.538716 -0.627822 | |
vn 0.566053 -0.536456 -0.625938 | |
vn 0.567871 -0.534575 -0.625901 | |
vn 0.569239 -0.532425 -0.626491 | |
vn 0.570023 -0.530215 -0.627651 | |
vn 0.570146 -0.528162 -0.629268 | |
vn 0.569596 -0.526467 -0.631184 | |
vn 0.568427 -0.525296 -0.633210 | |
vn 0.566753 -0.524764 -0.635149 | |
vn 0.564738 -0.524922 -0.636810 | |
vn 0.562580 -0.525755 -0.638032 | |
vn 0.560490 -0.527182 -0.638694 | |
vn 0.558672 -0.529063 -0.638732 | |
vn 0.557304 -0.531213 -0.638142 | |
vn 0.556520 -0.533423 -0.636981 | |
vn 0.556397 -0.535476 -0.635364 | |
vn 0.556947 -0.537171 -0.633449 | |
vn 0.558117 -0.538341 -0.631422 | |
vn 0.559790 -0.538874 -0.629484 | |
vn 0.282494 -0.646636 -0.708561 | |
vn 0.284984 -0.571607 -0.769448 | |
vn 0.304794 -0.707880 -0.637186 | |
vn 0.349700 -0.749346 -0.562308 | |
vn 0.412816 -0.766974 -0.491258 | |
vn 0.487965 -0.759038 -0.430989 | |
vn 0.567789 -0.726316 -0.387402 | |
vn 0.644477 -0.672010 -0.364764 | |
vn 0.710520 -0.601436 -0.365289 | |
vn 0.759454 -0.521503 -0.388927 | |
vn 0.786489 -0.440035 -0.433364 | |
vn 0.788978 -0.365007 -0.494250 | |
vn 0.766679 -0.303762 -0.565625 | |
vn 0.721773 -0.262296 -0.640503 | |
vn 0.658657 -0.244669 -0.711554 | |
vn 0.583508 -0.252604 -0.771822 | |
vn 0.503683 -0.285327 -0.815409 | |
vn 0.426996 -0.339633 -0.838048 | |
vn 0.360953 -0.410206 -0.837523 | |
vn 0.312019 -0.490139 -0.813884 | |
vn -0.026670 -0.692155 -0.721256 | |
vn -0.019769 -0.548583 -0.835863 | |
vn 0.013657 -0.810099 -0.586134 | |
vn 0.097264 -0.890870 -0.443723 | |
vn 0.215966 -0.926562 -0.307963 | |
vn 0.358145 -0.913681 -0.192142 | |
vn 0.509883 -0.853488 -0.107600 | |
vn 0.656326 -0.751875 -0.062610 | |
vn 0.783141 -0.618788 -0.061578 | |
vn 0.877913 -0.467255 -0.104603 | |
vn 0.931365 -0.312110 -0.187475 | |
vn 0.938265 -0.168538 -0.302081 | |
vn 0.897939 -0.050594 -0.437203 | |
vn 0.814332 0.030178 -0.579614 | |
vn 0.695629 0.065870 -0.715375 | |
vn 0.553451 0.052988 -0.831195 | |
vn 0.401713 -0.007205 -0.915737 | |
vn 0.255269 -0.108818 -0.960727 | |
vn 0.128455 -0.241905 -0.961760 | |
vn 0.033683 -0.393437 -0.918734 | |
vn -0.333335 -0.669958 -0.663358 | |
vn -0.322700 -0.471870 -0.820489 | |
vn -0.278918 -0.833077 -0.477689 | |
vn -0.164776 -0.945261 -0.281658 | |
vn -0.002083 -0.995527 -0.094452 | |
vn 0.193237 -0.978957 0.065603 | |
vn 0.402063 -0.897171 0.182840 | |
vn 0.603955 -0.758175 0.245782 | |
vn 0.779150 -0.575576 0.248270 | |
vn 0.910498 -0.367247 0.190058 | |
vn 0.985143 -0.153582 0.076845 | |
vn 0.995778 0.044506 -0.080286 | |
vn 0.941361 0.207625 -0.265954 | |
vn 0.827219 0.319808 -0.461986 | |
vn 0.664526 0.370075 -0.649192 | |
vn 0.469206 0.353504 -0.809247 | |
vn 0.260380 0.271718 -0.926483 | |
vn 0.058488 0.132723 -0.989426 | |
vn -0.116707 -0.049877 -0.991913 | |
vn -0.248056 -0.258205 -0.933702 | |
vn -0.607459 -0.582162 -0.540444 | |
vn -0.594140 -0.348944 -0.724732 | |
vn -0.544268 -0.774490 -0.322393 | |
vn -0.410752 -0.907102 -0.091921 | |
vn -0.219981 -0.967016 0.128410 | |
vn 0.009372 -0.948368 0.317035 | |
vn 0.254855 -0.852983 0.455488 | |
vn 0.492439 -0.690198 0.530217 | |
vn 0.698868 -0.475948 0.533907 | |
vn 0.853935 -0.231205 0.466197 | |
vn 0.942460 0.020074 0.333714 | |
vn 0.955779 0.253292 0.149428 | |
vn 0.892588 0.445620 -0.068624 | |
vn 0.759072 0.578231 -0.299095 | |
vn 0.568301 0.638145 -0.519427 | |
vn 0.338948 0.619497 -0.708052 | |
vn 0.093465 0.524112 -0.846505 | |
vn -0.144119 0.361327 -0.921234 | |
vn -0.350548 0.147077 -0.924924 | |
vn -0.505614 -0.097665 -0.857214 | |
s 1 | |
g pTorus1 | |
f 421/463/401 422/464/402 401/442/403 | |
f 402/443/404 401/442/403 422/464/402 | |
f 422/464/402 423/465/405 402/443/404 | |
f 403/444/406 402/443/404 423/465/405 | |
f 423/465/405 424/466/407 403/444/406 | |
f 404/445/408 403/444/406 424/466/407 | |
f 424/466/407 425/467/409 404/445/408 | |
f 405/446/410 404/445/408 425/467/409 | |
f 425/467/409 426/468/411 405/446/410 | |
f 406/447/412 405/446/410 426/468/411 | |
f 426/468/411 427/469/413 406/447/412 | |
f 407/448/414 406/447/412 427/469/413 | |
f 427/469/413 428/470/415 407/448/414 | |
f 408/449/416 407/448/414 428/470/415 | |
f 428/470/415 429/471/417 408/449/416 | |
f 409/450/418 408/449/416 429/471/417 | |
f 429/471/417 430/472/419 409/450/418 | |
f 410/451/420 409/450/418 430/472/419 | |
f 430/472/419 431/473/421 410/451/420 | |
f 411/452/422 410/451/420 431/473/421 | |
f 431/473/421 432/474/423 411/452/422 | |
f 412/453/424 411/452/422 432/474/423 | |
f 432/474/423 433/475/425 412/453/424 | |
f 413/454/426 412/453/424 433/475/425 | |
f 433/475/425 434/476/427 413/454/426 | |
f 414/455/428 413/454/426 434/476/427 | |
f 434/476/427 435/477/429 414/455/428 | |
f 415/456/430 414/455/428 435/477/429 | |
f 435/477/429 436/478/431 415/456/430 | |
f 416/457/432 415/456/430 436/478/431 | |
f 436/478/431 437/479/433 416/457/432 | |
f 417/458/434 416/457/432 437/479/433 | |
f 437/479/433 438/480/435 417/458/434 | |
f 418/459/436 417/458/434 438/480/435 | |
f 438/480/435 439/481/437 418/459/436 | |
f 419/460/438 418/459/436 439/481/437 | |
f 439/481/437 440/482/439 419/460/438 | |
f 420/461/440 419/460/438 440/482/439 | |
f 440/482/439 421/483/401 420/461/440 | |
f 401/462/403 420/461/440 421/483/401 | |
f 441/484/441 442/485/442 421/463/401 | |
f 422/464/402 421/463/401 442/485/442 | |
f 442/485/442 443/486/443 422/464/402 | |
f 423/465/405 422/464/402 443/486/443 | |
f 443/486/443 444/487/444 423/465/405 | |
f 424/466/407 423/465/405 444/487/444 | |
f 444/487/444 445/488/445 424/466/407 | |
f 425/467/409 424/466/407 445/488/445 | |
f 445/488/445 446/489/446 425/467/409 | |
f 426/468/411 425/467/409 446/489/446 | |
f 446/489/446 447/490/447 426/468/411 | |
f 427/469/413 426/468/411 447/490/447 | |
f 447/490/447 448/491/448 427/469/413 | |
f 428/470/415 427/469/413 448/491/448 | |
f 448/491/448 449/492/449 428/470/415 | |
f 429/471/417 428/470/415 449/492/449 | |
f 449/492/449 450/493/450 429/471/417 | |
f 430/472/419 429/471/417 450/493/450 | |
f 450/493/450 451/494/451 430/472/419 | |
f 431/473/421 430/472/419 451/494/451 | |
f 451/494/451 452/495/452 431/473/421 | |
f 432/474/423 431/473/421 452/495/452 | |
f 452/495/452 453/496/453 432/474/423 | |
f 433/475/425 432/474/423 453/496/453 | |
f 453/496/453 454/497/454 433/475/425 | |
f 434/476/427 433/475/425 454/497/454 | |
f 454/497/454 455/498/455 434/476/427 | |
f 435/477/429 434/476/427 455/498/455 | |
f 455/498/455 456/499/456 435/477/429 | |
f 436/478/431 435/477/429 456/499/456 | |
f 456/499/456 457/500/457 436/478/431 | |
f 437/479/433 436/478/431 457/500/457 | |
f 457/500/457 458/501/458 437/479/433 | |
f 438/480/435 437/479/433 458/501/458 | |
f 458/501/458 459/502/459 438/480/435 | |
f 439/481/437 438/480/435 459/502/459 | |
f 459/502/459 460/503/460 439/481/437 | |
f 440/482/439 439/481/437 460/503/460 | |
f 460/503/460 441/504/441 440/482/439 | |
f 421/483/401 440/482/439 441/504/441 | |
f 461/505/461 462/506/462 441/484/441 | |
f 442/485/442 441/484/441 462/506/462 | |
f 462/506/462 463/507/463 442/485/442 | |
f 443/486/443 442/485/442 463/507/463 | |
f 463/507/463 464/508/464 443/486/443 | |
f 444/487/444 443/486/443 464/508/464 | |
f 464/508/464 465/509/465 444/487/444 | |
f 445/488/445 444/487/444 465/509/465 | |
f 465/509/465 466/510/466 445/488/445 | |
f 446/489/446 445/488/445 466/510/466 | |
f 466/510/466 467/511/467 446/489/446 | |
f 447/490/447 446/489/446 467/511/467 | |
f 467/511/467 468/512/468 447/490/447 | |
f 448/491/448 447/490/447 468/512/468 | |
f 468/512/468 469/513/469 448/491/448 | |
f 449/492/449 448/491/448 469/513/469 | |
f 469/513/469 470/514/470 449/492/449 | |
f 450/493/450 449/492/449 470/514/470 | |
f 470/514/470 471/515/471 450/493/450 | |
f 451/494/451 450/493/450 471/515/471 | |
f 471/515/471 472/516/472 451/494/451 | |
f 452/495/452 451/494/451 472/516/472 | |
f 472/516/472 473/517/473 452/495/452 | |
f 453/496/453 452/495/452 473/517/473 | |
f 473/517/473 474/518/474 453/496/453 | |
f 454/497/454 453/496/453 474/518/474 | |
f 474/518/474 475/519/475 454/497/454 | |
f 455/498/455 454/497/454 475/519/475 | |
f 475/519/475 476/520/476 455/498/455 | |
f 456/499/456 455/498/455 476/520/476 | |
f 476/520/476 477/521/477 456/499/456 | |
f 457/500/457 456/499/456 477/521/477 | |
f 477/521/477 478/522/478 457/500/457 | |
f 458/501/458 457/500/457 478/522/478 | |
f 478/522/478 479/523/479 458/501/458 | |
f 459/502/459 458/501/458 479/523/479 | |
f 479/523/479 480/524/480 459/502/459 | |
f 460/503/460 459/502/459 480/524/480 | |
f 480/524/480 461/525/461 460/503/460 | |
f 441/504/441 460/503/460 461/525/461 | |
f 481/526/481 482/527/482 461/505/461 | |
f 462/506/462 461/505/461 482/527/482 | |
f 482/527/482 483/528/483 462/506/462 | |
f 463/507/463 462/506/462 483/528/483 | |
f 483/528/483 484/529/484 463/507/463 | |
f 464/508/464 463/507/463 484/529/484 | |
f 484/529/484 485/530/485 464/508/464 | |
f 465/509/465 464/508/464 485/530/485 | |
f 485/530/485 486/531/486 465/509/465 | |
f 466/510/466 465/509/465 486/531/486 | |
f 486/531/486 487/532/487 466/510/466 | |
f 467/511/467 466/510/466 487/532/487 | |
f 487/532/487 488/533/488 467/511/467 | |
f 468/512/468 467/511/467 488/533/488 | |
f 488/533/488 489/534/489 468/512/468 | |
f 469/513/469 468/512/468 489/534/489 | |
f 489/534/489 490/535/490 469/513/469 | |
f 470/514/470 469/513/469 490/535/490 | |
f 490/535/490 491/536/491 470/514/470 | |
f 471/515/471 470/514/470 491/536/491 | |
f 491/536/491 492/537/492 471/515/471 | |
f 472/516/472 471/515/471 492/537/492 | |
f 492/537/492 493/538/493 472/516/472 | |
f 473/517/473 472/516/472 493/538/493 | |
f 493/538/493 494/539/494 473/517/473 | |
f 474/518/474 473/517/473 494/539/494 | |
f 494/539/494 495/540/495 474/518/474 | |
f 475/519/475 474/518/474 495/540/495 | |
f 495/540/495 496/541/496 475/519/475 | |
f 476/520/476 475/519/475 496/541/496 | |
f 496/541/496 497/542/497 476/520/476 | |
f 477/521/477 476/520/476 497/542/497 | |
f 497/542/497 498/543/498 477/521/477 | |
f 478/522/478 477/521/477 498/543/498 | |
f 498/543/498 499/544/499 478/522/478 | |
f 479/523/479 478/522/478 499/544/499 | |
f 499/544/499 500/545/500 479/523/479 | |
f 480/524/480 479/523/479 500/545/500 | |
f 500/545/500 481/546/481 480/524/480 | |
f 461/525/461 480/524/480 481/546/481 | |
f 501/547/501 502/548/502 481/526/481 | |
f 482/527/482 481/526/481 502/548/502 | |
f 502/548/502 503/549/503 482/527/482 | |
f 483/528/483 482/527/482 503/549/503 | |
f 503/549/503 504/550/504 483/528/483 | |
f 484/529/484 483/528/483 504/550/504 | |
f 504/550/504 505/551/505 484/529/484 | |
f 485/530/485 484/529/484 505/551/505 | |
f 505/551/505 506/552/506 485/530/485 | |
f 486/531/486 485/530/485 506/552/506 | |
f 506/552/506 507/553/507 486/531/486 | |
f 487/532/487 486/531/486 507/553/507 | |
f 507/553/507 508/554/508 487/532/487 | |
f 488/533/488 487/532/487 508/554/508 | |
f 508/554/508 509/555/509 488/533/488 | |
f 489/534/489 488/533/488 509/555/509 | |
f 509/555/509 510/556/510 489/534/489 | |
f 490/535/490 489/534/489 510/556/510 | |
f 510/556/510 511/557/511 490/535/490 | |
f 491/536/491 490/535/490 511/557/511 | |
f 511/557/511 512/558/512 491/536/491 | |
f 492/537/492 491/536/491 512/558/512 | |
f 512/558/512 513/559/513 492/537/492 | |
f 493/538/493 492/537/492 513/559/513 | |
f 513/559/513 514/560/514 493/538/493 | |
f 494/539/494 493/538/493 514/560/514 | |
f 514/560/514 515/561/515 494/539/494 | |
f 495/540/495 494/539/494 515/561/515 | |
f 515/561/515 516/562/516 495/540/495 | |
f 496/541/496 495/540/495 516/562/516 | |
f 516/562/516 517/563/517 496/541/496 | |
f 497/542/497 496/541/496 517/563/517 | |
f 517/563/517 518/564/518 497/542/497 | |
f 498/543/498 497/542/497 518/564/518 | |
f 518/564/518 519/565/519 498/543/498 | |
f 499/544/499 498/543/498 519/565/519 | |
f 519/565/519 520/566/520 499/544/499 | |
f 500/545/500 499/544/499 520/566/520 | |
f 520/566/520 501/567/501 500/545/500 | |
f 481/546/481 500/545/500 501/567/501 | |
f 521/568/521 522/569/522 501/547/501 | |
f 502/548/502 501/547/501 522/569/522 | |
f 522/569/522 523/570/523 502/548/502 | |
f 503/549/503 502/548/502 523/570/523 | |
f 523/570/523 524/571/524 503/549/503 | |
f 504/550/504 503/549/503 524/571/524 | |
f 524/571/524 525/572/525 504/550/504 | |
f 505/551/505 504/550/504 525/572/525 | |
f 525/572/525 526/573/526 505/551/505 | |
f 506/552/506 505/551/505 526/573/526 | |
f 526/573/526 527/574/527 506/552/506 | |
f 507/553/507 506/552/506 527/574/527 | |
f 527/574/527 528/575/528 507/553/507 | |
f 508/554/508 507/553/507 528/575/528 | |
f 528/575/528 529/576/529 508/554/508 | |
f 509/555/509 508/554/508 529/576/529 | |
f 529/576/529 530/577/530 509/555/509 | |
f 510/556/510 509/555/509 530/577/530 | |
f 530/577/530 531/578/531 510/556/510 | |
f 511/557/511 510/556/510 531/578/531 | |
f 531/578/531 532/579/532 511/557/511 | |
f 512/558/512 511/557/511 532/579/532 | |
f 532/579/532 533/580/533 512/558/512 | |
f 513/559/513 512/558/512 533/580/533 | |
f 533/580/533 534/581/534 513/559/513 | |
f 514/560/514 513/559/513 534/581/534 | |
f 534/581/534 535/582/535 514/560/514 | |
f 515/561/515 514/560/514 535/582/535 | |
f 535/582/535 536/583/536 515/561/515 | |
f 516/562/516 515/561/515 536/583/536 | |
f 536/583/536 537/584/537 516/562/516 | |
f 517/563/517 516/562/516 537/584/537 | |
f 537/584/537 538/585/538 517/563/517 | |
f 518/564/518 517/563/517 538/585/538 | |
f 538/585/538 539/586/539 518/564/518 | |
f 519/565/519 518/564/518 539/586/539 | |
f 539/586/539 540/587/540 519/565/519 | |
f 520/566/520 519/565/519 540/587/540 | |
f 540/587/540 521/588/521 520/566/520 | |
f 501/567/501 520/566/520 521/588/521 | |
f 541/589/541 542/590/542 521/568/521 | |
f 522/569/522 521/568/521 542/590/542 | |
f 542/590/542 543/591/543 522/569/522 | |
f 523/570/523 522/569/522 543/591/543 | |
f 543/591/543 544/592/544 523/570/523 | |
f 524/571/524 523/570/523 544/592/544 | |
f 544/592/544 545/593/545 524/571/524 | |
f 525/572/525 524/571/524 545/593/545 | |
f 545/593/545 546/594/546 525/572/525 | |
f 526/573/526 525/572/525 546/594/546 | |
f 546/594/546 547/595/547 526/573/526 | |
f 527/574/527 526/573/526 547/595/547 | |
f 547/595/547 548/596/548 527/574/527 | |
f 528/575/528 527/574/527 548/596/548 | |
f 548/596/548 549/597/549 528/575/528 | |
f 529/576/529 528/575/528 549/597/549 | |
f 549/597/549 550/598/550 529/576/529 | |
f 530/577/530 529/576/529 550/598/550 | |
f 550/598/550 551/599/551 530/577/530 | |
f 531/578/531 530/577/530 551/599/551 | |
f 551/599/551 552/600/552 531/578/531 | |
f 532/579/532 531/578/531 552/600/552 | |
f 552/600/552 553/601/553 532/579/532 | |
f 533/580/533 532/579/532 553/601/553 | |
f 553/601/553 554/602/554 533/580/533 | |
f 534/581/534 533/580/533 554/602/554 | |
f 554/602/554 555/603/555 534/581/534 | |
f 535/582/535 534/581/534 555/603/555 | |
f 555/603/555 556/604/556 535/582/535 | |
f 536/583/536 535/582/535 556/604/556 | |
f 556/604/556 557/605/557 536/583/536 | |
f 537/584/537 536/583/536 557/605/557 | |
f 557/605/557 558/606/558 537/584/537 | |
f 538/585/538 537/584/537 558/606/558 | |
f 558/606/558 559/607/559 538/585/538 | |
f 539/586/539 538/585/538 559/607/559 | |
f 559/607/559 560/608/560 539/586/539 | |
f 540/587/540 539/586/539 560/608/560 | |
f 560/608/560 541/609/541 540/587/540 | |
f 521/588/521 540/587/540 541/609/541 | |
f 561/610/561 562/611/562 541/589/541 | |
f 542/590/542 541/589/541 562/611/562 | |
f 562/611/562 563/612/563 542/590/542 | |
f 543/591/543 542/590/542 563/612/563 | |
f 563/612/563 564/613/564 543/591/543 | |
f 544/592/544 543/591/543 564/613/564 | |
f 564/613/564 565/614/565 544/592/544 | |
f 545/593/545 544/592/544 565/614/565 | |
f 565/614/565 566/615/566 545/593/545 | |
f 546/594/546 545/593/545 566/615/566 | |
f 566/615/566 567/616/567 546/594/546 | |
f 547/595/547 546/594/546 567/616/567 | |
f 567/616/567 568/617/568 547/595/547 | |
f 548/596/548 547/595/547 568/617/568 | |
f 568/617/568 569/618/569 548/596/548 | |
f 549/597/549 548/596/548 569/618/569 | |
f 569/618/569 570/619/570 549/597/549 | |
f 550/598/550 549/597/549 570/619/570 | |
f 570/619/570 571/620/571 550/598/550 | |
f 551/599/551 550/598/550 571/620/571 | |
f 571/620/571 572/621/572 551/599/551 | |
f 552/600/552 551/599/551 572/621/572 | |
f 572/621/572 573/622/573 552/600/552 | |
f 553/601/553 552/600/552 573/622/573 | |
f 573/622/573 574/623/574 553/601/553 | |
f 554/602/554 553/601/553 574/623/574 | |
f 574/623/574 575/624/575 554/602/554 | |
f 555/603/555 554/602/554 575/624/575 | |
f 575/624/575 576/625/576 555/603/555 | |
f 556/604/556 555/603/555 576/625/576 | |
f 576/625/576 577/626/577 556/604/556 | |
f 557/605/557 556/604/556 577/626/577 | |
f 577/626/577 578/627/578 557/605/557 | |
f 558/606/558 557/605/557 578/627/578 | |
f 578/627/578 579/628/579 558/606/558 | |
f 559/607/559 558/606/558 579/628/579 | |
f 579/628/579 580/629/580 559/607/559 | |
f 560/608/560 559/607/559 580/629/580 | |
f 580/629/580 561/630/561 560/608/560 | |
f 541/609/541 560/608/560 561/630/561 | |
f 581/631/581 582/632/582 561/610/561 | |
f 562/611/562 561/610/561 582/632/582 | |
f 582/632/582 583/633/583 562/611/562 | |
f 563/612/563 562/611/562 583/633/583 | |
f 583/633/583 584/634/584 563/612/563 | |
f 564/613/564 563/612/563 584/634/584 | |
f 584/634/584 585/635/585 564/613/564 | |
f 565/614/565 564/613/564 585/635/585 | |
f 585/635/585 586/636/586 565/614/565 | |
f 566/615/566 565/614/565 586/636/586 | |
f 586/636/586 587/637/587 566/615/566 | |
f 567/616/567 566/615/566 587/637/587 | |
f 587/637/587 588/638/588 567/616/567 | |
f 568/617/568 567/616/567 588/638/588 | |
f 588/638/588 589/639/589 568/617/568 | |
f 569/618/569 568/617/568 589/639/589 | |
f 589/639/589 590/640/590 569/618/569 | |
f 570/619/570 569/618/569 590/640/590 | |
f 590/640/590 591/641/591 570/619/570 | |
f 571/620/571 570/619/570 591/641/591 | |
f 591/641/591 592/642/592 571/620/571 | |
f 572/621/572 571/620/571 592/642/592 | |
f 592/642/592 593/643/593 572/621/572 | |
f 573/622/573 572/621/572 593/643/593 | |
f 593/643/593 594/644/594 573/622/573 | |
f 574/623/574 573/622/573 594/644/594 | |
f 594/644/594 595/645/595 574/623/574 | |
f 575/624/575 574/623/574 595/645/595 | |
f 595/645/595 596/646/596 575/624/575 | |
f 576/625/576 575/624/575 596/646/596 | |
f 596/646/596 597/647/597 576/625/576 | |
f 577/626/577 576/625/576 597/647/597 | |
f 597/647/597 598/648/598 577/626/577 | |
f 578/627/578 577/626/577 598/648/598 | |
f 598/648/598 599/649/599 578/627/578 | |
f 579/628/579 578/627/578 599/649/599 | |
f 599/649/599 600/650/600 579/628/579 | |
f 580/629/580 579/628/579 600/650/600 | |
f 600/650/600 581/651/581 580/629/580 | |
f 561/630/561 580/629/580 581/651/581 | |
f 601/652/601 602/653/602 581/631/581 | |
f 582/632/582 581/631/581 602/653/602 | |
f 602/653/602 603/654/603 582/632/582 | |
f 583/633/583 582/632/582 603/654/603 | |
f 603/654/603 604/655/604 583/633/583 | |
f 584/634/584 583/633/583 604/655/604 | |
f 604/655/604 605/656/605 584/634/584 | |
f 585/635/585 584/634/584 605/656/605 | |
f 605/656/605 606/657/606 585/635/585 | |
f 586/636/586 585/635/585 606/657/606 | |
f 606/657/606 607/658/607 586/636/586 | |
f 587/637/587 586/636/586 607/658/607 | |
f 607/658/607 608/659/608 587/637/587 | |
f 588/638/588 587/637/587 608/659/608 | |
f 608/659/608 609/660/609 588/638/588 | |
f 589/639/589 588/638/588 609/660/609 | |
f 609/660/609 610/661/610 589/639/589 | |
f 590/640/590 589/639/589 610/661/610 | |
f 610/661/610 611/662/611 590/640/590 | |
f 591/641/591 590/640/590 611/662/611 | |
f 611/662/611 612/663/612 591/641/591 | |
f 592/642/592 591/641/591 612/663/612 | |
f 612/663/612 613/664/613 592/642/592 | |
f 593/643/593 592/642/592 613/664/613 | |
f 613/664/613 614/665/614 593/643/593 | |
f 594/644/594 593/643/593 614/665/614 | |
f 614/665/614 615/666/615 594/644/594 | |
f 595/645/595 594/644/594 615/666/615 | |
f 615/666/615 616/667/616 595/645/595 | |
f 596/646/596 595/645/595 616/667/616 | |
f 616/667/616 617/668/617 596/646/596 | |
f 597/647/597 596/646/596 617/668/617 | |
f 617/668/617 618/669/618 597/647/597 | |
f 598/648/598 597/647/597 618/669/618 | |
f 618/669/618 619/670/619 598/648/598 | |
f 599/649/599 598/648/598 619/670/619 | |
f 619/670/619 620/671/620 599/649/599 | |
f 600/650/600 599/649/599 620/671/620 | |
f 620/671/620 601/672/601 600/650/600 | |
f 581/651/581 600/650/600 601/672/601 | |
f 602/653/602 601/652/601 622/674/621 | |
f 601/652/601 621/673/622 622/674/621 | |
f 603/654/603 602/653/602 623/675/623 | |
f 602/653/602 622/674/621 623/675/623 | |
f 604/655/604 603/654/603 624/676/624 | |
f 603/654/603 623/675/623 624/676/624 | |
f 605/656/605 604/655/604 625/677/625 | |
f 604/655/604 624/676/624 625/677/625 | |
f 606/657/606 605/656/605 626/678/626 | |
f 605/656/605 625/677/625 626/678/626 | |
f 607/658/607 606/657/606 627/679/627 | |
f 606/657/606 626/678/626 627/679/627 | |
f 608/659/608 607/658/607 628/680/628 | |
f 607/658/607 627/679/627 628/680/628 | |
f 609/660/609 608/659/608 629/681/629 | |
f 608/659/608 628/680/628 629/681/629 | |
f 610/661/610 609/660/609 630/682/630 | |
f 609/660/609 629/681/629 630/682/630 | |
f 611/662/611 610/661/610 631/683/631 | |
f 610/661/610 630/682/630 631/683/631 | |
f 612/663/612 611/662/611 632/684/632 | |
f 611/662/611 631/683/631 632/684/632 | |
f 613/664/613 612/663/612 633/685/633 | |
f 612/663/612 632/684/632 633/685/633 | |
f 614/665/614 613/664/613 634/686/634 | |
f 613/664/613 633/685/633 634/686/634 | |
f 615/666/615 614/665/614 635/687/635 | |
f 614/665/614 634/686/634 635/687/635 | |
f 616/667/616 615/666/615 636/688/636 | |
f 615/666/615 635/687/635 636/688/636 | |
f 617/668/617 616/667/616 637/689/637 | |
f 616/667/616 636/688/636 637/689/637 | |
f 618/669/618 617/668/617 638/690/638 | |
f 617/668/617 637/689/637 638/690/638 | |
f 619/670/619 618/669/618 639/691/639 | |
f 618/669/618 638/690/638 639/691/639 | |
f 620/671/620 619/670/619 640/692/640 | |
f 619/670/619 639/691/639 640/692/640 | |
f 601/672/601 620/671/620 621/693/622 | |
f 620/671/620 640/692/640 621/693/622 | |
f 622/674/621 621/673/622 642/695/641 | |
f 621/673/622 641/694/642 642/695/641 | |
f 623/675/623 622/674/621 643/696/643 | |
f 622/674/621 642/695/641 643/696/643 | |
f 624/676/624 623/675/623 644/697/644 | |
f 623/675/623 643/696/643 644/697/644 | |
f 625/677/625 624/676/624 645/698/645 | |
f 624/676/624 644/697/644 645/698/645 | |
f 626/678/626 625/677/625 646/699/646 | |
f 625/677/625 645/698/645 646/699/646 | |
f 627/679/627 626/678/626 647/700/647 | |
f 626/678/626 646/699/646 647/700/647 | |
f 628/680/628 627/679/627 648/701/648 | |
f 627/679/627 647/700/647 648/701/648 | |
f 629/681/629 628/680/628 649/702/649 | |
f 628/680/628 648/701/648 649/702/649 | |
f 630/682/630 629/681/629 650/703/650 | |
f 629/681/629 649/702/649 650/703/650 | |
f 631/683/631 630/682/630 651/704/651 | |
f 630/682/630 650/703/650 651/704/651 | |
f 632/684/632 631/683/631 652/705/652 | |
f 631/683/631 651/704/651 652/705/652 | |
f 633/685/633 632/684/632 653/706/653 | |
f 632/684/632 652/705/652 653/706/653 | |
f 634/686/634 633/685/633 654/707/654 | |
f 633/685/633 653/706/653 654/707/654 | |
f 635/687/635 634/686/634 655/708/655 | |
f 634/686/634 654/707/654 655/708/655 | |
f 636/688/636 635/687/635 656/709/656 | |
f 635/687/635 655/708/655 656/709/656 | |
f 637/689/637 636/688/636 657/710/657 | |
f 636/688/636 656/709/656 657/710/657 | |
f 638/690/638 637/689/637 658/711/658 | |
f 637/689/637 657/710/657 658/711/658 | |
f 639/691/639 638/690/638 659/712/659 | |
f 638/690/638 658/711/658 659/712/659 | |
f 640/692/640 639/691/639 660/713/660 | |
f 639/691/639 659/712/659 660/713/660 | |
f 621/693/622 640/692/640 641/714/642 | |
f 640/692/640 660/713/660 641/714/642 | |
f 642/695/641 641/694/642 662/716/661 | |
f 641/694/642 661/715/662 662/716/661 | |
f 643/696/643 642/695/641 663/717/663 | |
f 642/695/641 662/716/661 663/717/663 | |
f 644/697/644 643/696/643 664/718/664 | |
f 643/696/643 663/717/663 664/718/664 | |
f 645/698/645 644/697/644 665/719/665 | |
f 644/697/644 664/718/664 665/719/665 | |
f 646/699/646 645/698/645 666/720/666 | |
f 645/698/645 665/719/665 666/720/666 | |
f 647/700/647 646/699/646 667/721/667 | |
f 646/699/646 666/720/666 667/721/667 | |
f 648/701/648 647/700/647 668/722/668 | |
f 647/700/647 667/721/667 668/722/668 | |
f 649/702/649 648/701/648 669/723/669 | |
f 648/701/648 668/722/668 669/723/669 | |
f 650/703/650 649/702/649 670/724/670 | |
f 649/702/649 669/723/669 670/724/670 | |
f 651/704/651 650/703/650 671/725/671 | |
f 650/703/650 670/724/670 671/725/671 | |
f 652/705/652 651/704/651 672/726/672 | |
f 651/704/651 671/725/671 672/726/672 | |
f 653/706/653 652/705/652 673/727/673 | |
f 652/705/652 672/726/672 673/727/673 | |
f 654/707/654 653/706/653 674/728/674 | |
f 653/706/653 673/727/673 674/728/674 | |
f 655/708/655 654/707/654 675/729/675 | |
f 654/707/654 674/728/674 675/729/675 | |
f 656/709/656 655/708/655 676/730/676 | |
f 655/708/655 675/729/675 676/730/676 | |
f 657/710/657 656/709/656 677/731/677 | |
f 656/709/656 676/730/676 677/731/677 | |
f 658/711/658 657/710/657 678/732/678 | |
f 657/710/657 677/731/677 678/732/678 | |
f 659/712/659 658/711/658 679/733/679 | |
f 658/711/658 678/732/678 679/733/679 | |
f 660/713/660 659/712/659 680/734/680 | |
f 659/712/659 679/733/679 680/734/680 | |
f 641/714/642 660/713/660 661/735/662 | |
f 660/713/660 680/734/680 661/735/662 | |
f 662/716/661 661/715/662 682/737/681 | |
f 661/715/662 681/736/682 682/737/681 | |
f 663/717/663 662/716/661 683/738/683 | |
f 662/716/661 682/737/681 683/738/683 | |
f 664/718/664 663/717/663 684/739/684 | |
f 663/717/663 683/738/683 684/739/684 | |
f 665/719/665 664/718/664 685/740/685 | |
f 664/718/664 684/739/684 685/740/685 | |
f 666/720/666 665/719/665 686/741/686 | |
f 665/719/665 685/740/685 686/741/686 | |
f 667/721/667 666/720/666 687/742/687 | |
f 666/720/666 686/741/686 687/742/687 | |
f 668/722/668 667/721/667 688/743/688 | |
f 667/721/667 687/742/687 688/743/688 | |
f 669/723/669 668/722/668 689/744/689 | |
f 668/722/668 688/743/688 689/744/689 | |
f 670/724/670 669/723/669 690/745/690 | |
f 669/723/669 689/744/689 690/745/690 | |
f 671/725/671 670/724/670 691/746/691 | |
f 670/724/670 690/745/690 691/746/691 | |
f 672/726/672 671/725/671 692/747/692 | |
f 671/725/671 691/746/691 692/747/692 | |
f 673/727/673 672/726/672 693/748/693 | |
f 672/726/672 692/747/692 693/748/693 | |
f 674/728/674 673/727/673 694/749/694 | |
f 673/727/673 693/748/693 694/749/694 | |
f 675/729/675 674/728/674 695/750/695 | |
f 674/728/674 694/749/694 695/750/695 | |
f 676/730/676 675/729/675 696/751/696 | |
f 675/729/675 695/750/695 696/751/696 | |
f 677/731/677 676/730/676 697/752/697 | |
f 676/730/676 696/751/696 697/752/697 | |
f 678/732/678 677/731/677 698/753/698 | |
f 677/731/677 697/752/697 698/753/698 | |
f 679/733/679 678/732/678 699/754/699 | |
f 678/732/678 698/753/698 699/754/699 | |
f 680/734/680 679/733/679 700/755/700 | |
f 679/733/679 699/754/699 700/755/700 | |
f 661/735/662 680/734/680 681/756/682 | |
f 680/734/680 700/755/700 681/756/682 | |
f 682/737/681 681/736/682 702/758/701 | |
f 681/736/682 701/757/702 702/758/701 | |
f 683/738/683 682/737/681 703/759/703 | |
f 682/737/681 702/758/701 703/759/703 | |
f 684/739/684 683/738/683 704/760/704 | |
f 683/738/683 703/759/703 704/760/704 | |
f 685/740/685 684/739/684 705/761/705 | |
f 684/739/684 704/760/704 705/761/705 | |
f 686/741/686 685/740/685 706/762/706 | |
f 685/740/685 705/761/705 706/762/706 | |
f 687/742/687 686/741/686 707/763/707 | |
f 686/741/686 706/762/706 707/763/707 | |
f 688/743/688 687/742/687 708/764/708 | |
f 687/742/687 707/763/707 708/764/708 | |
f 689/744/689 688/743/688 709/765/709 | |
f 688/743/688 708/764/708 709/765/709 | |
f 690/745/690 689/744/689 710/766/710 | |
f 689/744/689 709/765/709 710/766/710 | |
f 691/746/691 690/745/690 711/767/711 | |
f 690/745/690 710/766/710 711/767/711 | |
f 692/747/692 691/746/691 712/768/712 | |
f 691/746/691 711/767/711 712/768/712 | |
f 693/748/693 692/747/692 713/769/713 | |
f 692/747/692 712/768/712 713/769/713 | |
f 694/749/694 693/748/693 714/770/714 | |
f 693/748/693 713/769/713 714/770/714 | |
f 695/750/695 694/749/694 715/771/715 | |
f 694/749/694 714/770/714 715/771/715 | |
f 696/751/696 695/750/695 716/772/716 | |
f 695/750/695 715/771/715 716/772/716 | |
f 697/752/697 696/751/696 717/773/717 | |
f 696/751/696 716/772/716 717/773/717 | |
f 698/753/698 697/752/697 718/774/718 | |
f 697/752/697 717/773/717 718/774/718 | |
f 699/754/699 698/753/698 719/775/719 | |
f 698/753/698 718/774/718 719/775/719 | |
f 700/755/700 699/754/699 720/776/720 | |
f 699/754/699 719/775/719 720/776/720 | |
f 681/756/682 700/755/700 701/777/702 | |
f 700/755/700 720/776/720 701/777/702 | |
f 702/758/701 701/757/702 722/779/721 | |
f 701/757/702 721/778/722 722/779/721 | |
f 703/759/703 702/758/701 723/780/723 | |
f 702/758/701 722/779/721 723/780/723 | |
f 704/760/704 703/759/703 724/781/724 | |
f 703/759/703 723/780/723 724/781/724 | |
f 705/761/705 704/760/704 725/782/725 | |
f 704/760/704 724/781/724 725/782/725 | |
f 706/762/706 705/761/705 726/783/726 | |
f 705/761/705 725/782/725 726/783/726 | |
f 707/763/707 706/762/706 727/784/727 | |
f 706/762/706 726/783/726 727/784/727 | |
f 708/764/708 707/763/707 728/785/728 | |
f 707/763/707 727/784/727 728/785/728 | |
f 709/765/709 708/764/708 729/786/729 | |
f 708/764/708 728/785/728 729/786/729 | |
f 710/766/710 709/765/709 730/787/730 | |
f 709/765/709 729/786/729 730/787/730 | |
f 711/767/711 710/766/710 731/788/731 | |
f 710/766/710 730/787/730 731/788/731 | |
f 712/768/712 711/767/711 732/789/732 | |
f 711/767/711 731/788/731 732/789/732 | |
f 713/769/713 712/768/712 733/790/733 | |
f 712/768/712 732/789/732 733/790/733 | |
f 714/770/714 713/769/713 734/791/734 | |
f 713/769/713 733/790/733 734/791/734 | |
f 715/771/715 714/770/714 735/792/735 | |
f 714/770/714 734/791/734 735/792/735 | |
f 716/772/716 715/771/715 736/793/736 | |
f 715/771/715 735/792/735 736/793/736 | |
f 717/773/717 716/772/716 737/794/737 | |
f 716/772/716 736/793/736 737/794/737 | |
f 718/774/718 717/773/717 738/795/738 | |
f 717/773/717 737/794/737 738/795/738 | |
f 719/775/719 718/774/718 739/796/739 | |
f 718/774/718 738/795/738 739/796/739 | |
f 720/776/720 719/775/719 740/797/740 | |
f 719/775/719 739/796/739 740/797/740 | |
f 701/777/702 720/776/720 721/798/722 | |
f 720/776/720 740/797/740 721/798/722 | |
f 722/779/721 721/778/722 742/800/741 | |
f 721/778/722 741/799/742 742/800/741 | |
f 723/780/723 722/779/721 743/801/743 | |
f 722/779/721 742/800/741 743/801/743 | |
f 724/781/724 723/780/723 744/802/744 | |
f 723/780/723 743/801/743 744/802/744 | |
f 725/782/725 724/781/724 745/803/745 | |
f 724/781/724 744/802/744 745/803/745 | |
f 726/783/726 725/782/725 746/804/746 | |
f 725/782/725 745/803/745 746/804/746 | |
f 727/784/727 726/783/726 747/805/747 | |
f 726/783/726 746/804/746 747/805/747 | |
f 728/785/728 727/784/727 748/806/748 | |
f 727/784/727 747/805/747 748/806/748 | |
f 729/786/729 728/785/728 749/807/749 | |
f 728/785/728 748/806/748 749/807/749 | |
f 730/787/730 729/786/729 750/808/750 | |
f 729/786/729 749/807/749 750/808/750 | |
f 731/788/731 730/787/730 751/809/751 | |
f 730/787/730 750/808/750 751/809/751 | |
f 732/789/732 731/788/731 752/810/752 | |
f 731/788/731 751/809/751 752/810/752 | |
f 733/790/733 732/789/732 753/811/753 | |
f 732/789/732 752/810/752 753/811/753 | |
f 734/791/734 733/790/733 754/812/754 | |
f 733/790/733 753/811/753 754/812/754 | |
f 735/792/735 734/791/734 755/813/755 | |
f 734/791/734 754/812/754 755/813/755 | |
f 736/793/736 735/792/735 756/814/756 | |
f 735/792/735 755/813/755 756/814/756 | |
f 737/794/737 736/793/736 757/815/757 | |
f 736/793/736 756/814/756 757/815/757 | |
f 738/795/738 737/794/737 758/816/758 | |
f 737/794/737 757/815/757 758/816/758 | |
f 739/796/739 738/795/738 759/817/759 | |
f 738/795/738 758/816/758 759/817/759 | |
f 740/797/740 739/796/739 760/818/760 | |
f 739/796/739 759/817/759 760/818/760 | |
f 721/798/722 740/797/740 741/819/742 | |
f 740/797/740 760/818/760 741/819/742 | |
f 742/800/741 741/799/742 762/821/761 | |
f 741/799/742 761/820/762 762/821/761 | |
f 743/801/743 742/800/741 763/822/763 | |
f 742/800/741 762/821/761 763/822/763 | |
f 744/802/744 743/801/743 764/823/764 | |
f 743/801/743 763/822/763 764/823/764 | |
f 745/803/745 744/802/744 765/824/765 | |
f 744/802/744 764/823/764 765/824/765 | |
f 746/804/746 745/803/745 766/825/766 | |
f 745/803/745 765/824/765 766/825/766 | |
f 747/805/747 746/804/746 767/826/767 | |
f 746/804/746 766/825/766 767/826/767 | |
f 748/806/748 747/805/747 768/827/768 | |
f 747/805/747 767/826/767 768/827/768 | |
f 749/807/749 748/806/748 769/828/769 | |
f 748/806/748 768/827/768 769/828/769 | |
f 750/808/750 749/807/749 770/829/770 | |
f 749/807/749 769/828/769 770/829/770 | |
f 751/809/751 750/808/750 771/830/771 | |
f 750/808/750 770/829/770 771/830/771 | |
f 752/810/752 751/809/751 772/831/772 | |
f 751/809/751 771/830/771 772/831/772 | |
f 753/811/753 752/810/752 773/832/773 | |
f 752/810/752 772/831/772 773/832/773 | |
f 754/812/754 753/811/753 774/833/774 | |
f 753/811/753 773/832/773 774/833/774 | |
f 755/813/755 754/812/754 775/834/775 | |
f 754/812/754 774/833/774 775/834/775 | |
f 756/814/756 755/813/755 776/835/776 | |
f 755/813/755 775/834/775 776/835/776 | |
f 757/815/757 756/814/756 777/836/777 | |
f 756/814/756 776/835/776 777/836/777 | |
f 758/816/758 757/815/757 778/837/778 | |
f 757/815/757 777/836/777 778/837/778 | |
f 759/817/759 758/816/758 779/838/779 | |
f 758/816/758 778/837/778 779/838/779 | |
f 760/818/760 759/817/759 780/839/780 | |
f 759/817/759 779/838/779 780/839/780 | |
f 741/819/742 760/818/760 761/840/762 | |
f 760/818/760 780/839/780 761/840/762 | |
f 762/821/761 761/820/762 782/842/781 | |
f 761/820/762 781/841/782 782/842/781 | |
f 763/822/763 762/821/761 783/843/783 | |
f 762/821/761 782/842/781 783/843/783 | |
f 764/823/764 763/822/763 784/844/784 | |
f 763/822/763 783/843/783 784/844/784 | |
f 765/824/765 764/823/764 785/845/785 | |
f 764/823/764 784/844/784 785/845/785 | |
f 766/825/766 765/824/765 786/846/786 | |
f 765/824/765 785/845/785 786/846/786 | |
f 767/826/767 766/825/766 787/847/787 | |
f 766/825/766 786/846/786 787/847/787 | |
f 768/827/768 767/826/767 788/848/788 | |
f 767/826/767 787/847/787 788/848/788 | |
f 769/828/769 768/827/768 789/849/789 | |
f 768/827/768 788/848/788 789/849/789 | |
f 770/829/770 769/828/769 790/850/790 | |
f 769/828/769 789/849/789 790/850/790 | |
f 771/830/771 770/829/770 791/851/791 | |
f 770/829/770 790/850/790 791/851/791 | |
f 772/831/772 771/830/771 792/852/792 | |
f 771/830/771 791/851/791 792/852/792 | |
f 773/832/773 772/831/772 793/853/793 | |
f 772/831/772 792/852/792 793/853/793 | |
f 774/833/774 773/832/773 794/854/794 | |
f 773/832/773 793/853/793 794/854/794 | |
f 775/834/775 774/833/774 795/855/795 | |
f 774/833/774 794/854/794 795/855/795 | |
f 776/835/776 775/834/775 796/856/796 | |
f 775/834/775 795/855/795 796/856/796 | |
f 777/836/777 776/835/776 797/857/797 | |
f 776/835/776 796/856/796 797/857/797 | |
f 778/837/778 777/836/777 798/858/798 | |
f 777/836/777 797/857/797 798/858/798 | |
f 779/838/779 778/837/778 799/859/799 | |
f 778/837/778 798/858/798 799/859/799 | |
f 780/839/780 779/838/779 800/860/800 | |
f 779/838/779 799/859/799 800/860/800 | |
f 761/840/762 780/839/780 781/861/782 | |
f 780/839/780 800/860/800 781/861/782 | |
f 782/842/781 781/841/782 402/863/404 | |
f 781/841/782 401/862/403 402/863/404 | |
f 783/843/783 782/842/781 403/864/406 | |
f 782/842/781 402/863/404 403/864/406 | |
f 784/844/784 783/843/783 404/865/408 | |
f 783/843/783 403/864/406 404/865/408 | |
f 785/845/785 784/844/784 405/866/410 | |
f 784/844/784 404/865/408 405/866/410 | |
f 786/846/786 785/845/785 406/867/412 | |
f 785/845/785 405/866/410 406/867/412 | |
f 787/847/787 786/846/786 407/868/414 | |
f 786/846/786 406/867/412 407/868/414 | |
f 788/848/788 787/847/787 408/869/416 | |
f 787/847/787 407/868/414 408/869/416 | |
f 789/849/789 788/848/788 409/870/418 | |
f 788/848/788 408/869/416 409/870/418 | |
f 790/850/790 789/849/789 410/871/420 | |
f 789/849/789 409/870/418 410/871/420 | |
f 791/851/791 790/850/790 411/872/422 | |
f 790/850/790 410/871/420 411/872/422 | |
f 792/852/792 791/851/791 412/873/424 | |
f 791/851/791 411/872/422 412/873/424 | |
f 793/853/793 792/852/792 413/874/426 | |
f 792/852/792 412/873/424 413/874/426 | |
f 794/854/794 793/853/793 414/875/428 | |
f 793/853/793 413/874/426 414/875/428 | |
f 795/855/795 794/854/794 415/876/430 | |
f 794/854/794 414/875/428 415/876/430 | |
f 796/856/796 795/855/795 416/877/432 | |
f 795/855/795 415/876/430 416/877/432 | |
f 797/857/797 796/856/796 417/878/434 | |
f 796/856/796 416/877/432 417/878/434 | |
f 798/858/798 797/857/797 418/879/436 | |
f 797/857/797 417/878/434 418/879/436 | |
f 799/859/799 798/858/798 419/880/438 | |
f 798/858/798 418/879/436 419/880/438 | |
f 800/860/800 799/859/799 420/881/440 | |
f 799/859/799 419/880/438 420/881/440 | |
f 781/861/782 800/860/800 401/882/403 | |
f 800/860/800 420/881/440 401/882/403 |
rhoit
commented
Oct 8, 2014
You need to use vecmath libraries and headers.
Step 1: Create folder /mit/6.837/public/include/vecmath
Step 2: Download all files listed in : http://web.mit.edu/6.837/public/include/vecmath/ and move them to above folder.
Step 3: Create folder /mit/6.837/public/lib/
Step 4: Download the file listed in: http://web.mit.edu/6.837/public/lib/ and move it to the above folder.
Make sure you set correct permissions (I used 755) (user-owned)
After make
ing, you can find the binary as a0
$ ./a0 < [file_name]
will then render the mesh defined in the file.
Example:
$ ./a0 < torus.obj
While in opengl, use Arrow Keys to control light source, and c to change color
Sign up for free
to join this conversation on GitHub.
Already have an account?
Sign in to comment