Showing preview only (406K chars total). Download the full file or copy to clipboard to get everything.
Repository: preshing/CMakeDemo
Branch: master
Commit: 2143a4dc7489
Files: 15
Total size: 394.0 KB
Directory structure:
gitextract_yy4fcaw1/
├── .gitignore
├── CMakeLists.txt
├── LICENSE
├── Main.cpp
├── README.md
├── demo-config.h.in
├── gl2/
│ ├── Context.cpp
│ ├── Context.h
│ ├── Funcs.h
│ ├── gl2.h
│ ├── gl2ext.h
│ ├── gl2platform.h
│ └── khrplatform.h
├── modules/
│ └── FindSDL2.cmake
└── setup-win32.py
================================================
FILE CONTENTS
================================================
================================================
FILE: .gitignore
================================================
*build*/
CMakeLists.txt.user
*~
/**/*.xcodeproj/**/xcuserdata/
/**/*.xcodeproj/**/xcshareddata/
/extern/
*.pyc
*.log
================================================
FILE: CMakeLists.txt
================================================
cmake_minimum_required(VERSION 3.1)
project(CMakeDemo)
# Write demo-config.h
message("Generating header file: ${CMAKE_BINARY_DIR}/demo-config.h")
set(DEMO_ENABLE_MULTISAMPLE 0 CACHE BOOL "Enable multisample anti-aliasing")
configure_file(demo-config.h.in "${CMAKE_BINARY_DIR}/demo-config.h")
# Find SDL2 and OpenGL
set(CMAKE_MODULE_PATH "${CMAKE_SOURCE_DIR}/modules")
find_package(SDL2 REQUIRED COMPONENTS main)
if(NOT WIN32)
find_package(OpenGL REQUIRED)
endif()
# Define executable target
include_directories(${SDL2_INCLUDE_DIRS} ${SDL2main_INCLUDE_DIRS} ${OPENGL_INCLUDE_DIR} ${CMAKE_BINARY_DIR})
add_executable(CMakeDemo Main.cpp gl2/Context.cpp)
target_link_libraries(CMakeDemo ${SDL2_LIBS} ${OPENGL_LIBRARIES})
# Copy SDL2 DLLs to output folder on Windows
if(WIN32)
foreach(DLL ${SDL2_DLLS})
add_custom_command(TARGET CMakeDemo POST_BUILD COMMAND
${CMAKE_COMMAND} -E copy_if_different ${DLL} $<TARGET_FILE_DIR:CMakeDemo>)
endforeach()
endif()
================================================
FILE: LICENSE
================================================
Some files in the gl2 folder, used only on Windows, are licensed under
the SGI Free Software B License Version 2.0. For details, see
http://oss.sgi.com/projects/FreeB/
SGI FREE SOFTWARE LICENSE B (Version 2.0, Sept. 18, 2008) Copyright
(C) Silicon Graphics, Inc. All Rights Reserved.
Permission is hereby granted, free of charge, to any person
obtaining a copy of this software and associated documentation files
(the "Software"), to deal in the Software without restriction,
including without limitation the rights to use, copy, modify, merge,
publish, distribute, sublicense, and/or sell copies of the Software,
and to permit persons to whom the Software is furnished to do so,
subject to the following conditions:
The above copyright notice including the dates of first publication
and either this permission notice or a reference to
http://oss.sgi.com/projects/FreeB/ shall be included in all copies or
substantial portions of the Software.
THE SOFTWARE IS PROVIDED "AS IS", WITHOUT WARRANTY OF ANY KIND,
EXPRESS OR IMPLIED, INCLUDING BUT NOT LIMITED TO THE WARRANTIES OF
MERCHANTABILITY, FITNESS FOR A PARTICULAR PURPOSE AND
NONINFRINGEMENT. IN NO EVENT SHALL SILICON GRAPHICS, INC. BE LIABLE
FOR ANY CLAIM, DAMAGES OR OTHER LIABILITY, WHETHER IN AN ACTION OF
CONTRACT, TORT OR OTHERWISE, ARISING FROM, OUT OF OR IN CONNECTION
WITH THE SOFTWARE OR THE USE OR OTHER DEALINGS IN THE SOFTWARE.
Except as contained in this notice, the name of Silicon Graphics,
Inc. shall not be used in advertising or otherwise to promote the
sale, use or other dealings in this Software without prior written
authorization from Silicon Graphics, Inc.
-----------------
Some files in the gl2 folder, used only on Windows, were adapted from SDL2
(src/render/opengles2/SDL_gles2funcs.h).
Simple DirectMedia Layer
Copyright (C) 1997-2016 Sam Lantinga <slouken@libsdl.org>
This software is provided 'as-is', without any express or implied
warranty. In no event will the authors be held liable for any damages
arising from the use of this software.
Permission is granted to anyone to use this software for any purpose,
including commercial applications, and to alter it and redistribute it
freely, subject to the following restrictions:
1. The origin of this software must not be misrepresented; you must not
claim that you wrote the original software. If you use this software
in a product, an acknowledgment in the product documentation would be
appreciated but is not required.
2. Altered source versions must be plainly marked as such, and must not be
misrepresented as being the original software.
3. This notice may not be removed or altered from any source distribution.
-----------------
The rest of the code is free and unencumbered software released into the
public domain.
Anyone is free to copy, modify, publish, use, compile, sell, or
distribute this software, either in source code form or as a compiled
binary, for any purpose, commercial or non-commercial, and by any
means.
In jurisdictions that recognize copyright laws, the author or authors
of this software dedicate any and all copyright interest in the
software to the public domain. We make this dedication for the benefit
of the public at large and to the detriment of our heirs and
successors. We intend this dedication to be an overt act of
relinquishment in perpetuity of all present and future rights to this
software under copyright law.
THE SOFTWARE IS PROVIDED "AS IS", WITHOUT WARRANTY OF ANY KIND,
EXPRESS OR IMPLIED, INCLUDING BUT NOT LIMITED TO THE WARRANTIES OF
MERCHANTABILITY, FITNESS FOR A PARTICULAR PURPOSE AND NONINFRINGEMENT.
IN NO EVENT SHALL THE AUTHORS BE LIABLE FOR ANY CLAIM, DAMAGES OR
OTHER LIABILITY, WHETHER IN AN ACTION OF CONTRACT, TORT OR OTHERWISE,
ARISING FROM, OUT OF OR IN CONNECTION WITH THE SOFTWARE OR THE USE OR
OTHER DEALINGS IN THE SOFTWARE.
For more information, please refer to <http://unlicense.org>
================================================
FILE: Main.cpp
================================================
#include <SDL.h>
#include <math.h>
#include <assert.h>
#include <vector>
#include <algorithm>
#include "gl2/Context.h"
#include <demo-config.h>
static const float Pi = 3.14159265358979323846f;
//---------------------------------------------------------------------------
// Data structures for the 3D model defined at the end of this file
//---------------------------------------------------------------------------
struct VertexPN {
GLfloat pos[3];
GLfloat normal[3];
};
struct VertexGroup {
GLfloat color[3];
VertexPN* vertices;
GLsizeiptr numVertices;
GLushort* indices;
GLsizeiptr numIndices;
};
extern VertexGroup vertexGroups[];
struct IndexedVBO {
const VertexGroup* group;
GLuint vboID;
GLuint indexBufferID;
};
//---------------------------------------------------------------------------
// Bare bones matrix class
//---------------------------------------------------------------------------
struct Float4x4 {
GLfloat col[4][4];
Float4x4 operator*(const Float4x4& arg) const {
Float4x4 result;
for (int c = 0; c < 4; c++) {
for (int r = 0; r < 4; r++) {
result.col[c][r] = 0;
for (int i = 0; i < 4; i++) {
result.col[c][r] += col[i][r] * arg.col[c][i];
}
}
}
return result;
}
};
Float4x4 makeProjection(float width, float height, float fovY, float near, float far) {
Float4x4 result;
memset(&result, 0, sizeof(result));
float ooZRange = 1 / (near - far);
float linearHalfFovy = tan(fovY * 0.5f);
float linearHalfFovx = linearHalfFovy * width / height;
result.col[0][0] = 1.f / linearHalfFovx;
result.col[1][1] = 1.f / linearHalfFovy;
result.col[2][2] = (near + far) * ooZRange;
result.col[2][3] = -1.f;
result.col[3][2] = (2 * near * far) * ooZRange;
return result;
}
//---------------------------------------------------------------------------
// AppState: Initializes & shuts down SDL
//---------------------------------------------------------------------------
class AppState {
public:
SDL_Window* m_sdlWindow;
SDL_GLContext m_sdlGLContextDrawing;
int m_renderWidth;
int m_renderHeight;
AppState() {
// Initial values
m_sdlWindow = NULL;
m_sdlGLContextDrawing = NULL;
m_renderWidth = 0;
m_renderHeight = 0;
// Initialize SDL
int rc = SDL_Init(SDL_INIT_VIDEO);
assert(rc >= 0);
(void) rc;
// Set SDL GL attributes
SDL_GL_SetAttribute(SDL_GL_CONTEXT_MAJOR_VERSION, 2);
SDL_GL_SetAttribute(SDL_GL_CONTEXT_MINOR_VERSION, 0);
SDL_GL_SetAttribute(SDL_GL_CONTEXT_FLAGS, SDL_GL_CONTEXT_DEBUG_FLAG);
#if DEMO_ENABLE_MULTISAMPLE
SDL_GL_SetAttribute(SDL_GL_MULTISAMPLEBUFFERS, 1);
SDL_GL_SetAttribute(SDL_GL_MULTISAMPLESAMPLES, 2);
#endif
// Create SDL window
m_sdlWindow = SDL_CreateWindow("CMakeDemo", SDL_WINDOWPOS_UNDEFINED, SDL_WINDOWPOS_UNDEFINED, 640, 440, SDL_WINDOW_OPENGL);
assert(m_sdlWindow);
SDL_ShowWindow(m_sdlWindow);
// Create SDL GL context
m_sdlGLContextDrawing = SDL_GL_CreateContext(m_sdlWindow);
assert(m_sdlGLContextDrawing);
SDL_GL_MakeCurrent(m_sdlWindow, m_sdlGLContextDrawing);
SDL_GL_SetSwapInterval(1);
#ifdef _WIN32
// Initialize GLES2 function table
glFuncTable.initialize();
#endif
// Get render buffer width/height
SDL_GL_GetDrawableSize(m_sdlWindow, &m_renderWidth, &m_renderHeight);
// Log GL driver info
SDL_Log("Vendor : %s\n", GL_NO_CHECK(GetString(GL_VENDOR)));
SDL_Log("Renderer : %s\n", GL_NO_CHECK(GetString(GL_RENDERER)));
SDL_Log("Version : %s\n", GL_NO_CHECK(GetString(GL_VERSION)));
SDL_Log("Extensions : %s\n", GL_NO_CHECK(GetString(GL_EXTENSIONS)));
SDL_Log("\n");
}
~AppState() {
SDL_GL_MakeCurrent(NULL, NULL);
SDL_DestroyWindow(m_sdlWindow);
SDL_GL_DeleteContext(m_sdlGLContextDrawing);
SDL_Quit();
}
};
//---------------------------------------------------------------------------
// View: Manages the stuff to be rendered
//---------------------------------------------------------------------------
class View {
public:
AppState* m_appState;
// GL resources
GLuint m_shaderID;
GLint m_vertPositionAttrib;
GLint m_vertNormalAttrib;
GLint m_modelToCameraAttrib;
GLint m_cameraToViewportAttrib;
GLint m_colorAttrib;
std::vector<IndexedVBO> m_indexedVBOs;
// Runtime state
float m_pitch;
float m_yaw;
float m_rotationRate;
float m_rotationRateTarget;
View(AppState *appState) : m_appState(appState) {
// Initial values
m_shaderID = 0;
m_vertPositionAttrib = 0;
m_vertNormalAttrib = 0;
m_modelToCameraAttrib = 0;
m_cameraToViewportAttrib = 0;
m_colorAttrib = 0;
m_pitch = -0.23f;
m_yaw = -0.18f;
m_rotationRate = 0;
m_rotationRateTarget = 0.8f;
// Compile vertex shader
GLuint vertexShader = GL_NO_CHECK(CreateShader(GL_VERTEX_SHADER));
assert(GL_NO_CHECK(GetError()) == GL_NO_ERROR);
const GLchar* vertexShaderSource =
"attribute vec3 vertPosition;\n"
"attribute vec3 vertNormal;\n"
"uniform mat4 modelToCamera;\n"
"uniform mat4 cameraToViewport;\n"
"varying vec3 fragNormal\n;"
"\n"
"void main() {\n"
" fragNormal = vec3(modelToCamera * vec4(vertNormal, 0.0));\n"
" gl_Position = cameraToViewport * (modelToCamera * vec4(vertPosition, 1.0));\n"
"}\n";
GL_CHECK(ShaderSource(vertexShader, 1, &vertexShaderSource, NULL));
GL_CHECK(CompileShader(vertexShader));
GLint status;
GL_CHECK(GetShaderiv(vertexShader, GL_COMPILE_STATUS, &status));
if (status != GL_TRUE) {
GLint lengthIncludingNullTerm;
GL_CHECK(GetShaderiv(vertexShader, GL_INFO_LOG_LENGTH, &lengthIncludingNullTerm));
if (lengthIncludingNullTerm > 0) {
char* buf = new char[lengthIncludingNullTerm];
GL_CHECK(GetShaderInfoLog(vertexShader, lengthIncludingNullTerm, NULL, buf));
SDL_Log("Error compiling vertex shader:\n%s\n", buf);
delete[] buf;
}
abort();
}
// Compile fragment shader
GLuint fragmentShader = GL_NO_CHECK(CreateShader(GL_FRAGMENT_SHADER));
assert(GL_NO_CHECK(GetError()) == GL_NO_ERROR);
const GLchar* fragmentShaderSource =
"varying vec3 fragNormal;\n"
"uniform vec3 color;\n"
"vec3 lightDir = normalize(vec3(1.0, -1.0, -0.5));\n"
"\n"
"void main() {\n"
" vec3 fn = normalize(fragNormal);\n"
" float d = (dot(-fn, lightDir) * 0.5 + 0.5) * 1.8 + 0.07;\n"
" vec3 reflect = lightDir - fn * (dot(fn, lightDir) * 2.0);\n"
" float spec = pow(max(reflect.z, 0.0), 15.0) * 5.0;\n"
" vec3 linear = color * d + vec3(spec);\n"
" vec3 toneMapped = linear / (vec3(1.0) + linear);\n"
" vec3 sRGB = pow(toneMapped, vec3(0.4545454545));\n"
" gl_FragColor = vec4(sRGB, 1.0);\n"
"}\n";
GL_CHECK(ShaderSource(fragmentShader, 1, &fragmentShaderSource, NULL));
GL_CHECK(CompileShader(fragmentShader));
GL_CHECK(GetShaderiv(fragmentShader, GL_COMPILE_STATUS, &status));
if (status != GL_TRUE) {
GLint lengthIncludingNullTerm;
GL_CHECK(GetShaderiv(fragmentShader, GL_INFO_LOG_LENGTH, &lengthIncludingNullTerm));
if (lengthIncludingNullTerm > 0) {
char* buf = new char[lengthIncludingNullTerm];
GL_CHECK(GetShaderInfoLog(fragmentShader, lengthIncludingNullTerm, NULL, buf));
SDL_Log("Error compiling fragment shader:\n%s\n", buf);
delete[] buf;
}
abort();
}
// Link shader program
m_shaderID = GL_NO_CHECK(CreateProgram());
GL_CHECK(AttachShader(m_shaderID, vertexShader));
GL_CHECK(AttachShader(m_shaderID, fragmentShader));
GL_CHECK(LinkProgram(m_shaderID));
GL_CHECK(ValidateProgram(m_shaderID));
GL_CHECK(GetProgramiv(m_shaderID, GL_VALIDATE_STATUS, &status));
assert(status == GL_TRUE);
// Destroy intermediate compiled shaders
GL_CHECK(DetachShader(m_shaderID, vertexShader));
GL_CHECK(DetachShader(m_shaderID, fragmentShader));
GL_CHECK(DeleteShader(vertexShader));
GL_CHECK(DeleteShader(fragmentShader));
// Get shader program's vertex attribute and uniform locations
m_vertPositionAttrib = GL_NO_CHECK(GetAttribLocation(m_shaderID, "vertPosition"));
assert(m_vertPositionAttrib >= 0);
m_vertNormalAttrib = GL_NO_CHECK(GetAttribLocation(m_shaderID, "vertNormal"));
assert(m_vertNormalAttrib >= 0);
m_modelToCameraAttrib = GL_NO_CHECK(GetUniformLocation(m_shaderID, "modelToCamera"));
assert(m_modelToCameraAttrib >= 0);
m_cameraToViewportAttrib = GL_NO_CHECK(GetUniformLocation(m_shaderID, "cameraToViewport"));
assert(m_cameraToViewportAttrib >= 0);
m_colorAttrib = GL_NO_CHECK(GetUniformLocation(m_shaderID, "color"));
assert(m_colorAttrib >= 0);
// Create VBOs and index buffers
for (const VertexGroup* g = vertexGroups; g->vertices != NULL; g++) {
IndexedVBO indexedVBO;
indexedVBO.group = g;
// Create VBO
GL_CHECK(GenBuffers(1, &indexedVBO.vboID));
GL_CHECK(BindBuffer(GL_ARRAY_BUFFER, indexedVBO.vboID));
GL_CHECK(BufferData(GL_ARRAY_BUFFER, g->numVertices * sizeof(VertexPN), g->vertices, GL_STATIC_DRAW));
// Create index buffer
GL_CHECK(GenBuffers(1, &indexedVBO.indexBufferID));
GL_CHECK(BindBuffer(GL_ARRAY_BUFFER, indexedVBO.indexBufferID));
GL_CHECK(BufferData(GL_ARRAY_BUFFER, g->numIndices * sizeof(GLushort), g->indices, GL_STATIC_DRAW));
m_indexedVBOs.push_back(indexedVBO);
}
}
~View() {
for (size_t i = 0; i < m_indexedVBOs.size(); i++) {
GL_CHECK(DeleteBuffers(1, &m_indexedVBOs[i].indexBufferID));
GL_CHECK(DeleteBuffers(1, &m_indexedVBOs[i].vboID));
}
GL_CHECK(DeleteProgram(m_shaderID));
}
void update() {
// Increment rotation
m_rotationRate = 0.8f * m_rotationRate + 0.2f * m_rotationRateTarget;
m_yaw += m_rotationRate / 60.f;
// Clear viewport
GL_CHECK(Viewport(0, 0, (GLsizei) m_appState->m_renderWidth, (GLsizei) m_appState->m_renderHeight));
GL_CHECK(ClearColor(0.9f, 0.9f, 0.9f, 1));
GL_CHECK(Clear(GL_COLOR_BUFFER_BIT | GL_DEPTH_BUFFER_BIT | GL_STENCIL_BUFFER_BIT));
// Disable alpha blend
GL_CHECK(Disable(GL_BLEND));
// Enable depth test
GL_CHECK(Enable(GL_DEPTH_TEST));
GL_CHECK(DepthMask(GL_TRUE));
// Enable face culling
GL_CHECK(Enable(GL_CULL_FACE));
GL_CHECK(CullFace(GL_BACK));
GL_CHECK(FrontFace(GL_CCW));
// Calculate transformation matrics
Float4x4 w2c = {{{1, 0, 0, 0},
{0, 0, -1, 0},
{0, 1, 0, 0},
{0, 0, 0, 1}}};
Float4x4 yRot = {{{cosf(m_yaw), sinf(m_yaw), 0, 0},
{-sinf(m_yaw), cosf(m_yaw), 0, 0},
{0, 0, 1, 0},
{0, 0, 0, 1}}};
Float4x4 xRot = {{{1, 0, 0, 0},
{0, cosf(m_pitch), sinf(m_pitch), 0},
{0, -sinf(m_pitch), cosf(m_pitch), 0},
{0, 0, 0, 1}}};
Float4x4 m2w = xRot * yRot;
m2w.col[3][1] = 3.5f; // Set translation
Float4x4 modelToCamera = w2c * m2w;
Float4x4 cameraToViewport = makeProjection((float) m_appState->m_renderWidth, (float) m_appState->m_renderHeight, 30.f * Pi / 180.f, 0.1f, 10.f);
// Set shader and common uniforms
GL_CHECK(UseProgram(m_shaderID));
GL_CHECK(UniformMatrix4fv(m_modelToCameraAttrib, 1, GL_FALSE, (GLfloat*) &modelToCamera));
GL_CHECK(UniformMatrix4fv(m_cameraToViewportAttrib, 1, GL_FALSE, (GLfloat*) &cameraToViewport));
// Iterate over VBOs
for (size_t i = 0; i < m_indexedVBOs.size(); i++) {
// Set remaining uniforms and vertex attributes
const IndexedVBO& indexedVBO = m_indexedVBOs[i];
GL_CHECK(Uniform3fv(m_colorAttrib, 1, indexedVBO.group->color));
GL_CHECK(BindBuffer(GL_ARRAY_BUFFER, indexedVBO.vboID));
GL_CHECK(EnableVertexAttribArray(m_vertPositionAttrib));
GL_CHECK(VertexAttribPointer(m_vertPositionAttrib, 3, GL_FLOAT, GL_FALSE, (GLsizei) sizeof(VertexPN), (GLvoid*) offsetof(VertexPN, pos)));
GL_CHECK(EnableVertexAttribArray(m_vertNormalAttrib));
GL_CHECK(VertexAttribPointer(m_vertNormalAttrib, 3, GL_FLOAT, GL_FALSE, (GLsizei) sizeof(VertexPN), (GLvoid*) offsetof(VertexPN, normal)));
// Draw this VBO
GL_CHECK(BindBuffer(GL_ELEMENT_ARRAY_BUFFER, indexedVBO.indexBufferID));
GL_CHECK(DrawElements(GL_TRIANGLES, (GLsizei) indexedVBO.group->numIndices, GL_UNSIGNED_SHORT, (void*) 0));
}
// Present framebuffer
SDL_GL_SwapWindow(m_appState->m_sdlWindow);
}
};
//---------------------------------------------------------------------------
// Main loop
//---------------------------------------------------------------------------
int main(int argc, char *argv[]) {
// Initialize
AppState* appState = new AppState;
View* view = new View(appState);
// Main loop
Uint32 lastTick = SDL_GetTicks();
bool running = true;
while (running) {
Uint32 now = SDL_GetTicks();
if (now - lastTick < 16) {
SDL_Delay(16 - (now - lastTick));
now = SDL_GetTicks();
}
lastTick = now;
// Handle SDL events
SDL_Event event;
while (SDL_PollEvent(&event)) {
switch (event.type) {
case SDL_MOUSEBUTTONDOWN:
case SDL_MOUSEBUTTONUP: {
if (event.button.button == SDL_BUTTON_LEFT) {
view->m_rotationRateTarget = (event.type == SDL_MOUSEBUTTONDOWN) ? 0.f : 0.8f;
}
break;
}
case SDL_MOUSEMOTION: {
if ((event.motion.state & SDL_BUTTON_LMASK) != 0) {
view->m_yaw += event.motion.xrel * 0.01f;
view->m_pitch += event.motion.yrel * 0.01f;
view->m_pitch = std::max(std::min(view->m_pitch, Pi / 2), -Pi / 2);
}
break;
}
case SDL_WINDOWEVENT: {
if (event.window.event == SDL_WINDOWEVENT_CLOSE) {
running = false;
}
break;
}
}
}
// Update the view
if (running) {
view->update();
}
}
// Shutdown
delete view;
delete appState;
return 0;
}
//---------------------------------------------------------------------------
// 3D model data
//---------------------------------------------------------------------------
VertexPN vertexList0[] = {
{{0.65209f, -0.04406f, 0.02708f}, {0.00000f, -1.00000f, 0.00001f}},
{{0.70355f, -0.04406f, 0.03111f}, {0.00001f, -1.00000f, -0.00000f}},
{{0.65388f, -0.04406f, 0.03008f}, {-0.00001f, -1.00000f, 0.00003f}},
{{0.92321f, -0.04406f, 0.06568f}, {0.00001f, -1.00000f, -0.00001f}},
{{0.86943f, -0.04406f, 0.04357f}, {0.00002f, -1.00000f, 0.00000f}},
{{0.91667f, -0.04406f, 0.04581f}, {0.00002f, -1.00000f, 0.00001f}},
{{0.28724f, 0.04406f, 0.00231f}, {-0.00002f, 1.00000f, -0.00001f}},
{{0.30123f, 0.04406f, 0.01810f}, {-0.00002f, 1.00000f, 0.00001f}},
{{0.32611f, 0.04406f, -0.00809f}, {-0.00002f, 1.00000f, 0.00000f}},
{{1.06237f, -0.04406f, 0.08410f}, {0.00002f, -1.00000f, -0.00001f}},
{{1.06330f, -0.04406f, 0.07408f}, {0.00000f, -1.00000f, -0.00001f}},
{{1.10665f, -0.04406f, 0.08939f}, {-0.00002f, -1.00000f, -0.00001f}},
{{0.92321f, 0.04406f, 0.06568f}, {-0.00001f, 1.00000f, -0.00000f}},
{{0.86943f, 0.04406f, 0.04357f}, {0.00001f, 1.00000f, 0.00000f}},
{{0.87534f, 0.04406f, 0.06245f}, {-0.00002f, 1.00000f, 0.00001f}},
{{1.06330f, 0.04406f, 0.07408f}, {0.00000f, 1.00000f, -0.00001f}},
{{1.10665f, 0.04406f, 0.08939f}, {0.00002f, 1.00000f, 0.00002f}},
{{1.10824f, 0.04406f, 0.07248f}, {0.00001f, 1.00000f, -0.00000f}},
{{-0.51318f, 0.04406f, 0.07805f}, {0.00000f, 1.00000f, 0.00000f}},
{{-0.51534f, 0.04406f, 0.05663f}, {0.00002f, 1.00000f, -0.00001f}},
{{-0.56726f, 0.04406f, 0.07270f}, {0.00002f, 1.00000f, -0.00000f}},
{{0.42895f, 0.04406f, -0.04959f}, {0.00001f, 1.00000f, -0.00003f}},
{{0.42827f, 0.04406f, -0.06299f}, {-0.00002f, 1.00000f, 0.00002f}},
{{0.42158f, 0.04406f, -0.05718f}, {-0.00002f, 1.00000f, 0.00002f}},
{{0.70355f, 0.04406f, 0.03111f}, {-0.00000f, 1.00000f, -0.00000f}},
{{0.74005f, 0.04406f, -0.10639f}, {0.00002f, 1.00000f, 0.00001f}},
{{0.65209f, 0.04406f, 0.02708f}, {-0.00001f, 1.00000f, -0.00001f}},
{{0.01927f, 0.04406f, 0.01418f}, {-0.00001f, 1.00000f, 0.00001f}},
{{0.15078f, 0.04406f, 0.18074f}, {0.00002f, 1.00000f, 0.00001f}},
{{-0.00693f, 0.04406f, -0.10639f}, {-0.00003f, 1.00000f, 0.00001f}},
{{-0.29899f, 0.03890f, -0.10095f}, {0.57682f, 0.68457f, -0.44570f}},
{{-0.30398f, 0.04406f, -0.05022f}, {-0.00004f, 1.00000f, 0.00001f}},
{{-0.28800f, 0.03890f, -0.02770f}, {0.35328f, 0.79194f, 0.49802f}},
{{-0.29431f, 0.02644f, -0.10457f}, {0.77428f, 0.20630f, -0.59828f}},
{{-0.28138f, 0.02644f, -0.01836f}, {0.97860f, 0.14421f, -0.14679f}},
{{-0.31827f, 0.03890f, -0.10920f}, {0.25158f, 0.70216f, -0.66610f}},
{{-0.31028f, 0.04406f, -0.09223f}, {0.00000f, 1.00000f, 0.00003f}},
{{-0.31645f, 0.02644f, -0.11403f}, {0.34660f, 0.19424f, -0.91768f}},
{{-0.33599f, 0.03890f, -0.11503f}, {0.19532f, 0.70243f, -0.68443f}},
{{-0.32268f, 0.04406f, -0.09753f}, {0.00001f, 1.00000f, 0.00003f}},
{{-0.33457f, 0.02644f, -0.12000f}, {0.26919f, 0.19428f, -0.94329f}},
{{-0.35469f, 0.03890f, -0.11956f}, {0.14144f, 0.70274f, -0.69724f}},
{{-0.33941f, 0.04406f, -0.10304f}, {0.00003f, 1.00000f, -0.00002f}},
{{-0.35366f, 0.02644f, -0.12463f}, {0.19502f, 0.19433f, -0.96136f}},
{{-0.37437f, 0.03890f, -0.12279f}, {0.09075f, 0.70306f, -0.70532f}},
{{-0.35717f, 0.04406f, -0.10734f}, {0.00002f, 1.00000f, 0.00001f}},
{{-0.37371f, 0.02644f, -0.12792f}, {0.12518f, 0.19438f, -0.97291f}},
{{-0.39502f, 0.03890f, -0.12473f}, {0.04370f, 0.70338f, -0.70947f}},
{{-0.37596f, 0.04406f, -0.11043f}, {0.00005f, 1.00000f, 0.00002f}},
{{-0.39470f, 0.02644f, -0.12988f}, {0.06030f, 0.19443f, -0.97906f}},
{{-0.41671f, 0.03890f, -0.12537f}, {-0.00893f, 0.70222f, -0.71191f}},
{{-0.39579f, 0.04406f, -0.11228f}, {0.00006f, 1.00000f, 0.00001f}},
{{-0.41678f, 0.02644f, -0.13054f}, {-0.01231f, 0.19425f, -0.98088f}},
{{-0.44433f, 0.03890f, -0.12385f}, {-0.08296f, 0.70015f, -0.70916f}},
{{-0.41656f, 0.04406f, -0.11290f}, {-0.00006f, 1.00000f, 0.00001f}},
{{-0.44493f, 0.02644f, -0.12899f}, {-0.11398f, 0.19397f, -0.97436f}},
{{-0.46978f, 0.03890f, -0.11927f}, {-0.17607f, 0.69922f, -0.69289f}},
{{-0.44288f, 0.04406f, -0.11145f}, {0.00002f, 1.00000f, -0.00001f}},
{{-0.47106f, 0.02644f, -0.12429f}, {-0.24162f, 0.19386f, -0.95081f}},
{{-0.49298f, 0.03890f, -0.11160f}, {-0.27754f, 0.69843f, -0.65967f}},
{{-0.46671f, 0.04406f, -0.10717f}, {0.00002f, 1.00000f, -0.00000f}},
{{-0.49499f, 0.02644f, -0.11637f}, {-0.38045f, 0.19378f, -0.90427f}},
{{-0.51388f, 0.03890f, -0.10080f}, {-0.38064f, 0.69795f, -0.60661f}},
{{-0.48813f, 0.04406f, -0.10007f}, {0.00002f, 1.00000f, -0.00000f}},
{{-0.51663f, 0.02644f, -0.10519f}, {-0.52144f, 0.19373f, -0.83100f}},
{{-0.53240f, 0.03890f, -0.08689f}, {-0.47649f, 0.69790f, -0.53468f}},
{{-0.50723f, 0.04406f, -0.09021f}, {0.00001f, 1.00000f, -0.00003f}},
{{-0.53585f, 0.02644f, -0.09076f}, {-0.65271f, 0.19373f, -0.73242f}},
{{-0.54850f, 0.03890f, -0.06992f}, {-0.55727f, 0.69827f, -0.44930f}},
{{-0.52408f, 0.04406f, -0.07756f}, {0.00001f, 1.00000f, -0.00002f}},
{{-0.55253f, 0.02644f, -0.07317f}, {-0.76374f, 0.19376f, -0.61576f}},
{{-0.56177f, 0.03890f, -0.05046f}, {-0.62174f, 0.69832f, -0.35468f}},
{{-0.53877f, 0.04406f, -0.06207f}, {0.00004f, 1.00000f, -0.00004f}},
{{-0.56626f, 0.02644f, -0.05302f}, {-0.85214f, 0.19377f, -0.48612f}},
{{-0.57179f, 0.03890f, -0.02909f}, {-0.66937f, 0.69856f, -0.25291f}},
{{-0.55091f, 0.04406f, -0.04426f}, {0.00001f, 1.00000f, -0.00002f}},
{{-0.57663f, 0.02644f, -0.03092f}, {-0.91772f, 0.19379f, -0.34674f}},
{{-0.57857f, 0.03890f, -0.00586f}, {-0.69896f, 0.69912f, -0.15059f}},
{{-0.56010f, 0.04406f, -0.02467f}, {0.00000f, 1.00000f, -0.00006f}},
{{-0.58362f, 0.02644f, -0.00695f}, {-0.95903f, 0.19385f, -0.20663f}},
{{-0.58211f, 0.03890f, 0.01917f}, {-0.71214f, 0.69991f, -0.05460f}},
{{-0.56635f, 0.04406f, -0.00323f}, {0.00001f, 1.00000f, -0.00010f}},
{{-0.58726f, 0.02644f, 0.01877f}, {-0.97814f, 0.19394f, -0.07499f}},
{{-0.58244f, 0.03890f, 0.04597f}, {-0.71272f, 0.70076f, 0.03088f}},
{{-0.56966f, 0.04406f, 0.02012f}, {-0.00000f, 1.00000f, -0.00002f}},
{{-0.58761f, 0.02644f, 0.04620f}, {-0.98007f, 0.19404f, 0.04247f}},
{{-0.57960f, 0.03890f, 0.07456f}, {-0.70488f, 0.70132f, 0.10628f}},
{{-0.56997f, 0.04406f, 0.04543f}, {-0.00000f, 1.00000f, -0.00002f}},
{{-0.58471f, 0.02644f, 0.07533f}, {-0.97001f, 0.19412f, 0.14626f}},
{{-0.57338f, 0.03890f, 0.10523f}, {-0.69023f, 0.70087f, 0.17990f}},
{{-0.57838f, 0.02643f, 0.10654f}, {-0.94928f, 0.19406f, 0.24742f}},
{{-0.56419f, 0.03890f, 0.13394f}, {-0.66582f, 0.70047f, 0.25697f}},
{{-0.56130f, 0.04406f, 0.10208f}, {-0.00001f, 1.00000f, -0.00002f}},
{{-0.56901f, 0.02643f, 0.13580f}, {-0.91520f, 0.19401f, 0.35322f}},
{{-0.55203f, 0.03890f, 0.16067f}, {-0.63057f, 0.70020f, 0.33480f}},
{{-0.55254f, 0.04406f, 0.12945f}, {0.00001f, 1.00000f, -0.00002f}},
{{-0.55660f, 0.02643f, 0.16309f}, {-0.86645f, 0.19397f, 0.46004f}},
{{-0.53690f, 0.03890f, 0.18538f}, {-0.58475f, 0.70012f, 0.40975f}},
{{-0.54100f, 0.04406f, 0.15481f}, {-0.00001f, 1.00000f, -0.00002f}},
{{-0.54114f, 0.02643f, 0.18835f}, {-0.80340f, 0.19396f, 0.56297f}},
{{-0.51882f, 0.03890f, 0.20806f}, {-0.53004f, 0.70023f, 0.47826f}},
{{-0.52668f, 0.04406f, 0.17822f}, {-0.00002f, 1.00000f, -0.00006f}},
{{-0.52266f, 0.02643f, 0.21152f}, {-0.72834f, 0.19398f, 0.65719f}},
{{-0.49780f, 0.03890f, 0.22867f}, {-0.46962f, 0.70059f, 0.53724f}},
{{-0.50955f, 0.04406f, 0.19969f}, {-0.00002f, 1.00000f, -0.00000f}},
{{-0.50121f, 0.02643f, 0.23257f}, {-0.64563f, 0.19402f, 0.73859f}},
{{-0.47470f, 0.03890f, 0.24663f}, {-0.40424f, 0.70045f, 0.58818f}},
{{-0.48959f, 0.04406f, 0.21928f}, {-0.00002f, 1.00000f, -0.00000f}},
{{-0.47763f, 0.02643f, 0.25089f}, {-0.55564f, 0.19400f, 0.80847f}},
{{-0.45034f, 0.03890f, 0.26135f}, {-0.33095f, 0.70018f, 0.63263f}},
{{-0.46763f, 0.04406f, 0.23635f}, {-0.00000f, 1.00000f, -0.00003f}},
{{-0.45274f, 0.02643f, 0.26593f}, {-0.45473f, 0.19397f, 0.86925f}},
{{-0.42473f, 0.03890f, 0.27281f}, {-0.25035f, 0.70008f, 0.66874f}},
{{-0.44456f, 0.04406f, 0.25029f}, {-0.00001f, 1.00000f, -0.00002f}},
{{-0.42654f, 0.02643f, 0.27765f}, {-0.34394f, 0.19396f, 0.91874f}},
{{-0.39788f, 0.03890f, 0.28099f}, {-0.16589f, 0.70018f, 0.69443f}},
{{-0.42035f, 0.04406f, 0.26111f}, {-0.00002f, 1.00000f, -0.00001f}},
{{-0.39908f, 0.02643f, 0.28602f}, {-0.22794f, 0.19397f, 0.95416f}},
{{-0.36983f, 0.03890f, 0.28589f}, {-0.08151f, 0.70046f, 0.70902f}},
{{-0.39498f, 0.04406f, 0.26885f}, {-0.00002f, 1.00000f, 0.00001f}},
{{-0.37042f, 0.02643f, 0.29103f}, {-0.11204f, 0.19401f, 0.97458f}},
{{-0.34069f, 0.03890f, 0.28752f}, {-0.01116f, 0.70246f, 0.71164f}},
{{-0.36840f, 0.04406f, 0.27349f}, {-0.00002f, 1.00000f, 0.00001f}},
{{-0.34077f, 0.02643f, 0.29269f}, {-0.01539f, 0.19428f, 0.98082f}},
{{-0.32212f, 0.03890f, 0.28707f}, {0.03645f, 0.70393f, 0.70933f}},
{{-0.34049f, 0.04406f, 0.27505f}, {-0.00002f, 1.00000f, -0.00002f}},
{{-0.32185f, 0.02643f, 0.29223f}, {0.05035f, 0.19452f, 0.97961f}},
{{-0.30480f, 0.03890f, 0.28571f}, {0.07733f, 0.70350f, 0.70648f}},
{{-0.32276f, 0.04406f, 0.27462f}, {-0.00002f, 1.00000f, 0.00001f}},
{{-0.30424f, 0.02643f, 0.29084f}, {0.10674f, 0.19445f, 0.97509f}},
{{-0.28865f, 0.03890f, 0.28344f}, {0.12377f, 0.70301f, 0.70033f}},
{{-0.30616f, 0.04406f, 0.27332f}, {0.00006f, 1.00000f, 0.00001f}},
{{-0.28775f, 0.02643f, 0.28852f}, {0.17071f, 0.19437f, 0.96596f}},
{{-0.27365f, 0.03890f, 0.28024f}, {0.17622f, 0.70245f, 0.68957f}},
{{-0.29082f, 0.04406f, 0.27116f}, {-0.00002f, 1.00000f, 0.00000f}},
{{-0.27237f, 0.02643f, 0.28525f}, {0.24287f, 0.19428f, 0.95040f}},
{{-0.25981f, 0.03890f, 0.27611f}, {0.23481f, 0.70185f, 0.67250f}},
{{-0.27674f, 0.04406f, 0.26816f}, {-0.00002f, 1.00000f, 0.00001f}},
{{-0.25811f, 0.02643f, 0.28098f}, {0.32337f, 0.19419f, 0.92613f}},
{{-0.24342f, 0.03890f, 0.26953f}, {0.62333f, 0.69569f, 0.35705f}},
{{-0.26392f, 0.04406f, 0.26433f}, {-0.00002f, 1.00000f, 0.00001f}},
{{-0.23771f, 0.02643f, 0.27280f}, {0.84629f, 0.22090f, 0.48476f}},
{{-0.25484f, 0.03890f, 0.19339f}, {0.28614f, 0.75047f, -0.59574f}},
{{-0.25720f, 0.04406f, 0.26163f}, {-0.00002f, 1.00000f, 0.00001f}},
{{-0.25086f, 0.02643f, 0.18511f}, {0.97669f, 0.15689f, -0.14650f}},
{{-0.27376f, 0.03890f, 0.20438f}, {-0.32051f, 0.71371f, -0.62281f}},
{{-0.26444f, 0.04406f, 0.21338f}, {0.00001f, 1.00000f, 0.00002f}},
{{-0.27612f, 0.02643f, 0.19979f}, {-0.44866f, 0.19654f, -0.87182f}},
{{-0.25086f, 0.02643f, 0.18511f}, {-0.49617f, 0.15689f, -0.85393f}},
{{-0.28617f, 0.03890f, 0.20999f}, {-0.25559f, 0.71365f, -0.65221f}},
{{-0.26805f, 0.04406f, 0.21548f}, {0.00001f, 1.00000f, -0.00003f}},
{{-0.28806f, 0.02643f, 0.20518f}, {-0.35775f, 0.19653f, -0.91290f}},
{{-0.29922f, 0.03890f, 0.21435f}, {-0.18927f, 0.71346f, -0.67465f}},
{{-0.28162f, 0.04406f, 0.22161f}, {0.00001f, 1.00000f, -0.00002f}},
{{-0.30062f, 0.02643f, 0.20938f}, {-0.26485f, 0.19648f, -0.94406f}},
{{-0.31292f, 0.03890f, 0.21748f}, {-0.12355f, 0.71316f, -0.69003f}},
{{-0.29585f, 0.04406f, 0.22637f}, {0.00009f, 1.00000f, -0.00002f}},
{{-0.31383f, 0.02643f, 0.21239f}, {-0.17282f, 0.19641f, -0.96517f}},
{{-0.32729f, 0.03890f, 0.21936f}, {-0.06022f, 0.71277f, -0.69881f}},
{{-0.31072f, 0.04406f, 0.22976f}, {0.00002f, 1.00000f, -0.00000f}},
{{-0.32773f, 0.02643f, 0.21421f}, {-0.08418f, 0.19632f, -0.97692f}},
{{-0.34229f, 0.03890f, 0.21999f}, {0.00447f, 0.71331f, -0.70084f}},
{{-0.32622f, 0.04406f, 0.23179f}, {0.00002f, 1.00000f, -0.00000f}},
{{-0.34226f, 0.02643f, 0.21482f}, {0.00625f, 0.19645f, -0.98049f}},
{{-0.36229f, 0.03890f, 0.21890f}, {0.07851f, 0.71465f, -0.69506f}},
{{-0.34237f, 0.04406f, 0.23246f}, {0.00002f, 1.00000f, 0.00002f}},
{{-0.36171f, 0.02643f, 0.21376f}, {0.11004f, 0.19678f, -0.97425f}},
{{-0.38123f, 0.03890f, 0.21564f}, {0.16067f, 0.71515f, -0.68025f}},
{{-0.36369f, 0.04406f, 0.23130f}, {0.00002f, 1.00000f, 0.00003f}},
{{-0.38004f, 0.02643f, 0.21060f}, {0.22537f, 0.19690f, -0.95417f}},
{{-0.39915f, 0.03890f, 0.21022f}, {0.24413f, 0.71542f, -0.65465f}},
{{-0.38410f, 0.04406f, 0.22779f}, {0.00002f, 1.00000f, -0.00002f}},
{{-0.39735f, 0.02643f, 0.20537f}, {0.34257f, 0.19697f, -0.91861f}},
{{-0.41611f, 0.03890f, 0.20264f}, {0.32503f, 0.71542f, -0.61850f}},
{{-0.40352f, 0.04406f, 0.22192f}, {0.00001f, 1.00000f, 0.00002f}},
{{-0.41370f, 0.02643f, 0.19806f}, {0.45607f, 0.19697f, -0.86787f}},
{{-0.43211f, 0.03890f, 0.19289f}, {0.39968f, 0.71513f, -0.57345f}},
{{-0.42192f, 0.04406f, 0.21369f}, {0.00000f, 1.00000f, 0.00003f}},
{{-0.42916f, 0.02643f, 0.18864f}, {0.56060f, 0.19690f, -0.80434f}},
{{-0.44719f, 0.03890f, 0.18094f}, {0.46619f, 0.71489f, -0.52115f}},
{{-0.43925f, 0.04406f, 0.20313f}, {0.00003f, 1.00000f, -0.00001f}},
{{-0.44374f, 0.02643f, 0.17709f}, {0.65367f, 0.19684f, -0.73074f}},
{{-0.46084f, 0.03890f, 0.16718f}, {0.52564f, 0.71517f, -0.46069f}},
{{-0.45551f, 0.04406f, 0.19025f}, {0.00002f, 1.00000f, -0.00000f}},
{{-0.45695f, 0.02643f, 0.16377f}, {0.73732f, 0.19691f, -0.64621f}},
{{-0.47259f, 0.03890f, 0.15197f}, {0.57834f, 0.71517f, -0.39250f}},
{{-0.47023f, 0.04406f, 0.17541f}, {-0.00001f, 1.00000f, 0.00003f}},
{{-0.46831f, 0.02643f, 0.14907f}, {0.81124f, 0.19691f, -0.55057f}},
{{-0.48246f, 0.03890f, 0.13530f}, {0.62189f, 0.71492f, -0.31959f}},
{{-0.48292f, 0.04406f, 0.15899f}, {0.00000f, 1.00000f, 0.00002f}},
{{-0.47786f, 0.02643f, 0.13294f}, {0.87202f, 0.19684f, -0.44814f}},
{{-0.49046f, 0.03890f, 0.11713f}, {0.65525f, 0.71446f, -0.24537f}},
{{-0.49357f, 0.04406f, 0.14100f}, {0.00002f, 1.00000f, 0.00001f}},
{{-0.48562f, 0.02643f, 0.11531f}, {0.91819f, 0.19673f, -0.34383f}},
{{-0.49660f, 0.03890f, 0.09743f}, {0.67859f, 0.71386f, -0.17298f}},
{{-0.50215f, 0.04406f, 0.12150f}, {0.00000f, 1.00000f, 0.00002f}},
{{-0.49159f, 0.02643f, 0.09616f}, {0.95010f, 0.19658f, -0.24219f}},
{{-0.50084f, 0.03890f, 0.07620f}, {0.69305f, 0.71335f, -0.10402f}},
{{-0.50869f, 0.04406f, 0.10051f}, {0.00002f, 1.00000f, 0.00001f}},
{{-0.49573f, 0.02644f, 0.07544f}, {0.96965f, 0.19646f, -0.14553f}},
{{-0.50287f, 0.03890f, 0.05605f}, {0.69922f, 0.71418f, -0.03218f}},
{{-0.49771f, 0.02644f, 0.05581f}, {0.97943f, 0.19666f, -0.04508f}},
{{-0.50272f, 0.03890f, 0.03744f}, {0.69693f, 0.71539f, 0.05011f}},
{{-0.49756f, 0.02644f, 0.03781f}, {0.97789f, 0.19696f, 0.07031f}},
{{-0.50040f, 0.03890f, 0.02037f}, {0.68266f, 0.71658f, 0.14314f}},
{{-0.51517f, 0.04406f, 0.03654f}, {-0.00001f, 1.00000f, 0.00002f}},
{{-0.49533f, 0.02644f, 0.02143f}, {0.95948f, 0.19727f, 0.20119f}},
{{-0.49595f, 0.03890f, 0.00481f}, {0.65263f, 0.71755f, 0.24329f}},
{{-0.51262f, 0.04406f, 0.01780f}, {-0.00003f, 1.00000f, 0.00001f}},
{{-0.49110f, 0.02644f, 0.00662f}, {0.91855f, 0.19752f, 0.34242f}},
{{-0.48939f, 0.03890f, -0.00929f}, {0.60492f, 0.71807f, 0.34418f}},
{{-0.50766f, 0.04406f, 0.00044f}, {0.00001f, 1.00000f, 0.00002f}},
{{-0.48489f, 0.02644f, -0.00673f}, {0.85201f, 0.19766f, 0.48477f}},
{{-0.48072f, 0.03890f, -0.02199f}, {0.54112f, 0.71793f, 0.43791f}},
{{-0.50026f, 0.04406f, -0.01547f}, {-0.00001f, 1.00000f, 0.00001f}},
{{-0.47669f, 0.02644f, -0.01873f}, {0.76201f, 0.19763f, 0.61667f}},
{{-0.47023f, 0.03890f, -0.03299f}, {0.46224f, 0.71819f, 0.52014f}},
{{-0.49044f, 0.04406f, -0.02986f}, {-0.00001f, 1.00000f, 0.00001f}},
{{-0.46679f, 0.02644f, -0.02912f}, {0.65116f, 0.19769f, 0.73274f}},
{{-0.45825f, 0.03890f, -0.04198f}, {0.37019f, 0.71817f, 0.58922f}},
{{-0.47853f, 0.04406f, -0.04234f}, {-0.00007f, 1.00000f, 0.00005f}},
{{-0.45549f, 0.02644f, -0.03760f}, {0.52149f, 0.19769f, 0.83004f}},
{{-0.44472f, 0.03890f, -0.04899f}, {0.27112f, 0.71754f, 0.64158f}},
{{-0.46490f, 0.04406f, -0.05257f}, {-0.00002f, 1.00000f, -0.00000f}},
{{-0.44271f, 0.02644f, -0.04422f}, {0.38159f, 0.19752f, 0.90298f}},
{{-0.42959f, 0.03890f, -0.05403f}, {0.17294f, 0.71647f, 0.67584f}},
{{-0.44959f, 0.04406f, -0.06051f}, {-0.00001f, 1.00000f, 0.00003f}},
{{-0.42831f, 0.02644f, -0.04902f}, {0.24304f, 0.19724f, 0.94975f}},
{{-0.41281f, 0.03890f, -0.05708f}, {0.08192f, 0.71523f, 0.69407f}},
{{-0.43269f, 0.04406f, -0.06614f}, {-0.00005f, 1.00000f, 0.00002f}},
{{-0.41220f, 0.02644f, -0.05194f}, {0.11492f, 0.19692f, 0.97366f}},
{{-0.39430f, 0.03890f, -0.05811f}, {0.00538f, 0.71325f, 0.70089f}},
{{-0.41427f, 0.04406f, -0.06948f}, {-0.00002f, 1.00000f, -0.00002f}},
{{-0.39426f, 0.02644f, -0.05294f}, {0.00753f, 0.19643f, 0.98049f}},
{{-0.37673f, 0.03890f, -0.05740f}, {-0.05737f, 0.71245f, 0.69937f}},
{{-0.39440f, 0.04406f, -0.07058f}, {-0.00002f, 1.00000f, -0.00001f}},
{{-0.37715f, 0.02644f, -0.05225f}, {-0.08017f, 0.19624f, 0.97727f}},
{{-0.35973f, 0.03890f, -0.05529f}, {-0.11692f, 0.71272f, 0.69163f}},
{{-0.37571f, 0.04406f, -0.06983f}, {0.00005f, 1.00000f, 0.00001f}},
{{-0.36059f, 0.02644f, -0.05019f}, {-0.16344f, 0.19631f, 0.96683f}},
{{-0.34333f, 0.03890f, -0.05177f}, {-0.17792f, 0.71292f, 0.67830f}},
{{-0.35765f, 0.04406f, -0.06759f}, {0.00005f, 1.00000f, 0.00000f}},
{{-0.34464f, 0.02644f, -0.04677f}, {-0.24878f, 0.19635f, 0.94845f}},
{{-0.32754f, 0.03890f, -0.04686f}, {-0.23895f, 0.71302f, 0.65917f}},
{{-0.34017f, 0.04406f, -0.06384f}, {-0.00001f, 1.00000f, -0.00002f}},
{{-0.32930f, 0.02644f, -0.04200f}, {-0.33417f, 0.19638f, 0.92183f}},
{{-0.31232f, 0.03890f, -0.04054f}, {-0.29848f, 0.71301f, 0.63444f}},
{{-0.32328f, 0.04406f, -0.05858f}, {-0.00002f, 1.00000f, -0.00000f}},
{{-0.31452f, 0.02644f, -0.03586f}, {-0.41742f, 0.19638f, 0.88724f}},
{{-0.30701f, 0.04406f, -0.05182f}, {-0.00002f, 1.00000f, 0.00001f}},
{{-0.28138f, 0.02644f, -0.01836f}, {-0.46196f, 0.14421f, 0.87510f}},
{{-0.29431f, -0.02643f, -0.10457f}, {0.77428f, -0.20630f, -0.59828f}},
{{-0.28138f, -0.02643f, -0.01836f}, {0.97860f, -0.14421f, -0.14679f}},
{{-0.31645f, -0.02643f, -0.11403f}, {0.34660f, -0.19424f, -0.91768f}},
{{-0.33457f, -0.02643f, -0.12000f}, {0.26919f, -0.19428f, -0.94329f}},
{{-0.35366f, -0.02643f, -0.12463f}, {0.19502f, -0.19433f, -0.96136f}},
{{-0.37371f, -0.02643f, -0.12792f}, {0.12518f, -0.19438f, -0.97291f}},
{{-0.39470f, -0.02643f, -0.12988f}, {0.06030f, -0.19443f, -0.97906f}},
{{-0.41678f, -0.02643f, -0.13054f}, {-0.01231f, -0.19425f, -0.98088f}},
{{-0.44493f, -0.02643f, -0.12899f}, {-0.11398f, -0.19397f, -0.97436f}},
{{-0.47106f, -0.02643f, -0.12429f}, {-0.24162f, -0.19386f, -0.95081f}},
{{-0.49499f, -0.02643f, -0.11637f}, {-0.38045f, -0.19378f, -0.90427f}},
{{-0.51663f, -0.02643f, -0.10519f}, {-0.52144f, -0.19373f, -0.83100f}},
{{-0.53585f, -0.02643f, -0.09076f}, {-0.65271f, -0.19373f, -0.73242f}},
{{-0.55253f, -0.02643f, -0.07317f}, {-0.76374f, -0.19376f, -0.61576f}},
{{-0.56626f, -0.02643f, -0.05302f}, {-0.85214f, -0.19376f, -0.48612f}},
{{-0.57663f, -0.02643f, -0.03092f}, {-0.91772f, -0.19379f, -0.34674f}},
{{-0.58362f, -0.02643f, -0.00695f}, {-0.95903f, -0.19385f, -0.20663f}},
{{-0.58726f, -0.02643f, 0.01877f}, {-0.97814f, -0.19394f, -0.07499f}},
{{-0.58761f, -0.02643f, 0.04620f}, {-0.98007f, -0.19404f, 0.04247f}},
{{-0.58471f, -0.02643f, 0.07533f}, {-0.97001f, -0.19412f, 0.14626f}},
{{-0.57838f, -0.02643f, 0.10654f}, {-0.94928f, -0.19406f, 0.24742f}},
{{-0.56901f, -0.02643f, 0.13580f}, {-0.91520f, -0.19401f, 0.35322f}},
{{-0.55660f, -0.02643f, 0.16309f}, {-0.86645f, -0.19397f, 0.46004f}},
{{-0.54114f, -0.02643f, 0.18835f}, {-0.80340f, -0.19396f, 0.56297f}},
{{-0.52266f, -0.02643f, 0.21152f}, {-0.72834f, -0.19398f, 0.65719f}},
{{-0.50121f, -0.02643f, 0.23257f}, {-0.64563f, -0.19402f, 0.73859f}},
{{-0.47763f, -0.02643f, 0.25089f}, {-0.55564f, -0.19401f, 0.80847f}},
{{-0.45274f, -0.02643f, 0.26593f}, {-0.45473f, -0.19397f, 0.86925f}},
{{-0.42654f, -0.02643f, 0.27765f}, {-0.34394f, -0.19396f, 0.91874f}},
{{-0.39908f, -0.02643f, 0.28602f}, {-0.22794f, -0.19397f, 0.95416f}},
{{-0.37042f, -0.02643f, 0.29103f}, {-0.11204f, -0.19401f, 0.97458f}},
{{-0.34077f, -0.02643f, 0.29269f}, {-0.01539f, -0.19428f, 0.98082f}},
{{-0.32185f, -0.02643f, 0.29223f}, {0.05035f, -0.19452f, 0.97961f}},
{{-0.30424f, -0.02643f, 0.29084f}, {0.10674f, -0.19445f, 0.97509f}},
{{-0.28775f, -0.02643f, 0.28852f}, {0.17071f, -0.19437f, 0.96596f}},
{{-0.27237f, -0.02643f, 0.28525f}, {0.24287f, -0.19428f, 0.95040f}},
{{-0.25811f, -0.02643f, 0.28098f}, {0.32337f, -0.19419f, 0.92613f}},
{{-0.23771f, -0.02643f, 0.27280f}, {0.84629f, -0.22090f, 0.48476f}},
{{-0.25086f, -0.02643f, 0.18511f}, {0.97669f, -0.15689f, -0.14650f}},
{{-0.27612f, -0.02643f, 0.19979f}, {-0.44866f, -0.19655f, -0.87182f}},
{{-0.25086f, -0.02643f, 0.18511f}, {-0.49617f, -0.15689f, -0.85393f}},
{{-0.28806f, -0.02643f, 0.20518f}, {-0.35775f, -0.19653f, -0.91290f}},
{{-0.30062f, -0.02643f, 0.20938f}, {-0.26485f, -0.19648f, -0.94406f}},
{{-0.31383f, -0.02643f, 0.21239f}, {-0.17282f, -0.19641f, -0.96517f}},
{{-0.32773f, -0.02643f, 0.21421f}, {-0.08418f, -0.19632f, -0.97692f}},
{{-0.34226f, -0.02643f, 0.21482f}, {0.00625f, -0.19645f, -0.98049f}},
{{-0.36171f, -0.02643f, 0.21376f}, {0.11004f, -0.19678f, -0.97425f}},
{{-0.38004f, -0.02643f, 0.21060f}, {0.22537f, -0.19690f, -0.95417f}},
{{-0.39735f, -0.02643f, 0.20537f}, {0.34257f, -0.19697f, -0.91861f}},
{{-0.41370f, -0.02643f, 0.19806f}, {0.45608f, -0.19697f, -0.86787f}},
{{-0.42916f, -0.02643f, 0.18864f}, {0.56060f, -0.19690f, -0.80434f}},
{{-0.44374f, -0.02643f, 0.17709f}, {0.65367f, -0.19684f, -0.73074f}},
{{-0.45695f, -0.02643f, 0.16377f}, {0.73732f, -0.19691f, -0.64621f}},
{{-0.46831f, -0.02643f, 0.14907f}, {0.81124f, -0.19691f, -0.55057f}},
{{-0.47786f, -0.02643f, 0.13294f}, {0.87202f, -0.19684f, -0.44814f}},
{{-0.48562f, -0.02643f, 0.11531f}, {0.91819f, -0.19673f, -0.34383f}},
{{-0.49159f, -0.02643f, 0.09616f}, {0.95010f, -0.19658f, -0.24219f}},
{{-0.49573f, -0.02643f, 0.07544f}, {0.96965f, -0.19646f, -0.14553f}},
{{-0.49771f, -0.02643f, 0.05581f}, {0.97944f, -0.19666f, -0.04508f}},
{{-0.49756f, -0.02643f, 0.03781f}, {0.97789f, -0.19696f, 0.07031f}},
{{-0.49533f, -0.02643f, 0.02143f}, {0.95948f, -0.19727f, 0.20119f}},
{{-0.49110f, -0.02643f, 0.00662f}, {0.91855f, -0.19752f, 0.34242f}},
{{-0.48489f, -0.02643f, -0.00673f}, {0.85201f, -0.19766f, 0.48477f}},
{{-0.47669f, -0.02643f, -0.01873f}, {0.76201f, -0.19763f, 0.61667f}},
{{-0.46679f, -0.02643f, -0.02912f}, {0.65116f, -0.19769f, 0.73274f}},
{{-0.45549f, -0.02643f, -0.03760f}, {0.52149f, -0.19769f, 0.83004f}},
{{-0.44271f, -0.02643f, -0.04422f}, {0.38159f, -0.19752f, 0.90298f}},
{{-0.42831f, -0.02643f, -0.04902f}, {0.24304f, -0.19724f, 0.94975f}},
{{-0.41220f, -0.02643f, -0.05194f}, {0.11492f, -0.19692f, 0.97366f}},
{{-0.39426f, -0.02643f, -0.05294f}, {0.00753f, -0.19643f, 0.98049f}},
{{-0.37715f, -0.02643f, -0.05225f}, {-0.08017f, -0.19624f, 0.97727f}},
{{-0.36059f, -0.02643f, -0.05019f}, {-0.16344f, -0.19631f, 0.96683f}},
{{-0.34464f, -0.02643f, -0.04677f}, {-0.24878f, -0.19635f, 0.94845f}},
{{-0.32930f, -0.02643f, -0.04200f}, {-0.33417f, -0.19638f, 0.92183f}},
{{-0.31452f, -0.02643f, -0.03586f}, {-0.41742f, -0.19638f, 0.88724f}},
{{-0.28138f, -0.02643f, -0.01836f}, {-0.46196f, -0.14421f, 0.87510f}},
{{-0.29899f, -0.03890f, -0.10095f}, {0.57682f, -0.68457f, -0.44570f}},
{{-0.28800f, -0.03890f, -0.02770f}, {0.35328f, -0.79194f, 0.49802f}},
{{-0.31028f, -0.04406f, -0.09223f}, {0.00001f, -1.00000f, -0.00002f}},
{{-0.30398f, -0.04406f, -0.05022f}, {-0.00001f, -1.00000f, 0.00000f}},
{{-0.31827f, -0.03890f, -0.10920f}, {0.25158f, -0.70216f, -0.66610f}},
{{-0.32268f, -0.04406f, -0.09753f}, {0.00000f, -1.00000f, 0.00001f}},
{{-0.33599f, -0.03890f, -0.11503f}, {0.19532f, -0.70243f, -0.68443f}},
{{-0.33941f, -0.04406f, -0.10304f}, {0.00000f, -1.00000f, 0.00002f}},
{{-0.35469f, -0.03890f, -0.11956f}, {0.14144f, -0.70274f, -0.69724f}},
{{-0.35717f, -0.04406f, -0.10734f}, {-0.00001f, -1.00000f, 0.00000f}},
{{-0.37437f, -0.03890f, -0.12279f}, {0.09075f, -0.70306f, -0.70532f}},
{{-0.37596f, -0.04406f, -0.11043f}, {0.00001f, -1.00000f, 0.00002f}},
{{-0.39502f, -0.03890f, -0.12473f}, {0.04370f, -0.70338f, -0.70947f}},
{{-0.39579f, -0.04406f, -0.11228f}, {-0.00002f, -1.00000f, 0.00002f}},
{{-0.41671f, -0.03890f, -0.12537f}, {-0.00893f, -0.70222f, -0.71191f}},
{{-0.41656f, -0.04406f, -0.11290f}, {0.00002f, -1.00000f, -0.00001f}},
{{-0.44433f, -0.03890f, -0.12385f}, {-0.08296f, -0.70015f, -0.70916f}},
{{-0.44288f, -0.04406f, -0.11145f}, {0.00002f, -1.00000f, -0.00000f}},
{{-0.46978f, -0.03890f, -0.11927f}, {-0.17607f, -0.69922f, -0.69289f}},
{{-0.46671f, -0.04406f, -0.10717f}, {0.00001f, -1.00000f, -0.00002f}},
{{-0.49298f, -0.03890f, -0.11160f}, {-0.27754f, -0.69843f, -0.65967f}},
{{-0.48813f, -0.04406f, -0.10007f}, {0.00001f, -1.00000f, -0.00001f}},
{{-0.51388f, -0.03890f, -0.10080f}, {-0.38064f, -0.69795f, -0.60661f}},
{{-0.50723f, -0.04406f, -0.09021f}, {0.00001f, -1.00000f, 0.00001f}},
{{-0.53240f, -0.03890f, -0.08689f}, {-0.47649f, -0.69790f, -0.53468f}},
{{-0.52408f, -0.04406f, -0.07756f}, {-0.00000f, -1.00000f, 0.00001f}},
{{-0.54850f, -0.03890f, -0.06992f}, {-0.55727f, -0.69827f, -0.44930f}},
{{-0.53877f, -0.04406f, -0.06207f}, {0.00000f, -1.00000f, 0.00002f}},
{{-0.56177f, -0.03890f, -0.05046f}, {-0.62174f, -0.69832f, -0.35468f}},
{{-0.55091f, -0.04406f, -0.04426f}, {0.00001f, -1.00000f, 0.00000f}},
{{-0.57179f, -0.03890f, -0.02909f}, {-0.66937f, -0.69856f, -0.25291f}},
{{-0.56010f, -0.04406f, -0.02467f}, {0.00001f, -1.00000f, 0.00001f}},
{{-0.57857f, -0.03890f, -0.00586f}, {-0.69896f, -0.69913f, -0.15059f}},
{{-0.56635f, -0.04406f, -0.00323f}, {0.00000f, -1.00000f, 0.00000f}},
{{-0.58211f, -0.03890f, 0.01917f}, {-0.71215f, -0.69991f, -0.05460f}},
{{-0.56966f, -0.04406f, 0.02012f}, {0.00002f, -1.00000f, -0.00001f}},
{{-0.58244f, -0.03890f, 0.04597f}, {-0.71272f, -0.70076f, 0.03088f}},
{{-0.56997f, -0.04406f, 0.04543f}, {-0.00001f, -1.00000f, -0.00001f}},
{{-0.57960f, -0.03890f, 0.07456f}, {-0.70488f, -0.70132f, 0.10628f}},
{{-0.56726f, -0.04406f, 0.07270f}, {0.00003f, -1.00000f, 0.00001f}},
{{-0.57338f, -0.03890f, 0.10523f}, {-0.69022f, -0.70088f, 0.17990f}},
{{-0.56130f, -0.04406f, 0.10208f}, {-0.00001f, -1.00000f, -0.00001f}},
{{-0.56419f, -0.03890f, 0.13394f}, {-0.66582f, -0.70047f, 0.25697f}},
{{-0.55254f, -0.04406f, 0.12945f}, {-0.00002f, -1.00000f, -0.00000f}},
{{-0.55203f, -0.03890f, 0.16067f}, {-0.63057f, -0.70020f, 0.33480f}},
{{-0.54100f, -0.04406f, 0.15481f}, {-0.00001f, -1.00000f, 0.00001f}},
{{-0.53690f, -0.03890f, 0.18538f}, {-0.58475f, -0.70012f, 0.40976f}},
{{-0.52668f, -0.04406f, 0.17822f}, {0.00002f, -1.00000f, 0.00000f}},
{{-0.51882f, -0.03890f, 0.20806f}, {-0.53004f, -0.70023f, 0.47826f}},
{{-0.50955f, -0.04406f, 0.19969f}, {0.00000f, -1.00000f, -0.00000f}},
{{-0.49780f, -0.03890f, 0.22867f}, {-0.46962f, -0.70059f, 0.53724f}},
{{-0.48959f, -0.04406f, 0.21928f}, {-0.00001f, -1.00000f, 0.00002f}},
{{-0.47470f, -0.03890f, 0.24663f}, {-0.40424f, -0.70045f, 0.58818f}},
{{-0.46763f, -0.04406f, 0.23635f}, {-0.00001f, -1.00000f, 0.00002f}},
{{-0.45034f, -0.03890f, 0.26135f}, {-0.33095f, -0.70018f, 0.63263f}},
{{-0.44456f, -0.04406f, 0.25029f}, {-0.00001f, -1.00000f, -0.00000f}},
{{-0.42473f, -0.03890f, 0.27281f}, {-0.25035f, -0.70008f, 0.66874f}},
{{-0.42035f, -0.04406f, 0.26111f}, {0.00000f, -1.00000f, -0.00000f}},
{{-0.39788f, -0.03890f, 0.28099f}, {-0.16589f, -0.70018f, 0.69443f}},
{{-0.39498f, -0.04406f, 0.26885f}, {0.00002f, -1.00000f, -0.00001f}},
{{-0.36983f, -0.03890f, 0.28589f}, {-0.08151f, -0.70046f, 0.70902f}},
{{-0.36840f, -0.04406f, 0.27349f}, {0.00002f, -1.00000f, -0.00001f}},
{{-0.34069f, -0.03890f, 0.28752f}, {-0.01116f, -0.70246f, 0.71164f}},
{{-0.34049f, -0.04406f, 0.27505f}, {-0.00001f, -1.00000f, 0.00000f}},
{{-0.32212f, -0.03890f, 0.28707f}, {0.03645f, -0.70393f, 0.70933f}},
{{-0.32276f, -0.04406f, 0.27462f}, {0.00001f, -1.00000f, 0.00003f}},
{{-0.30480f, -0.03890f, 0.28571f}, {0.07733f, -0.70350f, 0.70648f}},
{{-0.30616f, -0.04406f, 0.27332f}, {0.00002f, -1.00000f, 0.00000f}},
{{-0.28865f, -0.03890f, 0.28344f}, {0.12377f, -0.70301f, 0.70033f}},
{{-0.29082f, -0.04406f, 0.27116f}, {-0.00001f, -1.00000f, -0.00002f}},
{{-0.27365f, -0.03890f, 0.28024f}, {0.17622f, -0.70245f, 0.68957f}},
{{-0.27674f, -0.04406f, 0.26816f}, {0.00000f, -1.00000f, -0.00001f}},
{{-0.25981f, -0.03890f, 0.27611f}, {0.23481f, -0.70185f, 0.67251f}},
{{-0.26392f, -0.04406f, 0.26433f}, {0.00002f, -1.00000f, 0.00001f}},
{{-0.24342f, -0.03890f, 0.26953f}, {0.62333f, -0.69569f, 0.35705f}},
{{-0.25720f, -0.04406f, 0.26163f}, {0.00002f, -1.00000f, -0.00000f}},
{{-0.25484f, -0.03890f, 0.19339f}, {0.28614f, -0.75047f, -0.59575f}},
{{-0.26444f, -0.04406f, 0.21338f}, {0.00001f, -1.00000f, -0.00002f}},
{{-0.27376f, -0.03890f, 0.20438f}, {-0.32051f, -0.71371f, -0.62281f}},
{{-0.26805f, -0.04406f, 0.21548f}, {-0.00000f, -1.00000f, 0.00001f}},
{{-0.28617f, -0.03890f, 0.20999f}, {-0.25559f, -0.71365f, -0.65221f}},
{{-0.28162f, -0.04406f, 0.22161f}, {-0.00000f, -1.00000f, -0.00001f}},
{{-0.29922f, -0.03890f, 0.21435f}, {-0.18927f, -0.71346f, -0.67465f}},
{{-0.29585f, -0.04406f, 0.22637f}, {-0.00001f, -1.00000f, -0.00002f}},
{{-0.31292f, -0.03890f, 0.21748f}, {-0.12356f, -0.71316f, -0.69003f}},
{{-0.31072f, -0.04406f, 0.22976f}, {-0.00002f, -1.00000f, -0.00000f}},
{{-0.32729f, -0.03890f, 0.21936f}, {-0.06022f, -0.71277f, -0.69881f}},
{{-0.32622f, -0.04406f, 0.23179f}, {-0.00002f, -1.00000f, -0.00001f}},
{{-0.34229f, -0.03890f, 0.21999f}, {0.00447f, -0.71331f, -0.70084f}},
{{-0.34237f, -0.04406f, 0.23246f}, {0.00002f, -1.00000f, -0.00002f}},
{{-0.36229f, -0.03890f, 0.21890f}, {0.07851f, -0.71465f, -0.69506f}},
{{-0.36369f, -0.04406f, 0.23130f}, {0.00002f, -1.00000f, 0.00000f}},
{{-0.38123f, -0.03890f, 0.21564f}, {0.16067f, -0.71515f, -0.68025f}},
{{-0.38410f, -0.04406f, 0.22779f}, {0.00000f, -1.00000f, -0.00001f}},
{{-0.39915f, -0.03890f, 0.21022f}, {0.24413f, -0.71542f, -0.65465f}},
{{-0.40352f, -0.04406f, 0.22192f}, {-0.00001f, -1.00000f, -0.00000f}},
{{-0.41611f, -0.03890f, 0.20264f}, {0.32503f, -0.71542f, -0.61850f}},
{{-0.42192f, -0.04406f, 0.21369f}, {-0.00001f, -1.00000f, -0.00002f}},
{{-0.43211f, -0.03890f, 0.19289f}, {0.39968f, -0.71513f, -0.57345f}},
{{-0.43925f, -0.04406f, 0.20313f}, {-0.00001f, -1.00000f, 0.00001f}},
{{-0.44719f, -0.03890f, 0.18094f}, {0.46619f, -0.71489f, -0.52115f}},
{{-0.45551f, -0.04406f, 0.19025f}, {-0.00001f, -1.00000f, -0.00001f}},
{{-0.46084f, -0.03890f, 0.16718f}, {0.52564f, -0.71517f, -0.46069f}},
{{-0.47023f, -0.04406f, 0.17541f}, {-0.00002f, -1.00000f, -0.00000f}},
{{-0.47259f, -0.03890f, 0.15197f}, {0.57833f, -0.71517f, -0.39250f}},
{{-0.48292f, -0.04406f, 0.15899f}, {-0.00001f, -1.00000f, 0.00002f}},
{{-0.48246f, -0.03890f, 0.13530f}, {0.62189f, -0.71492f, -0.31959f}},
{{-0.49357f, -0.04406f, 0.14100f}, {-0.00003f, -1.00000f, -0.00000f}},
{{-0.49046f, -0.03890f, 0.11713f}, {0.65525f, -0.71446f, -0.24537f}},
{{-0.50215f, -0.04406f, 0.12150f}, {-0.00001f, -1.00000f, 0.00000f}},
{{-0.49660f, -0.03890f, 0.09743f}, {0.67859f, -0.71386f, -0.17298f}},
{{-0.50869f, -0.04406f, 0.10051f}, {-0.00000f, -1.00000f, -0.00001f}},
{{-0.50084f, -0.03890f, 0.07620f}, {0.69305f, -0.71335f, -0.10402f}},
{{-0.51318f, -0.04406f, 0.07805f}, {-0.00000f, -1.00000f, 0.00002f}},
{{-0.50287f, -0.03890f, 0.05605f}, {0.69922f, -0.71418f, -0.03218f}},
{{-0.51534f, -0.04406f, 0.05663f}, {-0.00001f, -1.00000f, -0.00000f}},
{{-0.50272f, -0.03890f, 0.03744f}, {0.69693f, -0.71539f, 0.05011f}},
{{-0.51517f, -0.04406f, 0.03654f}, {0.00000f, -1.00000f, 0.00002f}},
{{-0.50040f, -0.03890f, 0.02037f}, {0.68266f, -0.71658f, 0.14314f}},
{{-0.51262f, -0.04406f, 0.01780f}, {0.00002f, -1.00000f, -0.00001f}},
{{-0.49595f, -0.03890f, 0.00481f}, {0.65263f, -0.71755f, 0.24329f}},
{{-0.50766f, -0.04406f, 0.00044f}, {0.00002f, -1.00000f, -0.00001f}},
{{-0.48939f, -0.03890f, -0.00929f}, {0.60491f, -0.71807f, 0.34418f}},
{{-0.50026f, -0.04406f, -0.01547f}, {-0.00000f, -1.00000f, 0.00001f}},
{{-0.48072f, -0.03890f, -0.02199f}, {0.54112f, -0.71793f, 0.43791f}},
{{-0.49044f, -0.04406f, -0.02986f}, {0.00001f, -1.00000f, 0.00001f}},
{{-0.47023f, -0.03890f, -0.03299f}, {0.46224f, -0.71819f, 0.52014f}},
{{-0.47853f, -0.04406f, -0.04234f}, {0.00002f, -1.00000f, -0.00000f}},
{{-0.45825f, -0.03890f, -0.04198f}, {0.37019f, -0.71818f, 0.58922f}},
{{-0.46490f, -0.04406f, -0.05257f}, {-0.00000f, -1.00000f, 0.00002f}},
{{-0.44472f, -0.03890f, -0.04899f}, {0.27112f, -0.71754f, 0.64158f}},
{{-0.44959f, -0.04406f, -0.06051f}, {-0.00001f, -1.00000f, 0.00001f}},
{{-0.42959f, -0.03890f, -0.05403f}, {0.17294f, -0.71647f, 0.67584f}},
{{-0.43269f, -0.04406f, -0.06614f}, {0.00001f, -1.00000f, 0.00001f}},
{{-0.41281f, -0.03890f, -0.05708f}, {0.08192f, -0.71523f, 0.69407f}},
{{-0.41427f, -0.04406f, -0.06948f}, {-0.00001f, -1.00000f, 0.00001f}},
{{-0.39430f, -0.03890f, -0.05811f}, {0.00538f, -0.71325f, 0.70089f}},
{{-0.39440f, -0.04406f, -0.07058f}, {0.00001f, -1.00000f, 0.00002f}},
{{-0.37673f, -0.03890f, -0.05740f}, {-0.05737f, -0.71245f, 0.69937f}},
{{-0.37571f, -0.04406f, -0.06983f}, {-0.00001f, -1.00000f, -0.00000f}},
{{-0.35973f, -0.03890f, -0.05529f}, {-0.11692f, -0.71272f, 0.69163f}},
{{-0.35765f, -0.04406f, -0.06759f}, {-0.00001f, -1.00000f, 0.00002f}},
{{-0.34333f, -0.03890f, -0.05177f}, {-0.17792f, -0.71292f, 0.67830f}},
{{-0.34017f, -0.04406f, -0.06384f}, {-0.00001f, -1.00000f, 0.00000f}},
{{-0.32754f, -0.03890f, -0.04686f}, {-0.23895f, -0.71302f, 0.65917f}},
{{-0.32328f, -0.04406f, -0.05858f}, {-0.00001f, -1.00000f, 0.00001f}},
{{-0.31232f, -0.03890f, -0.04054f}, {-0.29848f, -0.71301f, 0.63444f}},
{{-0.30701f, -0.04406f, -0.05182f}, {0.00002f, -1.00000f, -0.00001f}},
{{0.18991f, 0.03890f, -0.11885f}, {0.46580f, 0.70034f, -0.54088f}},
{{0.23542f, 0.04406f, 0.26855f}, {0.00001f, 1.00000f, 0.00003f}},
{{0.24989f, 0.03890f, 0.28101f}, {0.52286f, 0.72379f, 0.45028f}},
{{0.19436f, 0.02644f, -0.12402f}, {0.63569f, 0.22588f, -0.73816f}},
{{0.25588f, 0.02643f, 0.28617f}, {0.73399f, 0.24842f, 0.63210f}},
{{0.11494f, 0.03890f, -0.11885f}, {-0.52286f, 0.72379f, -0.45028f}},
{{0.17918f, 0.04406f, -0.10639f}, {0.00001f, 1.00000f, 0.00002f}},
{{0.10895f, 0.02644f, -0.12402f}, {-0.73399f, 0.24842f, -0.63210f}},
{{0.15364f, 0.03890f, 0.13915f}, {-0.69935f, 0.70652f, 0.10835f}},
{{0.12941f, 0.04406f, -0.10639f}, {0.00003f, 1.00000f, 0.00000f}},
{{0.14854f, 0.02643f, 0.13994f}, {-0.96924f, 0.19498f, 0.15016f}},
{{0.15536f, 0.03890f, 0.14991f}, {-0.69828f, 0.70607f, 0.11782f}},
{{0.16595f, 0.04406f, 0.13724f}, {0.00001f, 1.00000f, 0.00006f}},
{{0.15027f, 0.02643f, 0.15077f}, {-0.96715f, 0.19489f, 0.16318f}},
{{0.15741f, 0.03890f, 0.16146f}, {-0.69615f, 0.70620f, 0.12904f}},
{{0.16765f, 0.04406f, 0.14784f}, {0.00001f, 1.00000f, -0.00002f}},
{{0.15234f, 0.02643f, 0.16240f}, {-0.96439f, 0.19492f, 0.17876f}},
{{0.15979f, 0.03890f, 0.17377f}, {-0.69416f, 0.70631f, 0.13881f}},
{{0.16966f, 0.04406f, 0.15919f}, {-0.00000f, 1.00000f, -0.00002f}},
{{0.15473f, 0.02643f, 0.17478f}, {-0.96178f, 0.19494f, 0.19232f}},
{{0.16249f, 0.03890f, 0.18683f}, {-0.69230f, 0.70640f, 0.14738f}},
{{0.17201f, 0.04406f, 0.17132f}, {-0.00001f, 1.00000f, -0.00002f}},
{{0.15744f, 0.02643f, 0.18791f}, {-0.95932f, 0.19495f, 0.20422f}},
{{0.16552f, 0.03890f, 0.20066f}, {-0.69056f, 0.70648f, 0.15496f}},
{{0.17468f, 0.04406f, 0.18424f}, {-0.00002f, 1.00000f, -0.00001f}},
{{0.16048f, 0.02643f, 0.20179f}, {-0.95701f, 0.19497f, 0.21474f}},
{{0.16734f, 0.03890f, 0.20860f}, {-0.55645f, 0.36140f, 0.74817f}},
{{0.17768f, 0.04406f, 0.19793f}, {0.00002f, 1.00000f, -0.00002f}},
{{0.16086f, 0.02643f, 0.20344f}, {-0.70222f, 0.07191f, 0.70832f}},
{{0.17675f, 0.03890f, 0.20860f}, {-0.00000f, -0.72063f, 0.69332f}},
{{0.16734f, 0.03890f, 0.20860f}, {-0.55643f, 0.36137f, 0.74820f}},
{{0.18299f, 0.04406f, 0.22106f}, {0.00001f, 1.00000f, 0.00001f}},
{{0.18027f, 0.02643f, 0.20344f}, {0.00000f, -0.17779f, 0.98407f}},
{{0.17492f, 0.03890f, 0.20390f}, {0.65755f, 0.70627f, -0.26231f}},
{{0.16824f, 0.04406f, 0.22106f}, {-0.00005f, 1.00000f, -0.00005f}},
{{0.17675f, 0.03890f, 0.20860f}, {0.46778f, 0.83928f, -0.27712f}},
{{0.17971f, 0.02643f, 0.20199f}, {0.91100f, 0.19493f, -0.36343f}},
{{0.18027f, 0.02643f, 0.20344f}, {0.91063f, 0.20975f, -0.35603f}},
{{0.17191f, 0.03890f, 0.19652f}, {0.65360f, 0.70608f, -0.27250f}},
{{0.16334f, 0.04406f, 0.20852f}, {-0.00001f, 1.00000f, 0.00003f}},
{{0.17668f, 0.02643f, 0.19454f}, {0.90529f, 0.19489f, -0.37744f}},
{{0.16909f, 0.03890f, 0.18993f}, {0.64848f, 0.70582f, -0.28512f}},
{{0.16041f, 0.04406f, 0.20132f}, {0.00000f, 1.00000f, 0.00002f}},
{{0.17382f, 0.02643f, 0.18785f}, {0.89788f, 0.19485f, -0.39477f}},
{{0.16646f, 0.03890f, 0.18410f}, {0.64161f, 0.70544f, -0.30114f}},
{{0.15769f, 0.04406f, 0.19494f}, {0.00004f, 1.00000f, 0.00004f}},
{{0.17113f, 0.02643f, 0.18191f}, {0.88791f, 0.19478f, -0.41674f}},
{{0.16399f, 0.03890f, 0.17903f}, {0.63196f, 0.70488f, -0.32212f}},
{{0.15518f, 0.04406f, 0.18939f}, {-0.00003f, 1.00000f, -0.00009f}},
{{0.16859f, 0.02643f, 0.17669f}, {0.87389f, 0.19468f, -0.44544f}},
{{0.16174f, 0.03890f, 0.17481f}, {0.62248f, 0.70637f, -0.33698f}},
{{0.15289f, 0.04406f, 0.18470f}, {0.00002f, 1.00000f, 0.00001f}},
{{0.16628f, 0.02643f, 0.17235f}, {0.86254f, 0.19495f, -0.46693f}},
{{0.00044f, 0.03890f, -0.11885f}, {0.37066f, 0.68567f, -0.62648f}},
{{0.00350f, 0.02644f, -0.12402f}, {0.49805f, 0.20818f, -0.84179f}},
{{-0.05146f, 0.03890f, -0.11885f}, {-0.44168f, 0.69492f, -0.56745f}},
{{-0.05548f, 0.02644f, -0.12402f}, {-0.59917f, 0.22005f, -0.76979f}},
{{-0.12561f, 0.03890f, 0.17401f}, {-0.69182f, 0.70443f, -0.15863f}},
{{-0.04176f, 0.04406f, -0.10639f}, {0.00001f, 1.00000f, -0.00002f}},
{{-0.13065f, 0.02643f, 0.17285f}, {-0.95607f, 0.19460f, -0.21921f}},
{{-0.12661f, 0.03890f, 0.17886f}, {-0.69789f, 0.70462f, -0.12831f}},
{{-0.11346f, 0.04406f, 0.17679f}, {0.00003f, 1.00000f, -0.00001f}},
{{-0.13169f, 0.02643f, 0.17792f}, {-0.96471f, 0.19463f, -0.17736f}},
{{-0.12751f, 0.03890f, 0.18441f}, {-0.70161f, 0.70518f, -0.10226f}},
{{-0.11435f, 0.04406f, 0.18111f}, {0.00001f, 1.00000f, -0.00002f}},
{{-0.13262f, 0.02643f, 0.18367f}, {-0.97060f, 0.19473f, -0.14147f}},
{{-0.12832f, 0.03890f, 0.19066f}, {-0.70387f, 0.70558f, -0.08196f}},
{{-0.11518f, 0.04406f, 0.18621f}, {0.00001f, 1.00000f, -0.00002f}},
{{-0.13345f, 0.02643f, 0.19007f}, {-0.97426f, 0.19480f, -0.11345f}},
{{-0.12904f, 0.03890f, 0.19762f}, {-0.70528f, 0.70587f, -0.06573f}},
{{-0.11594f, 0.04406f, 0.19211f}, {0.00001f, 1.00000f, -0.00002f}},
{{-0.13418f, 0.02643f, 0.19714f}, {-0.97660f, 0.19486f, -0.09102f}},
{{-0.12968f, 0.03890f, 0.20530f}, {-0.71115f, 0.70106f, -0.05269f}},
{{-0.11663f, 0.04406f, 0.19878f}, {0.00000f, 1.00000f, -0.00002f}},
{{-0.13483f, 0.02643f, 0.20492f}, {-0.97748f, 0.19489f, -0.08097f}},
{{-0.12990f, 0.03890f, 0.20860f}, {-0.61282f, 0.78920f, -0.04031f}},
{{-0.11725f, 0.04406f, 0.20622f}, {0.00002f, 1.00000f, -0.00002f}},
{{-0.13473f, 0.02643f, 0.20344f}, {0.68786f, -0.24273f, 0.68406f}},
{{-0.12968f, 0.03890f, 0.20530f}, {0.92189f, -0.38268f, 0.06062f}},
{{-0.13483f, 0.02643f, 0.20492f}, {0.97863f, -0.19529f, 0.06435f}},
{{-0.12088f, 0.03890f, 0.20860f}, {-0.01966f, -0.69862f, 0.71522f}},
{{-0.11823f, 0.04406f, 0.22106f}, {-0.00002f, 1.00000f, -0.00004f}},
{{-0.12990f, 0.03890f, 0.20860f}, {0.00000f, -0.58812f, 0.80877f}},
{{-0.11608f, 0.02643f, 0.20344f}, {-0.66253f, -0.23089f, 0.71256f}},
{{-0.12115f, 0.03890f, 0.20495f}, {0.70600f, 0.70567f, -0.05996f}},
{{-0.13247f, 0.04406f, 0.22106f}, {0.00001f, 1.00000f, 0.00000f}},
{{-0.12088f, 0.03890f, 0.20860f}, {0.51167f, 0.85036f, -0.12280f}},
{{-0.11600f, 0.02643f, 0.20452f}, {-0.97502f, -0.21044f, 0.07105f}},
{{-0.12215f, 0.03890f, 0.19460f}, {0.70422f, 0.70607f, -0.07447f}},
{{-0.13356f, 0.04406f, 0.20601f}, {0.00002f, 1.00000f, 0.00002f}},
{{-0.11702f, 0.02643f, 0.19406f}, {0.97539f, 0.19489f, -0.10314f}},
{{-0.11600f, 0.02643f, 0.20452f}, {0.97331f, 0.20996f, -0.09267f}},
{{-0.12352f, 0.03890f, 0.18264f}, {0.70276f, 0.70632f, -0.08510f}},
{{-0.13454f, 0.04406f, 0.19591f}, {0.00001f, 1.00000f, 0.00002f}},
{{-0.11840f, 0.02643f, 0.18202f}, {0.97370f, 0.19494f, -0.11792f}},
{{-0.12526f, 0.03890f, 0.16905f}, {0.70156f, 0.70649f, -0.09323f}},
{{-0.13589f, 0.04406f, 0.18413f}, {0.00000f, 1.00000f, 0.00002f}},
{{-0.12014f, 0.02643f, 0.16837f}, {0.97226f, 0.19497f, -0.12921f}},
{{-0.12736f, 0.03890f, 0.15383f}, {0.70055f, 0.70661f, -0.09965f}},
{{-0.13761f, 0.04406f, 0.17069f}, {0.00000f, 1.00000f, 0.00002f}},
{{-0.12225f, 0.02643f, 0.15310f}, {0.97103f, 0.19499f, -0.13812f}},
{{-0.12982f, 0.03890f, 0.13698f}, {0.69968f, 0.70689f, -0.10370f}},
{{-0.13969f, 0.04406f, 0.15558f}, {0.00002f, 1.00000f, 0.00002f}},
{{-0.12472f, 0.02643f, 0.13623f}, {0.97020f, 0.19505f, -0.14379f}},
{{-0.16820f, 0.03890f, -0.11885f}, {0.46580f, 0.70034f, -0.54088f}},
{{-0.14215f, 0.04406f, 0.13881f}, {-0.00001f, 1.00000f, 0.00002f}},
{{-0.16375f, 0.02644f, -0.12402f}, {0.63569f, 0.22588f, -0.73816f}},
{{-0.23883f, 0.03890f, -0.11885f}, {-0.52286f, 0.72379f, -0.45028f}},
{{-0.17893f, 0.04406f, -0.10639f}, {0.00000f, 1.00000f, 0.00003f}},
{{-0.24482f, 0.02644f, -0.12402f}, {-0.73399f, 0.24842f, -0.63210f}},
{{-0.17885f, 0.03890f, 0.28101f}, {-0.46580f, 0.70034f, 0.54088f}},
{{-0.22436f, 0.04406f, -0.10639f}, {0.00002f, 1.00000f, -0.00001f}},
{{-0.18330f, 0.02643f, 0.28617f}, {-0.63569f, 0.22588f, 0.73816f}},
{{-0.07906f, 0.03890f, 0.28101f}, {0.44370f, 0.69531f, 0.56540f}},
{{-0.16812f, 0.04406f, 0.26855f}, {-0.00003f, 1.00000f, -0.00006f}},
{{-0.07501f, 0.02643f, 0.28617f}, {0.60216f, 0.22049f, 0.76732f}},
{{-0.01463f, 0.03890f, 0.01777f}, {0.68821f, 0.70652f, 0.16491f}},
{{-0.08884f, 0.04406f, 0.26855f}, {-0.00001f, 1.00000f, 0.00002f}},
{{-0.00961f, 0.02644f, 0.01897f}, {0.95381f, 0.19498f, 0.22856f}},
{{-0.01238f, 0.03890f, 0.00818f}, {0.69037f, 0.70626f, 0.15680f}},
{{-0.02675f, 0.04406f, 0.01487f}, {0.00002f, 1.00000f, -0.00005f}},
{{-0.00734f, 0.02644f, 0.00932f}, {0.95646f, 0.19493f, 0.21724f}},
{{-0.01045f, 0.03890f, -0.00058f}, {0.69290f, 0.70608f, 0.14609f}},
{{-0.02453f, 0.04406f, 0.00542f}, {0.00000f, 1.00000f, 0.00002f}},
{{-0.00540f, 0.02644f, 0.00048f}, {0.95972f, 0.19489f, 0.20235f}},
{{-0.00885f, 0.03890f, -0.00852f}, {0.69584f, 0.70582f, 0.13277f}},
{{-0.02265f, 0.04406f, -0.00315f}, {-0.00000f, 1.00000f, 0.00002f}},
{{-0.00378f, 0.02644f, -0.00755f}, {0.96345f, 0.19485f, 0.18384f}},
{{-0.00757f, 0.03890f, -0.01565f}, {0.69923f, 0.70546f, 0.11577f}},
{{-0.02109f, 0.04406f, -0.01086f}, {-0.00003f, 1.00000f, 0.00005f}},
{{-0.00248f, 0.02644f, -0.01480f}, {0.96767f, 0.19478f, 0.16022f}},
{{-0.00661f, 0.03890f, -0.02197f}, {0.71544f, 0.69230f, 0.09420f}},
{{-0.01986f, 0.04406f, -0.01768f}, {-0.00000f, 1.00000f, 0.00002f}},
{{-0.00149f, 0.02644f, -0.02129f}, {0.96981f, 0.19465f, 0.14690f}},
{{-0.00654f, 0.03890f, -0.02257f}, {0.61347f, 0.78660f, 0.07004f}},
{{-0.01897f, 0.04406f, -0.02361f}, {-0.00002f, 1.00000f, 0.00002f}},
{{-0.00194f, 0.02644f, -0.01741f}, {-0.65238f, -0.23018f, -0.72210f}},
{{-0.00661f, 0.03890f, -0.02197f}, {-0.91791f, -0.38268f, -0.10483f}},
{{-0.00149f, 0.02644f, -0.02129f}, {-0.97436f, -0.19552f, -0.11128f}},
{{-0.01342f, 0.03890f, -0.02257f}, {0.00000f, -0.71256f, -0.70161f}},
{{-0.01766f, 0.04406f, -0.03503f}, {-0.00002f, 1.00000f, 0.00004f}},
{{-0.00654f, 0.03890f, -0.02257f}, {0.00000f, -0.59307f, -0.80515f}},
{{-0.01666f, 0.02644f, -0.01741f}, {0.00000f, -0.17922f, -0.98381f}},
{{-0.01018f, 0.03890f, -0.01584f}, {-0.63644f, 0.70667f, 0.30911f}},
{{-0.00558f, 0.04406f, -0.03503f}, {-0.00002f, 1.00000f, 0.00001f}},
{{-0.01342f, 0.03890f, -0.02257f}, {-0.47128f, 0.82626f, 0.30853f}},
{{-0.01482f, 0.02644f, -0.01358f}, {-0.88225f, 0.19501f, 0.42849f}},
{{-0.01666f, 0.02644f, -0.01741f}, {-0.88123f, 0.20870f, 0.42411f}},
{{-0.00579f, 0.03890f, -0.00689f}, {-0.63407f, 0.70659f, 0.31416f}},
{{0.00103f, 0.04406f, -0.02128f}, {0.00001f, 1.00000f, -0.00002f}},
{{-0.01042f, 0.02644f, -0.00460f}, {-0.87885f, 0.19499f, 0.43544f}},
{{-0.00174f, 0.03890f, 0.00119f}, {-0.63112f, 0.70646f, 0.32030f}},
{{0.00537f, 0.04406f, -0.01242f}, {-0.00003f, 1.00000f, -0.00001f}},
{{-0.00635f, 0.02644f, 0.00352f}, {-0.87462f, 0.19497f, 0.44388f}},
{{0.00197f, 0.03890f, 0.00840f}, {-0.62737f, 0.70630f, 0.32794f}},
{{0.00937f, 0.04406f, -0.00445f}, {0.00005f, 1.00000f, 0.00008f}},
{{-0.00261f, 0.02644f, 0.01080f}, {-0.86922f, 0.19494f, 0.45437f}},
{{0.00534f, 0.03890f, 0.01476f}, {-0.62245f, 0.70605f, 0.33770f}},
{{0.01301f, 0.04406f, 0.00263f}, {0.00001f, 1.00000f, -0.00003f}},
{{0.00081f, 0.02644f, 0.01723f}, {-0.86212f, 0.19489f, 0.46773f}},
{{0.00836f, 0.03890f, 0.02022f}, {-0.61857f, 0.70711f, 0.34259f}},
{{0.01630f, 0.04406f, 0.00882f}, {-0.00002f, 1.00000f, -0.00005f}},
{{0.00385f, 0.02644f, 0.02272f}, {-0.85799f, 0.19509f, 0.47518f}},
{{0.15279f, 0.03890f, 0.28101f}, {-0.36961f, 0.68558f, 0.62719f}},
{{0.14975f, 0.02643f, 0.28617f}, {-0.49660f, 0.20805f, 0.84268f}},
{{0.16013f, 0.04406f, 0.26855f}, {0.00009f, 1.00000f, 0.00006f}},
{{0.19436f, -0.02643f, -0.12402f}, {0.63569f, -0.22588f, -0.73816f}},
{{0.25588f, -0.02643f, 0.28617f}, {0.73399f, -0.24842f, 0.63210f}},
{{0.10895f, -0.02643f, -0.12402f}, {-0.73399f, -0.24842f, -0.63210f}},
{{0.14854f, -0.02643f, 0.13994f}, {-0.96924f, -0.19498f, 0.15016f}},
{{0.15027f, -0.02643f, 0.15077f}, {-0.96715f, -0.19489f, 0.16318f}},
{{0.15234f, -0.02643f, 0.16240f}, {-0.96439f, -0.19492f, 0.17876f}},
{{0.15473f, -0.02643f, 0.17478f}, {-0.96178f, -0.19494f, 0.19232f}},
{{0.15744f, -0.02643f, 0.18791f}, {-0.95932f, -0.19495f, 0.20422f}},
{{0.16048f, -0.02643f, 0.20179f}, {-0.95701f, -0.19497f, 0.21474f}},
{{0.16086f, -0.02643f, 0.20344f}, {-0.70222f, -0.07191f, 0.70832f}},
{{0.18027f, -0.02643f, 0.20344f}, {0.00000f, 0.17779f, 0.98407f}},
{{0.17971f, -0.02643f, 0.20199f}, {0.91100f, -0.19493f, -0.36344f}},
{{0.18027f, -0.02643f, 0.20344f}, {0.91063f, -0.20974f, -0.35602f}},
{{0.17668f, -0.02643f, 0.19454f}, {0.90529f, -0.19489f, -0.37744f}},
{{0.17382f, -0.02643f, 0.18785f}, {0.89788f, -0.19485f, -0.39477f}},
{{0.17113f, -0.02643f, 0.18191f}, {0.88791f, -0.19478f, -0.41674f}},
{{0.16859f, -0.02643f, 0.17669f}, {0.87389f, -0.19468f, -0.44544f}},
{{0.16628f, -0.02643f, 0.17235f}, {0.86254f, -0.19495f, -0.46693f}},
{{0.00350f, -0.02643f, -0.12402f}, {0.49805f, -0.20818f, -0.84179f}},
{{-0.05548f, -0.02643f, -0.12402f}, {-0.59917f, -0.22005f, -0.76979f}},
{{-0.13065f, -0.02643f, 0.17285f}, {-0.95607f, -0.19460f, -0.21921f}},
{{-0.13169f, -0.02643f, 0.17792f}, {-0.96471f, -0.19463f, -0.17736f}},
{{-0.13262f, -0.02643f, 0.18367f}, {-0.97060f, -0.19473f, -0.14147f}},
{{-0.13345f, -0.02643f, 0.19007f}, {-0.97426f, -0.19480f, -0.11345f}},
{{-0.13418f, -0.02643f, 0.19714f}, {-0.97660f, -0.19486f, -0.09102f}},
{{-0.13483f, -0.02643f, 0.20492f}, {-0.97472f, -0.20876f, -0.07960f}},
{{-0.13473f, -0.02643f, 0.20344f}, {0.66497f, 0.23138f, 0.71013f}},
{{-0.13483f, -0.02643f, 0.20492f}, {0.97579f, 0.20910f, 0.06417f}},
{{-0.11608f, -0.02643f, 0.20344f}, {-0.68770f, 0.24337f, 0.68399f}},
{{-0.11600f, -0.02643f, 0.20452f}, {-0.97813f, 0.19538f, 0.07127f}},
{{-0.11702f, -0.02643f, 0.19406f}, {0.97539f, -0.19489f, -0.10314f}},
{{-0.11600f, -0.02643f, 0.20452f}, {0.97626f, -0.19481f, -0.09471f}},
{{-0.11840f, -0.02643f, 0.18202f}, {0.97370f, -0.19494f, -0.11792f}},
{{-0.12014f, -0.02643f, 0.16837f}, {0.97226f, -0.19497f, -0.12921f}},
{{-0.12225f, -0.02643f, 0.15310f}, {0.97103f, -0.19499f, -0.13812f}},
{{-0.12472f, -0.02643f, 0.13623f}, {0.97020f, -0.19505f, -0.14379f}},
{{-0.16375f, -0.02643f, -0.12402f}, {0.63569f, -0.22588f, -0.73816f}},
{{-0.24482f, -0.02643f, -0.12402f}, {-0.73399f, -0.24842f, -0.63210f}},
{{-0.18330f, -0.02643f, 0.28617f}, {-0.63569f, -0.22588f, 0.73816f}},
{{-0.07501f, -0.02643f, 0.28617f}, {0.60216f, -0.22049f, 0.76732f}},
{{-0.00961f, -0.02643f, 0.01897f}, {0.95381f, -0.19498f, 0.22856f}},
{{-0.00734f, -0.02643f, 0.00932f}, {0.95646f, -0.19493f, 0.21724f}},
{{-0.00540f, -0.02643f, 0.00048f}, {0.95972f, -0.19489f, 0.20235f}},
{{-0.00378f, -0.02643f, -0.00755f}, {0.96345f, -0.19485f, 0.18384f}},
{{-0.00248f, -0.02643f, -0.01480f}, {0.96767f, -0.19478f, 0.16022f}},
{{-0.00149f, -0.02643f, -0.02129f}, {0.96933f, -0.19743f, 0.14633f}},
{{-0.00194f, -0.02643f, -0.01741f}, {-0.64822f, 0.22813f, -0.72647f}},
{{-0.00149f, -0.02643f, -0.02129f}, {-0.97382f, 0.19828f, -0.11122f}},
{{-0.01666f, -0.02643f, -0.01741f}, {0.00000f, 0.17922f, -0.98381f}},
{{-0.01482f, -0.02643f, -0.01358f}, {-0.88225f, -0.19501f, 0.42849f}},
{{-0.01666f, -0.02643f, -0.01741f}, {-0.88123f, -0.20870f, 0.42411f}},
{{-0.01042f, -0.02643f, -0.00460f}, {-0.87885f, -0.19499f, 0.43544f}},
{{-0.00635f, -0.02643f, 0.00352f}, {-0.87462f, -0.19497f, 0.44388f}},
{{-0.00261f, -0.02643f, 0.01080f}, {-0.86922f, -0.19494f, 0.45437f}},
{{0.00081f, -0.02643f, 0.01723f}, {-0.86211f, -0.19489f, 0.46773f}},
{{0.00385f, -0.02643f, 0.02272f}, {-0.85799f, -0.19509f, 0.47518f}},
{{0.14975f, -0.02643f, 0.28617f}, {-0.49660f, -0.20805f, 0.84268f}},
{{0.18991f, -0.03890f, -0.11885f}, {0.46580f, -0.70034f, -0.54088f}},
{{0.24989f, -0.03890f, 0.28101f}, {0.52286f, -0.72379f, 0.45028f}},
{{0.17918f, -0.04406f, -0.10639f}, {0.00001f, -1.00000f, -0.00001f}},
{{0.23542f, -0.04406f, 0.26855f}, {0.00000f, -1.00000f, 0.00003f}},
{{0.11494f, -0.03890f, -0.11885f}, {-0.52286f, -0.72379f, -0.45028f}},
{{0.12941f, -0.04406f, -0.10639f}, {0.00003f, -1.00000f, 0.00000f}},
{{0.15364f, -0.03890f, 0.13915f}, {-0.69935f, -0.70652f, 0.10835f}},
{{0.16595f, -0.04406f, 0.13724f}, {-0.00000f, -1.00000f, -0.00002f}},
{{0.15536f, -0.03890f, 0.14991f}, {-0.69828f, -0.70607f, 0.11782f}},
{{0.16765f, -0.04406f, 0.14784f}, {0.00002f, -1.00000f, 0.00001f}},
{{0.15741f, -0.03890f, 0.16146f}, {-0.69615f, -0.70620f, 0.12904f}},
{{0.16966f, -0.04406f, 0.15919f}, {-0.00000f, -1.00000f, -0.00002f}},
{{0.15979f, -0.03890f, 0.17377f}, {-0.69416f, -0.70631f, 0.13881f}},
{{0.17201f, -0.04406f, 0.17132f}, {-0.00000f, -1.00000f, -0.00000f}},
{{0.16249f, -0.03890f, 0.18683f}, {-0.69230f, -0.70640f, 0.14738f}},
{{0.17468f, -0.04406f, 0.18424f}, {-0.00002f, -1.00000f, 0.00001f}},
{{0.16552f, -0.03890f, 0.20066f}, {-0.69056f, -0.70648f, 0.15496f}},
{{0.17768f, -0.04406f, 0.19793f}, {0.00001f, -1.00000f, 0.00000f}},
{{0.16734f, -0.03890f, 0.20860f}, {-0.55647f, -0.36136f, 0.74817f}},
{{0.18299f, -0.04406f, 0.22106f}, {0.00002f, -1.00000f, 0.00001f}},
{{0.17675f, -0.03890f, 0.20860f}, {0.00002f, 0.61814f, 0.78606f}},
{{0.16824f, -0.04406f, 0.22106f}, {0.00001f, -1.00000f, -0.00003f}},
{{0.17492f, -0.03890f, 0.20390f}, {0.65755f, -0.70627f, -0.26232f}},
{{0.17675f, -0.03890f, 0.20860f}, {0.59100f, -0.77288f, -0.23104f}},
{{0.16334f, -0.04406f, 0.20852f}, {-0.00001f, -1.00000f, 0.00000f}},
{{0.17191f, -0.03890f, 0.19652f}, {0.65360f, -0.70608f, -0.27250f}},
{{0.16041f, -0.04406f, 0.20132f}, {-0.00001f, -1.00000f, -0.00001f}},
{{0.16909f, -0.03890f, 0.18993f}, {0.64848f, -0.70582f, -0.28512f}},
{{0.15769f, -0.04406f, 0.19494f}, {0.00001f, -1.00000f, -0.00001f}},
{{0.16646f, -0.03890f, 0.18410f}, {0.64161f, -0.70544f, -0.30114f}},
{{0.15518f, -0.04406f, 0.18939f}, {-0.00001f, -1.00000f, -0.00000f}},
{{0.16399f, -0.03890f, 0.17903f}, {0.63196f, -0.70488f, -0.32213f}},
{{0.15289f, -0.04406f, 0.18470f}, {-0.00000f, -1.00000f, 0.00002f}},
{{0.16174f, -0.03890f, 0.17481f}, {0.62248f, -0.70637f, -0.33698f}},
{{0.15078f, -0.04406f, 0.18074f}, {-0.00002f, -1.00000f, 0.00000f}},
{{0.00044f, -0.03890f, -0.11885f}, {0.37066f, -0.68567f, -0.62648f}},
{{-0.00693f, -0.04406f, -0.10639f}, {-0.00002f, -1.00000f, 0.00001f}},
{{-0.05146f, -0.03890f, -0.11885f}, {-0.44168f, -0.69492f, -0.56745f}},
{{-0.04176f, -0.04406f, -0.10639f}, {0.00000f, -1.00000f, 0.00003f}},
{{-0.12561f, -0.03890f, 0.17401f}, {-0.69182f, -0.70443f, -0.15863f}},
{{-0.11346f, -0.04406f, 0.17679f}, {-0.00002f, -1.00000f, 0.00000f}},
{{-0.12661f, -0.03890f, 0.17886f}, {-0.69789f, -0.70461f, -0.12831f}},
{{-0.11435f, -0.04406f, 0.18111f}, {0.00002f, -1.00000f, 0.00001f}},
{{-0.12751f, -0.03890f, 0.18441f}, {-0.70161f, -0.70518f, -0.10227f}},
{{-0.11518f, -0.04406f, 0.18621f}, {-0.00002f, -1.00000f, -0.00001f}},
{{-0.12832f, -0.03890f, 0.19066f}, {-0.70387f, -0.70558f, -0.08196f}},
{{-0.11594f, -0.04406f, 0.19211f}, {-0.00001f, -1.00000f, -0.00002f}},
{{-0.12904f, -0.03890f, 0.19762f}, {-0.70528f, -0.70587f, -0.06573f}},
{{-0.11663f, -0.04406f, 0.19878f}, {-0.00001f, -1.00000f, 0.00000f}},
{{-0.12968f, -0.03890f, 0.20530f}, {-0.70618f, -0.70608f, -0.05247f}},
{{-0.11725f, -0.04406f, 0.20622f}, {0.00002f, -1.00000f, 0.00001f}},
{{-0.12990f, -0.03890f, 0.20860f}, {-0.51539f, -0.84869f, -0.11875f}},
{{-0.11823f, -0.04406f, 0.22106f}, {0.00000f, -1.00000f, 0.00001f}},
{{-0.12088f, -0.03890f, 0.20860f}, {0.00000f, 0.58885f, 0.80824f}},
{{-0.12990f, -0.03890f, 0.20860f}, {0.02704f, 0.69924f, 0.71438f}},
{{-0.13247f, -0.04406f, 0.22106f}, {-0.00000f, -1.00000f, -0.00002f}},
{{-0.12115f, -0.03890f, 0.20495f}, {0.70966f, -0.70198f, -0.06012f}},
{{-0.11608f, -0.02643f, 0.20344f}, {0.92143f, -0.38269f, -0.06715f}},
{{-0.12088f, -0.03890f, 0.20860f}, {0.61300f, -0.78882f, -0.04467f}},
{{-0.13356f, -0.04406f, 0.20601f}, {-0.00000f, -1.00000f, 0.00001f}},
{{-0.12215f, -0.03890f, 0.19460f}, {0.70422f, -0.70607f, -0.07447f}},
{{-0.13454f, -0.04406f, 0.19591f}, {-0.00000f, -1.00000f, -0.00002f}},
{{-0.12352f, -0.03890f, 0.18264f}, {0.70276f, -0.70632f, -0.08510f}},
{{-0.13589f, -0.04406f, 0.18413f}, {-0.00000f, -1.00000f, 0.00001f}},
{{-0.12526f, -0.03890f, 0.16905f}, {0.70156f, -0.70649f, -0.09323f}},
{{-0.13761f, -0.04406f, 0.17069f}, {0.00001f, -1.00000f, 0.00001f}},
{{-0.12736f, -0.03890f, 0.15383f}, {0.70055f, -0.70661f, -0.09965f}},
{{-0.13969f, -0.04406f, 0.15558f}, {-0.00001f, -1.00000f, 0.00001f}},
{{-0.12982f, -0.03890f, 0.13698f}, {0.69968f, -0.70689f, -0.10370f}},
{{-0.14215f, -0.04406f, 0.13881f}, {-0.00000f, -1.00000f, 0.00002f}},
{{-0.16820f, -0.03890f, -0.11885f}, {0.46580f, -0.70034f, -0.54088f}},
{{-0.17893f, -0.04406f, -0.10639f}, {0.00003f, -1.00000f, -0.00001f}},
{{-0.23883f, -0.03890f, -0.11885f}, {-0.52286f, -0.72379f, -0.45028f}},
{{-0.22436f, -0.04406f, -0.10639f}, {0.00003f, -1.00000f, 0.00000f}},
{{-0.17885f, -0.03890f, 0.28101f}, {-0.46580f, -0.70034f, 0.54088f}},
{{-0.16812f, -0.04406f, 0.26855f}, {0.00001f, -1.00000f, -0.00001f}},
{{-0.07906f, -0.03890f, 0.28101f}, {0.44370f, -0.69531f, 0.56540f}},
{{-0.08884f, -0.04406f, 0.26855f}, {-0.00000f, -1.00000f, 0.00002f}},
{{-0.01463f, -0.03890f, 0.01777f}, {0.68821f, -0.70652f, 0.16491f}},
{{-0.02675f, -0.04406f, 0.01487f}, {-0.00002f, -1.00000f, 0.00001f}},
{{-0.01238f, -0.03890f, 0.00818f}, {0.69037f, -0.70626f, 0.15680f}},
{{-0.02453f, -0.04406f, 0.00542f}, {0.00002f, -1.00000f, 0.00001f}},
{{-0.01045f, -0.03890f, -0.00058f}, {0.69290f, -0.70608f, 0.14609f}},
{{-0.02265f, -0.04406f, -0.00315f}, {0.00001f, -1.00000f, 0.00001f}},
{{-0.00885f, -0.03890f, -0.00852f}, {0.69584f, -0.70582f, 0.13277f}},
{{-0.02109f, -0.04406f, -0.01086f}, {-0.00001f, -1.00000f, 0.00001f}},
{{-0.00757f, -0.03890f, -0.01565f}, {0.69923f, -0.70546f, 0.11577f}},
{{-0.01986f, -0.04406f, -0.01768f}, {0.00000f, -1.00000f, -0.00002f}},
{{-0.00661f, -0.03890f, -0.02197f}, {0.70311f, -0.70492f, 0.09336f}},
{{-0.01897f, -0.04406f, -0.02361f}, {0.00002f, -1.00000f, -0.00001f}},
{{-0.00654f, -0.03890f, -0.02257f}, {0.55063f, -0.82393f, 0.13396f}},
{{-0.01766f, -0.04406f, -0.03503f}, {-0.00000f, -1.00000f, -0.00001f}},
{{-0.01342f, -0.03890f, -0.02257f}, {0.00000f, 0.62501f, -0.78062f}},
{{-0.00654f, -0.03890f, -0.02257f}, {-0.07526f, 0.69575f, -0.71433f}},
{{-0.00558f, -0.04406f, -0.03503f}, {-0.00002f, -1.00000f, 0.00002f}},
{{-0.01018f, -0.03890f, -0.01584f}, {-0.63644f, -0.70667f, 0.30911f}},
{{-0.01342f, -0.03890f, -0.02257f}, {-0.57611f, -0.76891f, 0.27727f}},
{{0.00103f, -0.04406f, -0.02128f}, {-0.00000f, -1.00000f, 0.00002f}},
{{-0.00579f, -0.03890f, -0.00689f}, {-0.63407f, -0.70658f, 0.31416f}},
{{0.00537f, -0.04406f, -0.01242f}, {0.00001f, -1.00000f, 0.00001f}},
{{-0.00174f, -0.03890f, 0.00119f}, {-0.63112f, -0.70646f, 0.32030f}},
{{0.00937f, -0.04406f, -0.00445f}, {-0.00001f, -1.00000f, 0.00001f}},
{{0.00197f, -0.03890f, 0.00840f}, {-0.62737f, -0.70630f, 0.32794f}},
{{0.01301f, -0.04406f, 0.00263f}, {0.00000f, -1.00000f, -0.00000f}},
{{0.00534f, -0.03890f, 0.01476f}, {-0.62245f, -0.70605f, 0.33770f}},
{{0.01630f, -0.04406f, 0.00882f}, {-0.00002f, -1.00000f, -0.00001f}},
{{0.00836f, -0.03890f, 0.02022f}, {-0.61857f, -0.70711f, 0.34259f}},
{{0.01927f, -0.04406f, 0.01418f}, {-0.00002f, -1.00000f, -0.00001f}},
{{0.15279f, -0.03890f, 0.28101f}, {-0.36961f, -0.68558f, 0.62719f}},
{{0.16013f, -0.04406f, 0.26855f}, {0.00002f, -1.00000f, 0.00000f}},
{{0.49186f, 0.03890f, -0.11885f}, {0.46580f, 0.70034f, -0.54088f}},
{{0.50728f, 0.04406f, 0.06797f}, {-0.00002f, 1.00000f, 0.00002f}},
{{0.51969f, 0.03890f, 0.06668f}, {0.70853f, 0.70185f, -0.07341f}},
{{0.49631f, 0.02644f, -0.12402f}, {0.63569f, 0.22588f, -0.73816f}},
{{0.52483f, 0.02644f, 0.06615f}, {0.97574f, 0.19419f, -0.10110f}},
{{0.41987f, 0.03890f, -0.11885f}, {-0.52286f, 0.72379f, -0.45028f}},
{{0.48113f, 0.04406f, -0.10639f}, {-0.00000f, 1.00000f, 0.00003f}},
{{0.41388f, 0.02644f, -0.12402f}, {-0.73399f, 0.24842f, -0.63210f}},
{{0.42639f, 0.03890f, -0.07545f}, {-0.59187f, 0.80113f, 0.08878f}},
{{0.43435f, 0.04406f, -0.10639f}, {-0.00000f, 1.00000f, -0.00003f}},
{{0.42039f, 0.02644f, -0.08061f}, {-0.72980f, 0.06930f, 0.68014f}},
{{0.43413f, 0.03890f, -0.07545f}, {0.00000f, -0.72877f, 0.68476f}},
{{0.44086f, 0.04406f, -0.06299f}, {-0.00000f, 1.00000f, -0.00003f}},
{{0.42639f, 0.03890f, -0.07545f}, {0.00000f, -0.56484f, 0.82520f}},
{{0.43656f, 0.02644f, -0.08061f}, {0.00000f, -0.18335f, 0.98305f}},
{{0.42289f, 0.03890f, -0.08903f}, {0.51741f, 0.69927f, -0.49327f}},
{{0.43413f, 0.03890f, -0.07545f}, {0.40399f, 0.81271f, -0.41988f}},
{{0.42664f, 0.02644f, -0.09260f}, {0.71006f, 0.19386f, -0.67693f}},
{{0.43656f, 0.02644f, -0.08061f}, {0.75403f, 0.20554f, -0.62386f}},
{{0.40860f, 0.03890f, -0.10206f}, {0.43889f, 0.69841f, -0.56533f}},
{{0.41385f, 0.04406f, -0.08041f}, {0.00001f, 1.00000f, 0.00001f}},
{{0.41177f, 0.02644f, -0.10615f}, {0.60161f, 0.19378f, -0.77493f}},
{{0.39309f, 0.03890f, -0.11225f}, {0.34140f, 0.69786f, -0.62963f}},
{{0.40093f, 0.04406f, -0.09218f}, {0.00002f, 1.00000f, 0.00001f}},
{{0.39556f, 0.02644f, -0.11680f}, {0.46764f, 0.19372f, -0.86243f}},
{{0.37639f, 0.03890f, -0.11955f}, {0.22989f, 0.69774f, -0.67846f}},
{{0.38713f, 0.04406f, -0.10125f}, {0.00001f, 1.00000f, 0.00002f}},
{{0.37806f, 0.02644f, -0.12446f}, {0.31484f, 0.19371f, -0.92917f}},
{{0.35859f, 0.03890f, -0.12393f}, {0.11333f, 0.69809f, -0.70698f}},
{{0.37238f, 0.04406f, -0.10771f}, {0.00006f, 1.00000f, 0.00000f}},
{{0.35940f, 0.02644f, -0.12904f}, {0.15528f, 0.19374f, -0.96869f}},
{{0.33981f, 0.03890f, -0.12538f}, {0.01058f, 0.70011f, -0.71396f}},
{{0.35661f, 0.04406f, -0.11158f}, {0.00002f, 1.00000f, 0.00001f}},
{{0.33988f, 0.02644f, -0.13055f}, {0.01453f, 0.19396f, -0.98090f}},
{{0.32611f, 0.03890f, -0.12473f}, {-0.07185f, 0.70099f, -0.70954f}},
{{0.33962f, 0.04406f, -0.11289f}, {0.00002f, 1.00000f, 0.00002f}},
{{0.32559f, 0.02644f, -0.12987f}, {-0.09883f, 0.19407f, -0.97600f}},
{{0.31359f, 0.03890f, -0.12278f}, {-0.15414f, 0.70002f, -0.69729f}},
{{0.32737f, 0.04406f, -0.11231f}, {0.00002f, 1.00000f, -0.00003f}},
{{0.31247f, 0.02644f, -0.12783f}, {-0.21175f, 0.19395f, -0.95789f}},
{{0.30216f, 0.03890f, -0.11948f}, {-0.24714f, 0.69906f, -0.67100f}},
{{0.31628f, 0.04406f, -0.11058f}, {0.00002f, 1.00000f, -0.00000f}},
{{0.30037f, 0.02644f, -0.12434f}, {-0.33906f, 0.19384f, -0.92058f}},
{{0.29186f, 0.03890f, -0.11482f}, {-0.34673f, 0.69826f, -0.62627f}},
{{0.30648f, 0.04406f, -0.10776f}, {-0.00009f, 1.00000f, 0.00002f}},
{{0.28935f, 0.02644f, -0.11935f}, {-0.47518f, 0.19376f, -0.85829f}},
{{0.28273f, 0.03890f, -0.10876f}, {-0.44543f, 0.69780f, -0.56095f}},
{{0.29791f, 0.04406f, -0.10388f}, {0.00007f, 1.00000f, -0.00007f}},
{{0.27951f, 0.02644f, -0.11282f}, {-0.61008f, 0.19372f, -0.76829f}},
{{0.27486f, 0.03890f, -0.10133f}, {-0.53304f, 0.69797f, -0.47823f}},
{{0.29051f, 0.04406f, -0.09896f}, {0.00001f, 1.00000f, -0.00002f}},
{{0.27100f, 0.02644f, -0.10479f}, {-0.73024f, 0.19373f, -0.65515f}},
{{0.26840f, 0.03890f, -0.09280f}, {-0.60480f, 0.69801f, -0.38340f}},
{{0.28417f, 0.04406f, -0.09298f}, {0.00004f, 1.00000f, -0.00004f}},
{{0.26402f, 0.02644f, -0.09557f}, {-0.82859f, 0.19374f, -0.52527f}},
{{0.26348f, 0.03890f, -0.08339f}, {-0.65947f, 0.69810f, -0.27885f}},
{{0.27896f, 0.04406f, -0.08611f}, {0.00003f, 1.00000f, -0.00000f}},
{{0.25871f, 0.02644f, -0.08541f}, {-0.90360f, 0.19375f, -0.38207f}},
{{0.26011f, 0.03890f, -0.07316f}, {-0.69484f, 0.69859f, -0.17079f}},
{{0.27499f, 0.04406f, -0.07852f}, {0.00003f, 1.00000f, -0.00001f}},
{{0.25508f, 0.02644f, -0.07440f}, {-0.95269f, 0.19379f, -0.23416f}},
{{0.25829f, 0.03890f, -0.06217f}, {-0.71155f, 0.69937f, -0.06764f}},
{{0.27225f, 0.04406f, -0.07018f}, {0.00002f, 1.00000f, -0.00002f}},
{{0.25314f, 0.02644f, -0.06266f}, {-0.97662f, 0.19387f, -0.09284f}},
{{0.25799f, 0.03890f, -0.05046f}, {-0.71343f, 0.70029f, 0.02484f}},
{{0.27072f, 0.04406f, -0.06099f}, {0.00000f, 1.00000f, 0.00006f}},
{{0.25282f, 0.02644f, -0.05028f}, {-0.98041f, 0.19398f, 0.03413f}},
{{0.25919f, 0.03890f, -0.03791f}, {-0.70496f, 0.69865f, 0.12213f}},
{{0.27047f, 0.04406f, -0.05089f}, {0.00001f, 1.00000f, 0.00006f}},
{{0.25409f, 0.02644f, -0.03703f}, {-0.96664f, 0.19380f, 0.16747f}},
{{0.26562f, 0.03890f, -0.01251f}, {-0.67242f, 0.69518f, 0.25410f}},
{{0.27150f, 0.04406f, -0.04004f}, {-0.00001f, 1.00000f, -0.00006f}},
{{0.26076f, 0.02644f, -0.01067f}, {-0.91775f, 0.19354f, 0.34681f}},
{{0.27687f, 0.03890f, 0.00940f}, {-0.59419f, 0.69416f, 0.40629f}},
{{0.27735f, 0.04406f, -0.01694f}, {-0.00001f, 1.00000f, -0.00002f}},
{{0.27258f, 0.02644f, 0.01233f}, {-0.80987f, 0.19351f, 0.55377f}},
{{0.29292f, 0.03890f, 0.02751f}, {-0.47633f, 0.69438f, 0.53939f}},
{{0.28948f, 0.02644f, 0.03141f}, {-0.64942f, 0.19352f, 0.73540f}},
{{0.31359f, 0.03890f, 0.04168f}, {-0.34031f, 0.69572f, 0.63258f}},
{{0.31113f, 0.02644f, 0.04625f}, {-0.46480f, 0.19357f, 0.86400f}},
{{0.33869f, 0.03890f, 0.05189f}, {-0.21121f, 0.69761f, 0.68463f}},
{{0.31953f, 0.04406f, 0.03064f}, {0.00008f, 1.00000f, 0.00006f}},
{{0.33716f, 0.02644f, 0.05684f}, {-0.28921f, 0.19370f, 0.93746f}},
{{0.36796f, 0.03890f, 0.05820f}, {-0.12381f, 0.70277f, 0.70056f}},
{{0.34238f, 0.04406f, 0.03994f}, {-0.00006f, 1.00000f, 0.00001f}},
{{0.36706f, 0.02644f, 0.06328f}, {-0.17071f, 0.19433f, 0.96597f}},
{{0.44801f, 0.03890f, 0.06928f}, {-0.38501f, 0.85086f, 0.35750f}},
{{0.37013f, 0.04406f, 0.04592f}, {-0.00002f, 1.00000f, -0.00001f}},
{{0.44312f, 0.02644f, 0.07382f}, {-0.70559f, 0.26996f, 0.65518f}},
{{0.44884f, 0.03890f, 0.08241f}, {-0.69005f, 0.72292f, -0.03505f}},
{{0.45980f, 0.04406f, 0.05833f}, {0.00002f, 1.00000f, 0.00002f}},
{{0.44365f, 0.02643f, 0.08214f}, {-0.97873f, 0.19903f, -0.04971f}},
{{0.44661f, 0.03890f, 0.09578f}, {-0.64718f, 0.73035f, -0.21849f}},
{{0.46137f, 0.04406f, 0.08304f}, {0.00000f, 1.00000f, -0.00002f}},
{{0.44166f, 0.02643f, 0.09411f}, {-0.92806f, 0.20134f, -0.31332f}},
{{0.44141f, 0.03890f, 0.10563f}, {-0.52811f, 0.73555f, -0.42434f}},
{{0.45857f, 0.04406f, 0.09982f}, {0.00001f, 1.00000f, -0.00001f}},
{{0.43731f, 0.02643f, 0.10234f}, {-0.76329f, 0.20310f, -0.61331f}},
{{0.43320f, 0.03890f, 0.11260f}, {-0.34345f, 0.73267f, -0.58757f}},
{{0.45130f, 0.04406f, 0.11358f}, {0.00004f, 1.00000f, -0.00003f}},
{{0.43055f, 0.02643f, 0.10807f}, {-0.49423f, 0.20211f, -0.84551f}},
{{0.42138f, 0.03890f, 0.11697f}, {-0.15415f, 0.72521f, -0.67105f}},
{{0.43958f, 0.04406f, 0.12352f}, {0.00002f, 1.00000f, 0.00000f}},
{{0.42022f, 0.02643f, 0.11190f}, {-0.21937f, 0.19971f, -0.95498f}},
{{0.40550f, 0.03890f, 0.11851f}, {-0.01360f, 0.71738f, -0.69655f}},
{{0.42420f, 0.04406f, 0.12922f}, {0.00002f, 1.00000f, 0.00000f}},
{{0.40540f, 0.02643f, 0.11334f}, {-0.01914f, 0.19748f, -0.98012f}},
{{0.38982f, 0.03890f, 0.11761f}, {0.08103f, 0.71471f, -0.69472f}},
{{0.40575f, 0.04406f, 0.13101f}, {-0.00005f, 1.00000f, -0.00002f}},
{{0.39042f, 0.02643f, 0.11247f}, {0.11358f, 0.19679f, -0.97384f}},
{{0.37427f, 0.03890f, 0.11487f}, {0.16102f, 0.71463f, -0.68072f}},
{{0.38837f, 0.04406f, 0.13001f}, {0.00001f, 1.00000f, 0.00003f}},
{{0.37546f, 0.02643f, 0.10984f}, {0.22569f, 0.19677f, -0.95412f}},
{{0.35896f, 0.03890f, 0.11030f}, {0.23725f, 0.71435f, -0.65834f}},
{{0.37140f, 0.04406f, 0.12701f}, {-0.00009f, 1.00000f, -0.00002f}},
{{0.36071f, 0.02643f, 0.10543f}, {0.33241f, 0.19670f, -0.92239f}},
{{0.34385f, 0.03890f, 0.10388f}, {0.30729f, 0.71392f, -0.62920f}},
{{0.35473f, 0.04406f, 0.12204f}, {0.00001f, 1.00000f, 0.00003f}},
{{0.34612f, 0.02643f, 0.09923f}, {0.43027f, 0.19659f, -0.88103f}},
{{0.32894f, 0.03890f, 0.09560f}, {0.36960f, 0.71337f, -0.59540f}},
{{0.33838f, 0.04406f, 0.11509f}, {0.00001f, 1.00000f, 0.00001f}},
{{0.33167f, 0.02643f, 0.09121f}, {0.51713f, 0.19646f, -0.83306f}},
{{0.30375f, 0.03890f, 0.07821f}, {-0.30606f, 0.81586f, -0.49061f}},
{{0.32236f, 0.04406f, 0.10620f}, {0.00001f, 1.00000f, 0.00002f}},
{{0.29688f, 0.02644f, 0.06719f}, {0.56276f, 0.13648f, -0.81527f}},
{{0.31428f, 0.03890f, 0.14844f}, {-0.58892f, 0.68367f, 0.43100f}},
{{0.32034f, 0.04406f, 0.10480f}, {0.00003f, 1.00000f, 0.00001f}},
{{0.30958f, 0.02643f, 0.15188f}, {-0.78992f, 0.20451f, 0.57810f}},
{{0.29688f, 0.02644f, 0.06719f}, {-0.97968f, 0.13648f, 0.14695f}},
{{0.33326f, 0.03890f, 0.15775f}, {-0.28601f, 0.70217f, 0.65205f}},
{{0.32564f, 0.04406f, 0.14013f}, {-0.00003f, 1.00000f, -0.00000f}},
{{0.33118f, 0.02643f, 0.16248f}, {-0.39404f, 0.19424f, 0.89834f}},
{{0.35045f, 0.03890f, 0.16443f}, {-0.22920f, 0.70215f, 0.67413f}},
{{0.33827f, 0.04406f, 0.14633f}, {-0.00001f, 1.00000f, -0.00002f}},
{{0.34879f, 0.02643f, 0.16932f}, {-0.31577f, 0.19424f, 0.92874f}},
{{0.36819f, 0.03890f, 0.16962f}, {-0.17098f, 0.70221f, 0.69114f}},
{{0.35446f, 0.04406f, 0.15262f}, {-0.00001f, 1.00000f, -0.00002f}},
{{0.36694f, 0.02643f, 0.17464f}, {-0.23557f, 0.19425f, 0.95225f}},
{{0.38646f, 0.03890f, 0.17333f}, {-0.11263f, 0.70233f, 0.70289f}},
{{0.37118f, 0.04406f, 0.15751f}, {-0.00001f, 1.00000f, -0.00003f}},
{{0.38564f, 0.02643f, 0.17843f}, {-0.15521f, 0.19426f, 0.96859f}},
{{0.40526f, 0.03890f, 0.17555f}, {-0.05541f, 0.70250f, 0.70952f}},
{{0.38843f, 0.04406f, 0.16101f}, {-0.00002f, 1.00000f, -0.00001f}},
{{0.40486f, 0.02643f, 0.18070f}, {-0.07638f, 0.19429f, 0.97797f}},
{{0.42473f, 0.03890f, 0.17630f}, {0.01865f, 0.69987f, 0.71403f}},
{{0.40623f, 0.04406f, 0.16312f}, {-0.00002f, 1.00000f, 0.00000f}},
{{0.42486f, 0.02643f, 0.18147f}, {0.02561f, 0.19393f, 0.98068f}},
{{0.45746f, 0.03890f, 0.17333f}, {0.15098f, 0.69452f, 0.70346f}},
{{0.42440f, 0.04406f, 0.16381f}, {-0.00002f, 1.00000f, 0.00000f}},
{{0.45855f, 0.02643f, 0.17841f}, {0.20588f, 0.19352f, 0.95925f}},
{{0.48397f, 0.03890f, 0.16418f}, {0.34618f, 0.69087f, 0.63471f}},
{{0.45483f, 0.04406f, 0.16105f}, {-0.00002f, 1.00000f, 0.00002f}},
{{0.48647f, 0.02643f, 0.16877f}, {0.46976f, 0.19360f, 0.86130f}},
{{0.50382f, 0.03890f, 0.14857f}, {0.54788f, 0.68921f, 0.47415f}},
{{0.47792f, 0.04406f, 0.15308f}, {-0.00005f, 1.00000f, 0.00004f}},
{{0.50779f, 0.02643f, 0.15201f}, {0.74182f, 0.19379f, 0.64199f}},
{{0.51639f, 0.03890f, 0.12672f}, {0.67814f, 0.69080f, 0.25085f}},
{{0.49422f, 0.04406f, 0.14027f}, {-0.00002f, 1.00000f, 0.00001f}},
{{0.52130f, 0.02643f, 0.12854f}, {0.92015f, 0.19360f, 0.34037f}},
{{0.52157f, 0.03890f, 0.09926f}, {0.71807f, 0.69443f, 0.04630f}},
{{0.50454f, 0.04406f, 0.12233f}, {-0.00003f, 1.00000f, 0.00001f}},
{{0.52676f, 0.02643f, 0.09959f}, {0.97906f, 0.19351f, 0.06313f}},
{{0.50904f, 0.04406f, 0.09845f}, {-0.00001f, 1.00000f, 0.00002f}},
{{0.49631f, -0.02643f, -0.12402f}, {0.63569f, -0.22588f, -0.73816f}},
{{0.52483f, -0.02643f, 0.06615f}, {0.97574f, -0.19419f, -0.10110f}},
{{0.41388f, -0.02643f, -0.12402f}, {-0.73399f, -0.24842f, -0.63210f}},
{{0.42039f, -0.02643f, -0.08061f}, {-0.72980f, -0.06930f, 0.68014f}},
{{0.43656f, -0.02643f, -0.08061f}, {0.00000f, 0.18335f, 0.98305f}},
{{0.42664f, -0.02643f, -0.09260f}, {0.71006f, -0.19386f, -0.67693f}},
{{0.43656f, -0.02643f, -0.08061f}, {0.75402f, -0.20555f, -0.62386f}},
{{0.41177f, -0.02643f, -0.10615f}, {0.60161f, -0.19378f, -0.77493f}},
{{0.39556f, -0.02643f, -0.11680f}, {0.46764f, -0.19372f, -0.86243f}},
{{0.37806f, -0.02643f, -0.12446f}, {0.31484f, -0.19371f, -0.92917f}},
{{0.35940f, -0.02643f, -0.12904f}, {0.15528f, -0.19374f, -0.96869f}},
{{0.33988f, -0.02643f, -0.13055f}, {0.01453f, -0.19396f, -0.98090f}},
{{0.32559f, -0.02643f, -0.12987f}, {-0.09883f, -0.19407f, -0.97600f}},
{{0.31247f, -0.02643f, -0.12783f}, {-0.21175f, -0.19395f, -0.95789f}},
{{0.30037f, -0.02643f, -0.12434f}, {-0.33906f, -0.19384f, -0.92058f}},
{{0.28935f, -0.02643f, -0.11935f}, {-0.47518f, -0.19376f, -0.85829f}},
{{0.27951f, -0.02643f, -0.11282f}, {-0.61008f, -0.19372f, -0.76829f}},
{{0.27100f, -0.02643f, -0.10479f}, {-0.73024f, -0.19373f, -0.65515f}},
{{0.26402f, -0.02643f, -0.09557f}, {-0.82859f, -0.19374f, -0.52527f}},
{{0.25871f, -0.02643f, -0.08541f}, {-0.90360f, -0.19375f, -0.38207f}},
{{0.25508f, -0.02643f, -0.07440f}, {-0.95269f, -0.19379f, -0.23416f}},
{{0.25314f, -0.02643f, -0.06266f}, {-0.97662f, -0.19387f, -0.09284f}},
{{0.25282f, -0.02643f, -0.05028f}, {-0.98041f, -0.19398f, 0.03413f}},
{{0.25409f, -0.02643f, -0.03703f}, {-0.96664f, -0.19380f, 0.16747f}},
{{0.26076f, -0.02643f, -0.01067f}, {-0.91775f, -0.19355f, 0.34681f}},
{{0.27258f, -0.02643f, 0.01233f}, {-0.80987f, -0.19351f, 0.55377f}},
{{0.28948f, -0.02643f, 0.03141f}, {-0.64942f, -0.19352f, 0.73540f}},
{{0.31113f, -0.02643f, 0.04625f}, {-0.46480f, -0.19357f, 0.86400f}},
{{0.33716f, -0.02643f, 0.05684f}, {-0.28921f, -0.19370f, 0.93746f}},
{{0.36706f, -0.02643f, 0.06328f}, {-0.17071f, -0.19433f, 0.96597f}},
{{0.44312f, -0.02643f, 0.07382f}, {-0.70559f, -0.26996f, 0.65518f}},
{{0.44365f, -0.02643f, 0.08214f}, {-0.97873f, -0.19903f, -0.04971f}},
{{0.44166f, -0.02643f, 0.09411f}, {-0.92806f, -0.20134f, -0.31332f}},
{{0.43731f, -0.02643f, 0.10234f}, {-0.76329f, -0.20310f, -0.61331f}},
{{0.43055f, -0.02643f, 0.10807f}, {-0.49423f, -0.20211f, -0.84551f}},
{{0.42022f, -0.02643f, 0.11190f}, {-0.21937f, -0.19971f, -0.95498f}},
{{0.40540f, -0.02643f, 0.11334f}, {-0.01914f, -0.19748f, -0.98012f}},
{{0.39042f, -0.02643f, 0.11247f}, {0.11358f, -0.19679f, -0.97384f}},
{{0.37546f, -0.02643f, 0.10984f}, {0.22569f, -0.19677f, -0.95412f}},
{{0.36071f, -0.02643f, 0.10543f}, {0.33241f, -0.19670f, -0.92239f}},
{{0.34612f, -0.02643f, 0.09923f}, {0.43027f, -0.19659f, -0.88103f}},
{{0.33167f, -0.02643f, 0.09121f}, {0.51713f, -0.19646f, -0.83306f}},
{{0.29688f, -0.02643f, 0.06719f}, {0.56276f, -0.13648f, -0.81527f}},
{{0.30958f, -0.02643f, 0.15188f}, {-0.78992f, -0.20451f, 0.57810f}},
{{0.29688f, -0.02643f, 0.06719f}, {-0.97968f, -0.13648f, 0.14695f}},
{{0.33118f, -0.02643f, 0.16248f}, {-0.39404f, -0.19424f, 0.89834f}},
{{0.34879f, -0.02643f, 0.16932f}, {-0.31577f, -0.19424f, 0.92874f}},
{{0.36694f, -0.02643f, 0.17464f}, {-0.23557f, -0.19425f, 0.95225f}},
{{0.38564f, -0.02643f, 0.17843f}, {-0.15521f, -0.19426f, 0.96859f}},
{{0.40486f, -0.02643f, 0.18070f}, {-0.07638f, -0.19429f, 0.97797f}},
{{0.42486f, -0.02643f, 0.18147f}, {0.02561f, -0.19393f, 0.98068f}},
{{0.45855f, -0.02643f, 0.17841f}, {0.20588f, -0.19352f, 0.95925f}},
{{0.48647f, -0.02643f, 0.16877f}, {0.46976f, -0.19360f, 0.86130f}},
{{0.50779f, -0.02643f, 0.15201f}, {0.74182f, -0.19379f, 0.64199f}},
{{0.52130f, -0.02643f, 0.12854f}, {0.92015f, -0.19360f, 0.34037f}},
{{0.52676f, -0.02643f, 0.09959f}, {0.97906f, -0.19352f, 0.06313f}},
{{0.49186f, -0.03890f, -0.11885f}, {0.46580f, -0.70034f, -0.54088f}},
{{0.51969f, -0.03890f, 0.06668f}, {0.70853f, -0.70185f, -0.07341f}},
{{0.48113f, -0.04406f, -0.10639f}, {-0.00002f, -1.00000f, -0.00001f}},
{{0.50728f, -0.04406f, 0.06797f}, {0.00002f, -1.00000f, 0.00002f}},
{{0.41987f, -0.03890f, -0.11885f}, {-0.52286f, -0.72379f, -0.45028f}},
{{0.43435f, -0.04406f, -0.10639f}, {-0.00002f, -1.00000f, 0.00000f}},
{{0.42639f, -0.03890f, -0.07545f}, {-0.51253f, -0.85862f, 0.00858f}},
{{0.44086f, -0.04406f, -0.06299f}, {-0.00001f, -1.00000f, -0.00001f}},
{{0.43413f, -0.03890f, -0.07545f}, {0.00000f, 0.64563f, 0.76365f}},
{{0.42639f, -0.03890f, -0.07545f}, {0.00000f, 0.65794f, 0.75307f}},
{{0.42827f, -0.04406f, -0.06299f}, {-0.00001f, -1.00000f, -0.00002f}},
{{0.42289f, -0.03890f, -0.08903f}, {0.51741f, -0.69926f, -0.49327f}},
{{0.43413f, -0.03890f, -0.07545f}, {0.50415f, -0.75621f, -0.41712f}},
{{0.41385f, -0.04406f, -0.08041f}, {-0.00001f, -1.00000f, 0.00000f}},
{{0.40860f, -0.03890f, -0.10206f}, {0.43889f, -0.69841f, -0.56533f}},
{{0.40093f, -0.04406f, -0.09218f}, {0.00001f, -1.00000f, -0.00000f}},
{{0.39309f, -0.03890f, -0.11225f}, {0.34140f, -0.69786f, -0.62963f}},
{{0.38713f, -0.04406f, -0.10125f}, {0.00002f, -1.00000f, -0.00001f}},
{{0.37639f, -0.03890f, -0.11955f}, {0.22989f, -0.69774f, -0.67846f}},
{{0.37238f, -0.04406f, -0.10771f}, {-0.00000f, -1.00000f, -0.00001f}},
{{0.35859f, -0.03890f, -0.12393f}, {0.11333f, -0.69809f, -0.70698f}},
{{0.35661f, -0.04406f, -0.11158f}, {0.00001f, -1.00000f, -0.00000f}},
{{0.33981f, -0.03890f, -0.12538f}, {0.01058f, -0.70011f, -0.71396f}},
{{0.33962f, -0.04406f, -0.11289f}, {-0.00002f, -1.00000f, -0.00001f}},
{{0.32611f, -0.03890f, -0.12473f}, {-0.07185f, -0.70099f, -0.70954f}},
{{0.32737f, -0.04406f, -0.11231f}, {0.00002f, -1.00000f, -0.00002f}},
{{0.31359f, -0.03890f, -0.12278f}, {-0.15414f, -0.70002f, -0.69729f}},
{{0.31628f, -0.04406f, -0.11058f}, {0.00001f, -1.00000f, -0.00002f}},
{{0.30216f, -0.03890f, -0.11948f}, {-0.24714f, -0.69906f, -0.67100f}},
{{0.30648f, -0.04406f, -0.10776f}, {-0.00002f, -1.00000f, -0.00001f}},
{{0.29186f, -0.03890f, -0.11482f}, {-0.34673f, -0.69826f, -0.62627f}},
{{0.29791f, -0.04406f, -0.10388f}, {0.00001f, -1.00000f, -0.00002f}},
{{0.28273f, -0.03890f, -0.10876f}, {-0.44544f, -0.69780f, -0.56095f}},
{{0.29051f, -0.04406f, -0.09896f}, {-0.00002f, -1.00000f, -0.00001f}},
{{0.27486f, -0.03890f, -0.10133f}, {-0.53304f, -0.69797f, -0.47823f}},
{{0.28417f, -0.04406f, -0.09298f}, {-0.00001f, -1.00000f, -0.00000f}},
{{0.26840f, -0.03890f, -0.09280f}, {-0.60480f, -0.69801f, -0.38340f}},
{{0.27896f, -0.04406f, -0.08611f}, {0.00000f, -1.00000f, 0.00002f}},
{{0.26348f, -0.03890f, -0.08339f}, {-0.65947f, -0.69810f, -0.27885f}},
{{0.27499f, -0.04406f, -0.07852f}, {-0.00002f, -1.00000f, 0.00001f}},
{{0.26011f, -0.03890f, -0.07316f}, {-0.69484f, -0.69859f, -0.17078f}},
{{0.27225f, -0.04406f, -0.07018f}, {0.00000f, -1.00000f, -0.00000f}},
{{0.25829f, -0.03890f, -0.06217f}, {-0.71155f, -0.69937f, -0.06764f}},
{{0.27072f, -0.04406f, -0.06099f}, {0.00002f, -1.00000f, 0.00001f}},
{{0.25799f, -0.03890f, -0.05046f}, {-0.71343f, -0.70029f, 0.02484f}},
{{0.27047f, -0.04406f, -0.05089f}, {-0.00001f, -1.00000f, -0.00001f}},
{{0.25919f, -0.03890f, -0.03791f}, {-0.70496f, -0.69865f, 0.12213f}},
{{0.27150f, -0.04406f, -0.04004f}, {-0.00003f, -1.00000f, -0.00001f}},
{{0.26562f, -0.03890f, -0.01251f}, {-0.67242f, -0.69518f, 0.25410f}},
{{0.27735f, -0.04406f, -0.01694f}, {0.00002f, -1.00000f, 0.00000f}},
{{0.27687f, -0.03890f, 0.00940f}, {-0.59419f, -0.69416f, 0.40629f}},
{{0.28724f, -0.04406f, 0.00231f}, {0.00002f, -1.00000f, -0.00000f}},
{{0.29292f, -0.03890f, 0.02751f}, {-0.47633f, -0.69438f, 0.53939f}},
{{0.30123f, -0.04406f, 0.01810f}, {-0.00002f, -1.00000f, 0.00001f}},
{{0.31359f, -0.03890f, 0.04168f}, {-0.34031f, -0.69572f, 0.63258f}},
{{0.31953f, -0.04406f, 0.03064f}, {-0.00000f, -1.00000f, -0.00002f}},
{{0.33869f, -0.03890f, 0.05189f}, {-0.21121f, -0.69761f, 0.68464f}},
{{0.34238f, -0.04406f, 0.03994f}, {0.00001f, -1.00000f, 0.00002f}},
{{0.36796f, -0.03890f, 0.05820f}, {-0.12381f, -0.70277f, 0.70056f}},
{{0.37013f, -0.04406f, 0.04592f}, {-0.00001f, -1.00000f, 0.00001f}},
{{0.44801f, -0.03890f, 0.06928f}, {-0.38501f, -0.85086f, 0.35750f}},
{{0.45980f, -0.04406f, 0.05833f}, {-0.00001f, -1.00000f, 0.00000f}},
{{0.44884f, -0.03890f, 0.08241f}, {-0.69005f, -0.72292f, -0.03505f}},
{{0.46137f, -0.04406f, 0.08304f}, {-0.00001f, -1.00000f, -0.00001f}},
{{0.44661f, -0.03890f, 0.09578f}, {-0.64718f, -0.73035f, -0.21849f}},
{{0.45857f, -0.04406f, 0.09982f}, {0.00000f, -1.00000f, -0.00001f}},
{{0.44141f, -0.03890f, 0.10563f}, {-0.52811f, -0.73555f, -0.42434f}},
{{0.45130f, -0.04406f, 0.11358f}, {-0.00001f, -1.00000f, -0.00002f}},
{{0.43320f, -0.03890f, 0.11260f}, {-0.34345f, -0.73267f, -0.58757f}},
{{0.43958f, -0.04406f, 0.12352f}, {-0.00000f, -1.00000f, 0.00001f}},
{{0.42138f, -0.03890f, 0.11697f}, {-0.15415f, -0.72521f, -0.67105f}},
{{0.42420f, -0.04406f, 0.12922f}, {-0.00000f, -1.00000f, -0.00002f}},
{{0.40550f, -0.03890f, 0.11851f}, {-0.01360f, -0.71738f, -0.69655f}},
{{0.40575f, -0.04406f, 0.13101f}, {-0.00002f, -1.00000f, 0.00001f}},
{{0.38982f, -0.03890f, 0.11761f}, {0.08103f, -0.71471f, -0.69472f}},
{{0.38837f, -0.04406f, 0.13001f}, {-0.00000f, -1.00000f, -0.00002f}},
{{0.37427f, -0.03890f, 0.11487f}, {0.16102f, -0.71463f, -0.68072f}},
{{0.37140f, -0.04406f, 0.12701f}, {0.00001f, -1.00000f, 0.00002f}},
{{0.35896f, -0.03890f, 0.11030f}, {0.23725f, -0.71435f, -0.65834f}},
{{0.35473f, -0.04406f, 0.12204f}, {-0.00002f, -1.00000f, 0.00001f}},
{{0.34385f, -0.03890f, 0.10388f}, {0.30729f, -0.71392f, -0.62920f}},
{{0.33838f, -0.04406f, 0.11509f}, {0.00000f, -1.00000f, 0.00001f}},
{{0.32894f, -0.03890f, 0.09560f}, {0.36960f, -0.71337f, -0.59540f}},
{{0.32236f, -0.04406f, 0.10620f}, {-0.00000f, -1.00000f, -0.00000f}},
{{0.30375f, -0.03890f, 0.07821f}, {-0.30606f, -0.81586f, -0.49061f}},
{{0.32034f, -0.04406f, 0.10480f}, {-0.00001f, -1.00000f, -0.00002f}},
{{0.31428f, -0.03890f, 0.14844f}, {-0.58892f, -0.68368f, 0.43100f}},
{{0.32564f, -0.04406f, 0.14013f}, {0.00002f, -1.00000f, 0.00001f}},
{{0.33326f, -0.03890f, 0.15775f}, {-0.28601f, -0.70216f, 0.65205f}},
{{0.33827f, -0.04406f, 0.14633f}, {0.00001f, -1.00000f, -0.00002f}},
{{0.35045f, -0.03890f, 0.16443f}, {-0.22920f, -0.70215f, 0.67413f}},
{{0.35446f, -0.04406f, 0.15262f}, {-0.00001f, -1.00000f, -0.00002f}},
{{0.36819f, -0.03890f, 0.16962f}, {-0.17097f, -0.70221f, 0.69114f}},
{{0.37118f, -0.04406f, 0.15751f}, {0.00001f, -1.00000f, 0.00002f}},
{{0.38646f, -0.03890f, 0.17333f}, {-0.11263f, -0.70233f, 0.70289f}},
{{0.38843f, -0.04406f, 0.16101f}, {-0.00001f, -1.00000f, -0.00003f}},
{{0.40526f, -0.03890f, 0.17555f}, {-0.05541f, -0.70250f, 0.70952f}},
{{0.40623f, -0.04406f, 0.16312f}, {0.00001f, -1.00000f, 0.00001f}},
{{0.42473f, -0.03890f, 0.17630f}, {0.01865f, -0.69987f, 0.71403f}},
{{0.42440f, -0.04406f, 0.16381f}, {0.00001f, -1.00000f, 0.00000f}},
{{0.45746f, -0.03890f, 0.17333f}, {0.15098f, -0.69452f, 0.70346f}},
{{0.45483f, -0.04406f, 0.16105f}, {-0.00001f, -1.00000f, 0.00002f}},
{{0.48397f, -0.03890f, 0.16418f}, {0.34618f, -0.69087f, 0.63471f}},
{{0.47792f, -0.04406f, 0.15308f}, {-0.00001f, -1.00000f, 0.00001f}},
{{0.50382f, -0.03890f, 0.14857f}, {0.54788f, -0.68921f, 0.47415f}},
{{0.49422f, -0.04406f, 0.14027f}, {-0.00001f, -1.00000f, -0.00000f}},
{{0.51639f, -0.03890f, 0.12672f}, {0.67814f, -0.69080f, 0.25085f}},
{{0.50454f, -0.04406f, 0.12233f}, {-0.00001f, -1.00000f, -0.00001f}},
{{0.52157f, -0.03890f, 0.09926f}, {0.71807f, -0.69443f, 0.04630f}},
{{0.50904f, -0.04406f, 0.09845f}, {-0.00001f, -1.00000f, -0.00000f}},
{{0.44048f, 0.03890f, 0.01668f}, {-0.28421f, 0.91681f, -0.28052f}},
{{0.45022f, 0.04406f, -0.00235f}, {0.00001f, 1.00000f, -0.00006f}},
{{0.43795f, 0.03890f, -0.00019f}, {-0.69319f, 0.71032f, 0.12219f}},
{{0.43435f, 0.02644f, 0.01063f}, {-0.96459f, 0.22051f, 0.14470f}},
{{0.43286f, 0.02644f, 0.00071f}, {-0.96576f, 0.19576f, 0.17023f}},
{{0.38812f, 0.03890f, 0.00952f}, {0.10075f, 0.70801f, -0.69898f}},
{{0.45527f, 0.04406f, 0.03128f}, {0.00001f, 1.00000f, 0.00000f}},
{{0.38886f, 0.02644f, 0.00441f}, {0.13992f, 0.19527f, -0.97072f}},
{{0.43435f, 0.02644f, 0.01063f}, {0.13208f, 0.22051f, -0.96640f}},
{{0.37943f, 0.03890f, 0.00821f}, {0.12379f, 0.71041f, -0.69281f}},
{{0.38635f, 0.04406f, 0.02186f}, {0.00002f, 1.00000f, -0.00001f}},
{{0.38034f, 0.02644f, 0.00312f}, {0.17248f, 0.19578f, -0.96536f}},
{{0.37156f, 0.03890f, 0.00658f}, {0.16281f, 0.71096f, -0.68413f}},
{{0.37724f, 0.04406f, 0.02048f}, {0.00009f, 1.00000f, 0.00002f}},
{{0.37275f, 0.02644f, 0.00156f}, {0.22703f, 0.19590f, -0.95398f}},
{{0.36442f, 0.03890f, 0.00465f}, {0.20734f, 0.71161f, -0.67129f}},
{{0.36867f, 0.04406f, 0.01871f}, {-0.00005f, 1.00000f, -0.00000f}},
{{0.36594f, 0.02644f, -0.00028f}, {0.28939f, 0.19605f, -0.93692f}},
{{0.35802f, 0.03890f, 0.00243f}, {0.25786f, 0.71238f, -0.65271f}},
{{0.36074f, 0.04406f, 0.01657f}, {-0.00005f, 1.00000f, -0.00001f}},
{{0.35992f, 0.02644f, -0.00238f}, {0.36028f, 0.19623f, -0.91197f}},
{{0.35237f, 0.03890f, -0.00008f}, {0.31450f, 0.71327f, -0.62637f}},
{{0.35344f, 0.04406f, 0.01403f}, {0.00003f, 1.00000f, -0.00001f}},
{{0.35469f, 0.02644f, -0.00470f}, {0.43997f, 0.19644f, -0.87626f}},
{{0.34753f, 0.03890f, -0.00281f}, {0.38408f, 0.71630f, -0.58258f}},
{{0.34678f, 0.04406f, 0.01107f}, {0.00001f, 1.00000f, 0.00003f}},
{{0.35038f, 0.02644f, -0.00713f}, {0.53961f, 0.19720f, -0.81850f}},
{{0.34348f, 0.03890f, -0.00591f}, {0.46810f, 0.71864f, -0.51424f}},
{{0.34066f, 0.04406f, 0.00762f}, {0.00001f, 1.00000f, 0.00002f}},
{{0.34696f, 0.02644f, -0.00974f}, {0.65984f, 0.19782f, -0.72490f}},
{{0.34000f, 0.03890f, -0.00966f}, {0.54780f, 0.71801f, -0.42939f}},
{{0.33506f, 0.04406f, 0.00334f}, {-0.00000f, 1.00000f, 0.00003f}},
{{0.34408f, 0.02644f, -0.01286f}, {0.77151f, 0.19765f, -0.60474f}},
{{0.33702f, 0.03890f, -0.01418f}, {0.60867f, 0.71688f, -0.33999f}},
{{0.33016f, 0.04406f, -0.00195f}, {0.00000f, 1.00000f, 0.00002f}},
{{0.34154f, 0.02644f, -0.01671f}, {0.85587f, 0.19735f, -0.47806f}},
{{0.33453f, 0.03890f, -0.01954f}, {0.65097f, 0.71554f, -0.25344f}},
{{0.33935f, 0.02644f, -0.02141f}, {0.91361f, 0.19700f, -0.35569f}},
{{0.33256f, 0.03890f, -0.02576f}, {0.67780f, 0.71423f, -0.17455f}},
{{0.32289f, 0.04406f, -0.01501f}, {-0.00001f, 1.00000f, 0.00002f}},
{{0.33756f, 0.02644f, -0.02705f}, {0.94949f, 0.19667f, -0.24452f}},
{{0.33115f, 0.03890f, -0.03282f}, {0.69286f, 0.71417f, -0.09957f}},
{{0.32047f, 0.04406f, -0.02265f}, {0.00003f, 1.00000f, 0.00009f}},
{{0.33626f, 0.02644f, -0.03356f}, {0.97050f, 0.19666f, -0.13949f}},
{{0.33070f, 0.03890f, -0.03787f}, {0.69797f, 0.71598f, -0.01456f}},
{{0.31879f, 0.04406f, -0.03105f}, {-0.00001f, 1.00000f, 0.00002f}},
{{0.33587f, 0.02644f, -0.03798f}, {0.98017f, 0.19711f, -0.02046f}},
{{0.33091f, 0.03890f, -0.04244f}, {0.69167f, 0.71718f, 0.08511f}},
{{0.31821f, 0.04406f, -0.03761f}, {-0.00001f, 1.00000f, -0.00005f}},
{{0.33605f, 0.02644f, -0.04181f}, {0.97298f, 0.19742f, 0.11974f}},
{{0.33175f, 0.03890f, -0.04659f}, {0.66884f, 0.71805f, 0.19248f}},
{{0.31851f, 0.04406f, -0.04396f}, {0.00002f, 1.00000f, 0.00002f}},
{{0.33672f, 0.02644f, -0.04516f}, {0.94203f, 0.19766f, 0.27111f}},
{{0.33319f, 0.03890f, -0.05039f}, {0.62757f, 0.71836f, 0.30018f}},
{{0.31973f, 0.04406f, -0.05005f}, {0.00001f, 1.00000f, 0.00002f}},
{{0.33786f, 0.02644f, -0.04815f}, {0.88430f, 0.19774f, 0.42298f}},
{{0.33524f, 0.03890f, -0.05390f}, {0.56983f, 0.71800f, 0.39972f}},
{{0.32190f, 0.04406f, -0.05578f}, {-0.00001f, 1.00000f, 0.00005f}},
{{0.33948f, 0.02644f, -0.05092f}, {0.80252f, 0.19765f, 0.56294f}},
{{0.33795f, 0.03890f, -0.05716f}, {0.49886f, 0.71764f, 0.48594f}},
{{0.32501f, 0.04406f, -0.06108f}, {-0.00004f, 1.00000f, 0.00004f}},
{{0.34166f, 0.02644f, -0.05355f}, {0.70220f, 0.19755f, 0.68402f}},
{{0.34123f, 0.03890f, -0.06003f}, {0.41551f, 0.71778f, 0.55870f}},
{{0.32900f, 0.04406f, -0.06588f}, {-0.00000f, 1.00000f, 0.00002f}},
{{0.34432f, 0.02644f, -0.05587f}, {0.58500f, 0.19758f, 0.78660f}},
{{0.34501f, 0.03890f, -0.06240f}, {0.32414f, 0.71716f, 0.61694f}},
{{0.33377f, 0.04406f, -0.07006f}, {0.00004f, 1.00000f, -0.00003f}},
{{0.34742f, 0.02644f, -0.05781f}, {0.45596f, 0.19742f, 0.86783f}},
{{0.34935f, 0.03890f, -0.06428f}, {0.23239f, 0.71615f, 0.65812f}},
{{0.33920f, 0.04406f, -0.07346f}, {-0.00005f, 1.00000f, 0.00001f}},
{{0.35108f, 0.02644f, -0.05940f}, {0.32643f, 0.19716f, 0.92443f}},
{{0.35431f, 0.03890f, -0.06565f}, {0.14608f, 0.71498f, 0.68371f}},
{{0.34519f, 0.04406f, -0.07605f}, {-0.00002f, 1.00000f, 0.00000f}},
{{0.35539f, 0.02644f, -0.06059f}, {0.20485f, 0.19686f, 0.95879f}},
{{0.35991f, 0.03890f, -0.06650f}, {0.06864f, 0.71383f, 0.69695f}},
{{0.35170f, 0.04406f, -0.07786f}, {-0.00005f, 1.00000f, 0.00001f}},
{{0.36042f, 0.02644f, -0.06136f}, {0.09610f, 0.19657f, 0.97577f}},
{{0.36611f, 0.03890f, -0.06679f}, {-0.00473f, 0.71396f, 0.70017f}},
{{0.35869f, 0.04406f, -0.07892f}, {-0.00002f, 1.00000f, -0.00000f}},
{{0.36608f, 0.02644f, -0.06162f}, {-0.00663f, 0.19660f, 0.98046f}},
{{0.37488f, 0.03890f, -0.06626f}, {-0.08519f, 0.71529f, 0.69362f}},
{{0.36620f, 0.04406f, -0.07926f}, {0.00005f, 1.00000f, -0.00001f}},
{{0.37425f, 0.02644f, -0.06113f}, {-0.11952f, 0.19694f, 0.97310f}},
{{0.38322f, 0.03890f, -0.06470f}, {-0.17253f, 0.71561f, 0.67685f}},
{{0.37641f, 0.04406f, -0.07865f}, {-0.00002f, 1.00000f, 0.00000f}},
{{0.38194f, 0.02644f, -0.05969f}, {-0.24216f, 0.19702f, 0.95002f}},
{{0.39118f, 0.03890f, -0.06211f}, {-0.25875f, 0.71565f, 0.64877f}},
{{0.38630f, 0.04406f, -0.07680f}, {-0.00002f, 1.00000f, -0.00001f}},
{{0.38926f, 0.02644f, -0.05731f}, {-0.36320f, 0.19703f, 0.91064f}},
{{0.39880f, 0.03890f, -0.05848f}, {-0.33972f, 0.71538f, 0.61060f}},
{{0.39581f, 0.04406f, -0.07371f}, {0.00008f, 1.00000f, 0.00004f}},
{{0.39629f, 0.02644f, -0.05396f}, {-0.47666f, 0.19696f, 0.85674f}},
{{0.40611f, 0.03890f, -0.05379f}, {-0.41215f, 0.71486f, 0.56490f}},
{{0.40487f, 0.04406f, -0.06939f}, {-0.00001f, 1.00000f, -0.00003f}},
{{0.40306f, 0.02644f, -0.04961f}, {-0.57787f, 0.19683f, 0.79204f}},
{{0.41312f, 0.03890f, -0.04801f}, {-0.47458f, 0.71431f, 0.51433f}},
{{0.41347f, 0.04406f, -0.06387f}, {-0.00002f, 1.00000f, 0.00000f}},
{{0.40961f, 0.02644f, -0.04421f}, {-0.66490f, 0.19669f, 0.72057f}},
{{0.41951f, 0.03890f, -0.04142f}, {-0.52918f, 0.71453f, 0.45762f}},
{{0.41560f, 0.02644f, -0.03804f}, {-0.74161f, 0.19675f, 0.64133f}},
{{0.42498f, 0.03890f, -0.03431f}, {-0.57828f, 0.71474f, 0.39338f}},
{{0.42071f, 0.02644f, -0.03140f}, {-0.81065f, 0.19680f, 0.55146f}},
{{0.42955f, 0.03890f, -0.02667f}, {-0.62028f, 0.71473f, 0.32313f}},
{{0.43530f, 0.04406f, -0.04133f}, {-0.00001f, 1.00000f, -0.00002f}},
{{0.42496f, 0.02644f, -0.02428f}, {-0.86953f, 0.19679f, 0.45297f}},
{{0.43323f, 0.03890f, -0.01847f}, {-0.65358f, 0.71451f, 0.24963f}},
{{0.44062f, 0.04406f, -0.03243f}, {-0.00004f, 1.00000f, -0.00008f}},
{{0.42840f, 0.02644f, -0.01662f}, {-0.91592f, 0.19674f, 0.34983f}},
{{0.43602f, 0.03890f, -0.00969f}, {-0.67758f, 0.71410f, 0.17591f}},
{{0.44489f, 0.04406f, -0.02292f}, {0.00002f, 1.00000f, 0.00005f}},
{{0.43102f, 0.02644f, -0.00839f}, {-0.94902f, 0.19664f, 0.24637f}},
{{0.44810f, 0.04406f, -0.01283f}, {-0.00003f, 1.00000f, -0.00001f}},
{{0.43435f, -0.02643f, 0.01063f}, {-0.96459f, -0.22051f, 0.14470f}},
{{0.43286f, -0.02643f, 0.00071f}, {-0.96576f, -0.19576f, 0.17023f}},
{{0.38886f, -0.02643f, 0.00441f}, {0.13992f, -0.19527f, -0.97072f}},
{{0.43435f, -0.02643f, 0.01063f}, {0.13208f, -0.22051f, -0.96640f}},
{{0.38034f, -0.02643f, 0.00312f}, {0.17248f, -0.19578f, -0.96536f}},
{{0.37275f, -0.02643f, 0.00156f}, {0.22703f, -0.19590f, -0.95398f}},
{{0.36594f, -0.02643f, -0.00028f}, {0.28939f, -0.19605f, -0.93692f}},
{{0.35992f, -0.02643f, -0.00238f}, {0.36028f, -0.19623f, -0.91197f}},
{{0.35469f, -0.02643f, -0.00470f}, {0.43997f, -0.19644f, -0.87627f}},
{{0.35038f, -0.02643f, -0.00713f}, {0.53961f, -0.19719f, -0.81850f}},
{{0.34696f, -0.02643f, -0.00974f}, {0.65984f, -0.19781f, -0.72490f}},
{{0.34408f, -0.02643f, -0.01286f}, {0.77151f, -0.19765f, -0.60474f}},
{{0.34154f, -0.02643f, -0.01671f}, {0.85587f, -0.19735f, -0.47806f}},
{{0.33935f, -0.02643f, -0.02141f}, {0.91361f, -0.19700f, -0.35569f}},
{{0.33756f, -0.02643f, -0.02705f}, {0.94949f, -0.19667f, -0.24452f}},
{{0.33626f, -0.02643f, -0.03356f}, {0.97050f, -0.19666f, -0.13948f}},
{{0.33587f, -0.02643f, -0.03798f}, {0.98017f, -0.19711f, -0.02046f}},
{{0.33605f, -0.02643f, -0.04181f}, {0.97298f, -0.19742f, 0.11974f}},
{{0.33672f, -0.02643f, -0.04516f}, {0.94203f, -0.19766f, 0.27111f}},
{{0.33786f, -0.02643f, -0.04815f}, {0.88430f, -0.19774f, 0.42298f}},
{{0.33948f, -0.02643f, -0.05092f}, {0.80252f, -0.19764f, 0.56294f}},
{{0.34166f, -0.02643f, -0.05355f}, {0.70220f, -0.19755f, 0.68402f}},
{{0.34432f, -0.02643f, -0.05587f}, {0.58500f, -0.19758f, 0.78660f}},
{{0.34742f, -0.02643f, -0.05781f}, {0.45596f, -0.19742f, 0.86783f}},
{{0.35108f, -0.02643f, -0.05940f}, {0.32643f, -0.19716f, 0.92443f}},
{{0.35539f, -0.02643f, -0.06059f}, {0.20485f, -0.19686f, 0.95879f}},
{{0.36042f, -0.02643f, -0.06136f}, {0.09610f, -0.19657f, 0.97577f}},
{{0.36608f, -0.02643f, -0.06162f}, {-0.00663f, -0.19660f, 0.98046f}},
{{0.37425f, -0.02643f, -0.06113f}, {-0.11952f, -0.19694f, 0.97310f}},
{{0.38194f, -0.02643f, -0.05969f}, {-0.24216f, -0.19702f, 0.95002f}},
{{0.38926f, -0.02643f, -0.05731f}, {-0.36320f, -0.19703f, 0.91064f}},
{{0.39629f, -0.02643f, -0.05396f}, {-0.47666f, -0.19696f, 0.85674f}},
{{0.40306f, -0.02643f, -0.04961f}, {-0.57787f, -0.19683f, 0.79204f}},
{{0.40961f, -0.02643f, -0.04421f}, {-0.66490f, -0.19669f, 0.72057f}},
{{0.41560f, -0.02643f, -0.03804f}, {-0.74161f, -0.19675f, 0.64133f}},
{{0.42071f, -0.02643f, -0.03140f}, {-0.81065f, -0.19680f, 0.55146f}},
{{0.42496f, -0.02643f, -0.02428f}, {-0.86953f, -0.19679f, 0.45297f}},
{{0.42840f, -0.02643f, -0.01662f}, {-0.91592f, -0.19674f, 0.34983f}},
{{0.43102f, -0.02643f, -0.00839f}, {-0.94902f, -0.19664f, 0.24637f}},
{{0.44048f, -0.03890f, 0.01668f}, {-0.28421f, -0.91681f, -0.28052f}},
{{0.43795f, -0.03890f, -0.00019f}, {-0.69319f, -0.71032f, 0.12219f}},
{{0.45527f, -0.04406f, 0.03128f}, {0.00000f, -1.00000f, 0.00000f}},
{{0.45022f, -0.04406f, -0.00235f}, {0.00001f, -1.00000f, -0.00001f}},
{{0.38812f, -0.03890f, 0.00952f}, {0.10075f, -0.70801f, -0.69898f}},
{{0.38635f, -0.04406f, 0.02186f}, {0.00001f, -1.00000f, -0.00002f}},
{{0.37943f, -0.03890f, 0.00821f}, {0.12379f, -0.71041f, -0.69281f}},
{{0.37724f, -0.04406f, 0.02048f}, {-0.00002f, -1.00000f, 0.00001f}},
{{0.37156f, -0.03890f, 0.00658f}, {0.16281f, -0.71096f, -0.68413f}},
{{0.36867f, -0.04406f, 0.01871f}, {0.00000f, -1.00000f, 0.00002f}},
{{0.36442f, -0.03890f, 0.00465f}, {0.20734f, -0.71160f, -0.67129f}},
{{0.36074f, -0.04406f, 0.01657f}, {0.00000f, -1.00000f, -0.00001f}},
{{0.35802f, -0.03890f, 0.00243f}, {0.25786f, -0.71238f, -0.65271f}},
{{0.35344f, -0.04406f, 0.01403f}, {-0.00000f, -1.00000f, 0.00000f}},
{{0.35237f, -0.03890f, -0.00008f}, {0.31450f, -0.71327f, -0.62637f}},
{{0.34678f, -0.04406f, 0.01107f}, {0.00000f, -1.00000f, 0.00001f}},
{{0.34753f, -0.03890f, -0.00281f}, {0.38408f, -0.71630f, -0.58258f}},
{{0.34066f, -0.04406f, 0.00762f}, {0.00000f, -1.00000f, 0.00001f}},
{{0.34348f, -0.03890f, -0.00591f}, {0.46810f, -0.71864f, -0.51424f}},
{{0.33506f, -0.04406f, 0.00334f}, {-0.00002f, -1.00000f, 0.00001f}},
{{0.34000f, -0.03890f, -0.00966f}, {0.54780f, -0.71801f, -0.42939f}},
{{0.33016f, -0.04406f, -0.00195f}, {-0.00000f, -1.00000f, -0.00001f}},
{{0.33702f, -0.03890f, -0.01418f}, {0.60868f, -0.71688f, -0.33999f}},
{{0.32611f, -0.04406f, -0.00809f}, {-0.00002f, -1.00000f, 0.00001f}},
{{0.33453f, -0.03890f, -0.01954f}, {0.65097f, -0.71554f, -0.25344f}},
{{0.32289f, -0.04406f, -0.01501f}, {-0.00000f, -1.00000f, -0.00000f}},
{{0.33256f, -0.03890f, -0.02576f}, {0.67780f, -0.71423f, -0.17455f}},
{{0.32047f, -0.04406f, -0.02265f}, {-0.00002f, -1.00000f, -0.00000f}},
{{0.33115f, -0.03890f, -0.03282f}, {0.69286f, -0.71417f, -0.09957f}},
{{0.31879f, -0.04406f, -0.03105f}, {0.00002f, -1.00000f, 0.00001f}},
{{0.33070f, -0.03890f, -0.03787f}, {0.69797f, -0.71598f, -0.01456f}},
{{0.31821f, -0.04406f, -0.03761f}, {-0.00001f, -1.00000f, 0.00000f}},
{{0.33091f, -0.03890f, -0.04244f}, {0.69167f, -0.71718f, 0.08511f}},
{{0.31851f, -0.04406f, -0.04396f}, {0.00000f, -1.00000f, 0.00000f}},
{{0.33175f, -0.03890f, -0.04659f}, {0.66884f, -0.71805f, 0.19248f}},
{{0.31973f, -0.04406f, -0.05005f}, {-0.00002f, -1.00000f, -0.00002f}},
{{0.33319f, -0.03890f, -0.05039f}, {0.62757f, -0.71836f, 0.30018f}},
{{0.32190f, -0.04406f, -0.05578f}, {0.00000f, -1.00000f, 0.00001f}},
{{0.33524f, -0.03890f, -0.05390f}, {0.56982f, -0.71800f, 0.39972f}},
{{0.32501f, -0.04406f, -0.06108f}, {0.00002f, -1.00000f, 0.00002f}},
{{0.33795f, -0.03890f, -0.05716f}, {0.49886f, -0.71764f, 0.48594f}},
{{0.32900f, -0.04406f, -0.06588f}, {-0.00000f, -1.00000f, 0.00001f}},
{{0.34123f, -0.03890f, -0.06003f}, {0.41551f, -0.71778f, 0.55870f}},
{{0.33377f, -0.04406f, -0.07006f}, {-0.00002f, -1.00000f, 0.00000f}},
{{0.34501f, -0.03890f, -0.06240f}, {0.32414f, -0.71716f, 0.61694f}},
{{0.33920f, -0.04406f, -0.07346f}, {-0.00000f, -1.00000f, 0.00001f}},
{{0.34935f, -0.03890f, -0.06428f}, {0.23239f, -0.71615f, 0.65812f}},
{{0.34519f, -0.04406f, -0.07605f}, {0.00001f, -1.00000f, 0.00000f}},
{{0.35431f, -0.03890f, -0.06565f}, {0.14608f, -0.71498f, 0.68371f}},
{{0.35170f, -0.04406f, -0.07786f}, {0.00000f, -1.00000f, -0.00001f}},
{{0.35991f, -0.03890f, -0.06650f}, {0.06864f, -0.71383f, 0.69695f}},
{{0.35869f, -0.04406f, -0.07892f}, {-0.00000f, -1.00000f, -0.00001f}},
{{0.36611f, -0.03890f, -0.06679f}, {-0.00473f, -0.71396f, 0.70017f}},
{{0.36620f, -0.04406f, -0.07926f}, {0.00000f, -1.00000f, -0.00002f}},
{{0.37488f, -0.03890f, -0.06626f}, {-0.08519f, -0.71529f, 0.69362f}},
{{0.37641f, -0.04406f, -0.07865f}, {-0.00002f, -1.00000f, -0.00001f}},
{{0.38322f, -0.03890f, -0.06470f}, {-0.17253f, -0.71561f, 0.67685f}},
{{0.38630f, -0.04406f, -0.07680f}, {-0.00002f, -1.00000f, 0.00000f}},
{{0.39118f, -0.03890f, -0.06211f}, {-0.25875f, -0.71564f, 0.64877f}},
{{0.39581f, -0.04406f, -0.07371f}, {-0.00000f, -1.00000f, -0.00000f}},
{{0.39880f, -0.03890f, -0.05848f}, {-0.33972f, -0.71538f, 0.61060f}},
{{0.40487f, -0.04406f, -0.06939f}, {-0.00000f, -1.00000f, -0.00001f}},
{{0.40611f, -0.03890f, -0.05379f}, {-0.41215f, -0.71486f, 0.56490f}},
{{0.41347f, -0.04406f, -0.06387f}, {-0.00002f, -1.00000f, 0.00001f}},
{{0.41312f, -0.03890f, -0.04801f}, {-0.47458f, -0.71431f, 0.51433f}},
{{0.42158f, -0.04406f, -0.05718f}, {-0.00002f, -1.00000f, -0.00000f}},
{{0.41951f, -0.03890f, -0.04142f}, {-0.52918f, -0.71453f, 0.45762f}},
{{0.42895f, -0.04406f, -0.04959f}, {0.00001f, -1.00000f, 0.00001f}},
{{0.42498f, -0.03890f, -0.03431f}, {-0.57828f, -0.71474f, 0.39338f}},
{{0.43530f, -0.04406f, -0.04133f}, {0.00000f, -1.00000f, 0.00001f}},
{{0.42955f, -0.03890f, -0.02667f}, {-0.62028f, -0.71473f, 0.32313f}},
{{0.44062f, -0.04406f, -0.03243f}, {0.00000f, -1.00000f, -0.00001f}},
{{0.43323f, -0.03890f, -0.01847f}, {-0.65358f, -0.71450f, 0.24963f}},
{{0.44489f, -0.04406f, -0.02292f}, {-0.00002f, -1.00000f, 0.00002f}},
{{0.43602f, -0.03890f, -0.00969f}, {-0.67758f, -0.71410f, 0.17591f}},
{{0.44810f, -0.04406f, -0.01283f}, {-0.00001f, -1.00000f, -0.00002f}},
{{0.82656f, 0.03890f, -0.11885f}, {0.54583f, 0.78970f, -0.28006f}},
{{0.71987f, 0.03890f, 0.02976f}, {0.51426f, 0.85657f, -0.04275f}},
{{0.83662f, 0.02644f, -0.12402f}, {0.80376f, 0.14491f, 0.57704f}},
{{0.72663f, 0.02644f, 0.02919f}, {0.95811f, 0.27512f, -0.07964f}},
{{0.73333f, 0.03890f, -0.11885f}, {-0.34592f, 0.68403f, -0.64222f}},
{{0.80227f, 0.04406f, -0.10639f}, {0.00001f, 1.00000f, 0.00001f}},
{{0.73055f, 0.02644f, -0.12402f}, {-0.46412f, 0.20527f, -0.86166f}},
{{0.83662f, 0.02644f, -0.12402f}, {0.00000f, 0.14491f, -0.98944f}},
{{0.64538f, 0.03890f, 0.01462f}, {-0.54083f, 0.76190f, -0.35638f}},
{{0.64260f, 0.02644f, 0.00946f}, {-0.81694f, 0.20694f, -0.53832f}},
{{0.65187f, 0.03890f, 0.01462f}, {0.00000f, -0.68123f, 0.73207f}},
{{0.65209f, 0.04406f, 0.02708f}, {0.00003f, 1.00000f, -0.00004f}},
{{0.64538f, 0.03890f, 0.01462f}, {0.00000f, -0.63665f, 0.77116f}},
{{0.65632f, 0.02644f, 0.00946f}, {0.00000f, -0.17305f, 0.98491f}},
{{0.64260f, 0.02644f, 0.00946f}, {0.00000f, -0.18158f, 0.98338f}},
{{0.63185f, 0.03890f, -0.11885f}, {0.46580f, 0.70034f, -0.54088f}},
{{0.64114f, 0.04406f, 0.02708f}, {-0.00003f, 1.00000f, -0.00000f}},
{{0.65187f, 0.03890f, 0.01462f}, {0.52434f, 0.83855f, -0.14796f}},
{{0.63630f, 0.02644f, -0.12402f}, {0.63569f, 0.22588f, -0.73816f}},
{{0.65632f, 0.02644f, 0.00946f}, {0.96624f, 0.21300f, -0.14494f}},
{{0.55769f, 0.03890f, -0.11885f}, {-0.52286f, 0.72379f, -0.45028f}},
{{0.62112f, 0.04406f, -0.10639f}, {0.00001f, 1.00000f, 0.00001f}},
{{0.55170f, 0.02644f, -0.12402f}, {-0.73399f, 0.24842f, -0.63210f}},
{{0.62101f, 0.03890f, 0.30325f}, {-0.46580f, 0.70034f, 0.54088f}},
{{0.57216f, 0.04406f, -0.10639f}, {-0.00000f, 1.00000f, -0.00003f}},
{{0.61656f, 0.02643f, 0.30842f}, {-0.63569f, 0.22588f, 0.73816f}},
{{0.69517f, 0.03890f, 0.30325f}, {0.52286f, 0.72379f, 0.45028f}},
{{0.63174f, 0.04406f, 0.29079f}, {-0.00001f, 1.00000f, -0.00003f}},
{{0.70116f, 0.02643f, 0.30842f}, {0.73399f, 0.24842f, 0.63210f}},
{{0.65606f, 0.03890f, 0.04254f}, {0.59187f, 0.80113f, -0.08878f}},
{{0.68070f, 0.04406f, 0.29079f}, {-0.00003f, 1.00000f, 0.00000f}},
{{0.66205f, 0.02644f, 0.04770f}, {0.72980f, 0.06930f, -0.68014f}},
{{0.64854f, 0.03890f, 0.04254f}, {0.00000f, -0.73094f, -0.68244f}},
{{0.64159f, 0.04406f, 0.03008f}, {0.00001f, 1.00000f, 0.00004f}},
{{0.65606f, 0.03890f, 0.04254f}, {0.00000f, -0.56484f, -0.82520f}},
{{0.64633f, 0.02644f, 0.04770f}, {0.00000f, -0.18443f, -0.98285f}},
{{0.76963f, 0.03890f, 0.16978f}, {-0.28806f, 0.68243f, 0.67180f}},
{{0.65388f, 0.04406f, 0.03008f}, {-0.00004f, 1.00000f, -0.00001f}},
{{0.64854f, 0.03890f, 0.04254f}, {-0.38287f, 0.80753f, 0.44868f}},
{{0.76742f, 0.02643f, 0.17494f}, {-0.38612f, 0.20004f, 0.90050f}},
{{0.64633f, 0.02644f, 0.04770f}, {-0.70905f, 0.20468f, 0.67480f}},
{{0.86077f, 0.03890f, 0.16978f}, {0.52425f, 0.82366f, 0.21619f}},
{{0.77497f, 0.04406f, 0.15731f}, {-0.00003f, 1.00000f, 0.00001f}},
{{0.87329f, 0.02643f, 0.17494f}, {0.00000f, 0.13386f, 0.99100f}},
{{0.83055f, 0.04406f, 0.15731f}, {0.00000f, 1.00000f, 0.00002f}},
{{0.87329f, 0.02643f, 0.17494f}, {0.69855f, 0.13386f, -0.70293f}},
{{0.83662f, -0.02643f, -0.12402f}, {0.80376f, -0.14491f, 0.57704f}},
{{0.72663f, -0.02643f, 0.02919f}, {0.95811f, -0.27512f, -0.07964f}},
{{0.73055f, -0.02643f, -0.12402f}, {-0.46413f, -0.20526f, -0.86166f}},
{{0.83662f, -0.02643f, -0.12402f}, {0.00000f, -0.14491f, -0.98944f}},
{{0.64260f, -0.02643f, 0.00946f}, {-0.81694f, -0.20694f, -0.53832f}},
{{0.65632f, -0.02643f, 0.00946f}, {0.00000f, 0.17305f, 0.98491f}},
{{0.64260f, -0.02643f, 0.00946f}, {0.00000f, 0.18158f, 0.98338f}},
{{0.63630f, -0.02643f, -0.12402f}, {0.63569f, -0.22588f, -0.73816f}},
{{0.65632f, -0.02643f, 0.00946f}, {0.96624f, -0.21301f, -0.14494f}},
{{0.55170f, -0.02643f, -0.12402f}, {-0.73399f, -0.24842f, -0.63210f}},
{{0.61656f, -0.02643f, 0.30842f}, {-0.63569f, -0.22588f, 0.73816f}},
{{0.70116f, -0.02643f, 0.30842f}, {0.73399f, -0.24842f, 0.63210f}},
{{0.66205f, -0.02643f, 0.04770f}, {0.72980f, -0.06929f, -0.68014f}},
{{0.64633f, -0.02643f, 0.04770f}, {0.00000f, 0.18443f, -0.98285f}},
{{0.76742f, -0.02643f, 0.17494f}, {-0.38612f, -0.20004f, 0.90050f}},
{{0.64633f, -0.02643f, 0.04770f}, {-0.70905f, -0.20468f, 0.67480f}},
{{0.87329f, -0.02643f, 0.17494f}, {0.00000f, -0.13386f, 0.99100f}},
{{0.87329f, -0.02643f, 0.17494f}, {0.69855f, -0.13386f, -0.70293f}},
{{0.82656f, -0.03890f, -0.11885f}, {0.54583f, -0.78970f, -0.28006f}},
{{0.71987f, -0.03890f, 0.02976f}, {0.51426f, -0.85657f, -0.04275f}},
{{0.80227f, -0.04406f, -0.10639f}, {0.00002f, -1.00000f, -0.00000f}},
{{0.73333f, -0.03890f, -0.11885f}, {-0.34592f, -0.68403f, -0.64222f}},
{{0.74005f, -0.04406f, -0.10639f}, {-0.00002f, -1.00000f, -0.00002f}},
{{0.64538f, -0.03890f, 0.01462f}, {-0.44641f, -0.81431f, -0.37097f}},
{{0.65187f, -0.03890f, 0.01462f}, {0.00000f, 0.59663f, 0.80252f}},
{{0.64538f, -0.03890f, 0.01462f}, {0.00000f, 0.71519f, 0.69893f}},
{{0.64114f, -0.04406f, 0.02708f}, {0.00002f, -1.00000f, -0.00002f}},
{{0.63185f, -0.03890f, -0.11885f}, {0.46580f, -0.70034f, -0.54088f}},
{{0.65187f, -0.03890f, 0.01462f}, {0.61300f, -0.78472f, -0.09195f}},
{{0.62112f, -0.04406f, -0.10639f}, {0.00002f, -1.00000f, -0.00001f}},
{{0.55769f, -0.03890f, -0.11885f}, {-0.52286f, -0.72379f, -0.45028f}},
{{0.57216f, -0.04406f, -0.10639f}, {0.00002f, -1.00000f, -0.00001f}},
{{0.62101f, -0.03890f, 0.30325f}, {-0.46580f, -0.70034f, 0.54088f}},
{{0.63174f, -0.04406f, 0.29079f}, {-0.00003f, -1.00000f, 0.00001f}},
{{0.69517f, -0.03890f, 0.30325f}, {0.52285f, -0.72379f, 0.45028f}},
{{0.68070f, -0.04406f, 0.29079f}, {-0.00000f, -1.00000f, 0.00002f}},
{{0.65606f, -0.03890f, 0.04254f}, {0.51481f, -0.85724f, -0.01077f}},
{{0.64159f, -0.04406f, 0.03008f}, {0.00001f, -1.00000f, 0.00001f}},
{{0.64854f, -0.03890f, 0.04254f}, {0.00000f, 0.65119f, -0.75891f}},
{{0.65606f, -0.03890f, 0.04254f}, {0.00000f, 0.65567f, -0.75505f}},
{{0.76963f, -0.03890f, 0.16978f}, {-0.28806f, -0.68243f, 0.67180f}},
{{0.64854f, -0.03890f, 0.04254f}, {-0.47703f, -0.75255f, 0.45400f}},
{{0.77497f, -0.04406f, 0.15731f}, {-0.00002f, -1.00000f, 0.00001f}},
{{0.86077f, -0.03890f, 0.16978f}, {0.52425f, -0.82366f, 0.21619f}},
{{0.83055f, -0.04406f, 0.15731f}, {0.00001f, -1.00000f, 0.00000f}},
{{1.11377f, 0.03890f, 0.00296f}, {0.46580f, 0.70034f, -0.54088f}},
{{1.10573f, 0.04406f, 0.03342f}, {0.00001f, 1.00000f, 0.00002f}},
{{1.11809f, 0.03890f, 0.03182f}, {0.70368f, 0.70468f, -0.09093f}},
{{1.11821f, 0.02644f, -0.00220f}, {0.63569f, 0.22588f, -0.73816f}},
{{1.12322f, 0.02644f, 0.03116f}, {0.97279f, 0.19464f, -0.12571f}},
{{0.92478f, 0.03890f, 0.00296f}, {0.33749f, 0.86863f, -0.36274f}},
{{1.10303f, 0.04406f, 0.01542f}, {0.00002f, 1.00000f, 0.00000f}},
{{0.92958f, 0.02644f, -0.00220f}, {0.65250f, 0.28693f, -0.70136f}},
{{0.92427f, 0.03890f, -0.00407f}, {0.69967f, 0.71438f, -0.01128f}},
{{0.91318f, 0.04406f, 0.01542f}, {0.00002f, 1.00000f, -0.00001f}},
{{0.92944f, 0.02644f, -0.00415f}, {0.98033f, 0.19671f, -0.01583f}},
{{0.92470f, 0.03890f, -0.01478f}, {0.69447f, 0.71574f, 0.07361f}},
{{0.91179f, 0.04406f, -0.00387f}, {0.00001f, 1.00000f, 0.00002f}},
{{0.92984f, 0.02644f, -0.01424f}, {0.97493f, 0.19705f, 0.10334f}},
{{0.92636f, 0.03890f, -0.02442f}, {0.67582f, 0.71713f, 0.17030f}},
{{0.91228f, 0.04406f, -0.01610f}, {0.00001f, 1.00000f, 0.00009f}},
{{0.93138f, 0.02644f, -0.02315f}, {0.95060f, 0.19741f, 0.23954f}},
{{0.92923f, 0.03890f, -0.03301f}, {0.63927f, 0.71827f, 0.27462f}},
{{0.91425f, 0.04406f, -0.02747f}, {-0.00001f, 1.00000f, 0.00002f}},
{{0.93399f, 0.02644f, -0.03097f}, {0.90067f, 0.19772f, 0.38691f}},
{{0.93329f, 0.03890f, -0.04063f}, {0.58273f, 0.71887f, 0.37900f}},
{{0.91774f, 0.04406f, -0.03795f}, {-0.00000f, 1.00000f, 0.00002f}},
{{0.93763f, 0.02644f, -0.03780f}, {0.82172f, 0.19788f, 0.53444f}},
{{0.93854f, 0.03890f, -0.04734f}, {0.50876f, 0.71864f, 0.47404f}},
{{0.92280f, 0.04406f, -0.04745f}, {-0.00001f, 1.00000f, 0.00001f}},
{{0.94233f, 0.02644f, -0.04381f}, {0.71717f, 0.19782f, 0.66824f}},
{{0.94492f, 0.03890f, -0.05311f}, {0.42188f, 0.71826f, 0.55328f}},
{{0.92939f, 0.04406f, -0.05587f}, {-0.00002f, 1.00000f, 0.00000f}},
{{0.94807f, 0.02644f, -0.04899f}, {0.59438f, 0.19771f, 0.77950f}},
{{0.95237f, 0.03890f, -0.05786f}, {0.32784f, 0.71750f, 0.61458f}},
{{0.93734f, 0.04406f, -0.06305f}, {-0.00007f, 1.00000f, 0.00005f}},
{{0.95480f, 0.02644f, -0.05329f}, {0.46139f, 0.19751f, 0.86493f}},
{{0.96093f, 0.03890f, -0.06160f}, {0.23389f, 0.71635f, 0.65737f}},
{{0.94648f, 0.04406f, -0.06889f}, {0.00005f, 1.00000f, -0.00002f}},
{{0.96266f, 0.02644f, -0.05672f}, {0.32863f, 0.19721f, 0.92364f}},
{{0.97066f, 0.03890f, -0.06431f}, {0.14627f, 0.71507f, 0.68358f}},
{{0.95674f, 0.04406f, -0.07337f}, {-0.00002f, 1.00000f, 0.00001f}},
{{0.97174f, 0.02644f, -0.05925f}, {0.20515f, 0.19688f, 0.95872f}},
{{0.98158f, 0.03890f, -0.06596f}, {0.06842f, 0.71383f, 0.69697f}},
{{0.96804f, 0.04406f, -0.07652f}, {-0.00005f, 1.00000f, 0.00001f}},
{{0.98208f, 0.02644f, -0.06082f}, {0.09580f, 0.19657f, 0.97580f}},
{{0.99368f, 0.03890f, -0.06652f}, {-0.00148f, 0.71328f, 0.70088f}},
{{0.98036f, 0.04406f, -0.07838f}, {0.00006f, 1.00000f, 0.00002f}},
{{0.99367f, 0.02644f, -0.06135f}, {-0.00206f, 0.19644f, 0.98051f}},
{{1.00789f, 0.03890f, -0.06580f}, {-0.07034f, 0.71363f, 0.69698f}},
{{0.99371f, 0.04406f, -0.07899f}, {-0.00002f, 1.00000f, -0.00002f}},
{{1.00737f, 0.02644f, -0.06066f}, {-0.09845f, 0.19653f, 0.97554f}},
{{1.02190f, 0.03890f, -0.06367f}, {-0.14009f, 0.71359f, 0.68641f}},
{{1.00914f, 0.04406f, -0.07822f}, {-0.00002f, 1.00000f, 0.00002f}},
{{1.02087f, 0.02644f, -0.05861f}, {-0.19607f, 0.19652f, 0.96070f}},
{{1.03575f, 0.03890f, -0.06011f}, {-0.20746f, 0.71342f, 0.66932f}},
{{1.02440f, 0.04406f, -0.07590f}, {-0.00001f, 1.00000f, -0.00001f}},
{{1.03422f, 0.02644f, -0.05518f}, {-0.29029f, 0.19648f, 0.93655f}},
{{1.04944f, 0.03890f, -0.05512f}, {-0.27070f, 0.71314f, 0.64665f}},
{{1.03944f, 0.04406f, -0.07203f}, {-0.00002f, 1.00000f, -0.00000f}},
{{1.04745f, 0.02644f, -0.05035f}, {-0.37863f, 0.19641f, 0.90447f}},
{{1.06299f, 0.03890f, -0.04868f}, {-0.32857f, 0.71277f, 0.61968f}},
{{1.05426f, 0.04406f, -0.06663f}, {0.00009f, 1.00000f, 0.00003f}},
{{1.06057f, 0.02644f, -0.04412f}, {-0.45933f, 0.19632f, 0.86630f}},
{{1.08638f, 0.03890f, -0.03493f}, {0.33517f, 0.80084f, 0.49630f}},
{{1.06884f, 0.04406f, -0.05971f}, {-0.00001f, 1.00000f, -0.00002f}},
{{1.09309f, 0.02644f, -0.02499f}, {-0.50191f, 0.14138f, 0.85328f}},
{{1.07667f, 0.03890f, -0.09965f}, {0.59159f, 0.68351f, -0.42759f}},
{{1.07018f, 0.04406f, -0.05892f}, {-0.00001f, 1.00000f, -0.00001f}},
{{1.08138f, 0.02644f, -0.10305f}, {0.79340f, 0.20413f, -0.57346f}},
{{1.09309f, 0.02644f, -0.02499f}, {0.97900f, 0.14138f, -0.14685f}},
{{1.05949f, 0.03890f, -0.10833f}, {0.28861f, 0.70126f, -0.65188f}},
{{1.06530f, 0.04406f, -0.09143f}, {0.00003f, 1.00000f, 0.00000f}},
{{1.06159f, 0.02644f, -0.11306f}, {0.39714f, 0.19411f, -0.89700f}},
{{1.04340f, 0.03890f, -0.11449f}, {0.22279f, 0.70164f, -0.67681f}},
{{1.05444f, 0.04406f, -0.09692f}, {0.00003f, 1.00000f, -0.00002f}},
{{1.04502f, 0.02644f, -0.11940f}, {0.30672f, 0.19416f, -0.93178f}},
{{1.02618f, 0.03890f, -0.11926f}, {0.16009f, 0.70207f, -0.69388f}},
{{1.03950f, 0.04406f, -0.10264f}, {-0.00013f, 1.00000f, -0.00004f}},
{{1.02734f, 0.02644f, -0.12430f}, {0.22053f, 0.19423f, -0.95585f}},
{{1.00783f, 0.03890f, -0.12266f}, {0.10181f, 0.70252f, -0.70435f}},
{{1.02338f, 0.04406f, -0.10711f}, {-0.00006f, 1.00000f, 0.00000f}},
{{1.00857f, 0.02644f, -0.12777f}, {0.14033f, 0.19429f, -0.97085f}},
{{0.98836f, 0.03890f, -0.12469f}, {0.04860f, 0.70296f, -0.70957f}},
{{1.00605f, 0.04406f, -0.11032f}, {0.00002f, 1.00000f, 0.00002f}},
{{0.98872f, 0.02644f, -0.12985f}, {0.06703f, 0.19436f, -0.97864f}},
{{0.96772f, 0.03890f, -0.12537f}, {-0.00746f, 0.70211f, -0.71203f}},
{{0.98751f, 0.04406f, -0.11225f}, {0.00002f, 1.00000f, -0.00002f}},
{{0.96766f, 0.02644f, -0.13054f}, {-0.01028f, 0.19423f, -0.98090f}},
{{0.94761f, 0.03890f, -0.12429f}, {-0.08174f, 0.70022f, -0.70923f}},
{{0.96785f, 0.04406f, -0.11290f}, {0.00010f, 1.00000f, 0.00001f}},
{{0.94702f, 0.02644f, -0.12943f}, {-0.11231f, 0.19398f, -0.97456f}},
{{0.92914f, 0.03890f, -0.12101f}, {-0.17467f, 0.69919f, -0.69327f}},
{{0.94904f, 0.04406f, -0.11189f}, {0.00002f, 1.00000f, -0.00001f}},
{{0.92788f, 0.02644f, -0.12603f}, {-0.23967f, 0.19385f, -0.95130f}},
{{0.91239f, 0.03890f, -0.11550f}, {-0.27753f, 0.69827f, -0.65984f}},
{{0.93219f, 0.04406f, -0.10890f}, {0.00003f, 1.00000f, 0.00002f}},
{{0.91038f, 0.02644f, -0.12027f}, {-0.38035f, 0.19376f, -0.90432f}},
{{0.89739f, 0.03890f, -0.10772f}, {-0.38358f, 0.69766f, -0.60510f}},
{{0.91723f, 0.04406f, -0.10397f}, {0.00001f, 1.00000f, -0.00002f}},
{{0.89462f, 0.02644f, -0.11210f}, {-0.52526f, 0.19370f, -0.82860f}},
{{0.88423f, 0.03890f, -0.09769f}, {-0.48304f, 0.69751f, -0.52930f}},
{{0.90409f, 0.04406f, -0.09716f}, {0.00002f, 1.00000f, -0.00001f}},
{{0.88074f, 0.02644f, -0.10151f}, {-0.66132f, 0.19369f, -0.72466f}},
{{0.87297f, 0.03890f, -0.08542f}, {-0.56756f, 0.69766f, -0.43720f}},
{{0.89267f, 0.04406f, -0.08844f}, {0.00001f, 1.00000f, -0.00002f}},
{{0.86887f, 0.02644f, -0.08858f}, {-0.77720f, 0.19371f, -0.59870f}},
{{0.86384f, 0.03890f, -0.07117f}, {-0.63347f, 0.69787f, -0.33421f}},
{{0.88288f, 0.04406f, -0.07779f}, {0.00002f, 1.00000f, -0.00001f}},
{{0.85926f, 0.02644f, -0.07359f}, {-0.86770f, 0.19372f, -0.45779f}},
{{0.85706f, 0.03890f, -0.05518f}, {-0.67841f, 0.69855f, -0.22757f}},
{{0.87490f, 0.04406f, -0.06534f}, {0.00003f, 1.00000f, -0.00001f}},
{{0.85215f, 0.02644f, -0.05683f}, {-0.93011f, 0.19379f, -0.31200f}},
{{0.85262f, 0.03890f, -0.03752f}, {-0.70336f, 0.69948f, -0.12655f}},
{{0.86891f, 0.04406f, -0.05121f}, {0.00002f, 1.00000f, -0.00001f}},
{{0.84753f, 0.02644f, -0.03844f}, {-0.96552f, 0.19389f, -0.17371f}},
{{0.85050f, 0.03890f, -0.01824f}, {-0.71272f, 0.70049f, -0.03669f}},
{{0.86492f, 0.04406f, -0.03531f}, {-0.00001f, 1.00000f, -0.00002f}},
{{0.84533f, 0.02644f, -0.01851f}, {-0.97970f, 0.19401f, -0.05043f}},
{{0.85064f, 0.03890f, 0.00266f}, {-0.71158f, 0.70146f, 0.04011f}},
{{0.86296f, 0.04406f, -0.01760f}, {-0.00002f, 1.00000f, -0.00002f}},
{{0.84548f, 0.02644f, 0.00295f}, {-0.97942f, 0.19414f, 0.05521f}},
{{0.85303f, 0.03890f, 0.02520f}, {-0.70419f, 0.70178f, 0.10783f}},
{{0.86310f, 0.04406f, 0.00195f}, {0.00002f, 1.00000f, -0.00002f}},
{{0.84792f, 0.02644f, 0.02598f}, {-0.96966f, 0.19418f, 0.14849f}},
{{0.85735f, 0.03890f, 0.04667f}, {-0.69074f, 0.70110f, 0.17701f}},
{{0.86536f, 0.04406f, 0.02331f}, {0.00001f, 1.00000f, -0.00002f}},
{{0.85234f, 0.02644f, 0.04795f}, {-0.95028f, 0.19409f, 0.24352f}},
{{0.86366f, 0.03890f, 0.06684f}, {-0.66778f, 0.70072f, 0.25112f}},
{{0.85882f, 0.02644f, 0.06866f}, {-0.91822f, 0.19404f, 0.34529f}},
{{0.87199f, 0.03890f, 0.08569f}, {-0.63479f, 0.70045f, 0.32619f}},
{{0.86739f, 0.02643f, 0.08805f}, {-0.87254f, 0.19400f, 0.44836f}},
{{0.88232f, 0.03890f, 0.10319f}, {-0.59187f, 0.70035f, 0.39900f}},
{{0.88309f, 0.04406f, 0.07999f}, {0.00005f, 1.00000f, 0.00008f}},
{{0.87803f, 0.02643f, 0.10608f}, {-0.81343f, 0.19399f, 0.54836f}},
{{0.89465f, 0.03890f, 0.11931f}, {-0.54036f, 0.70042f, 0.46628f}},
{{0.89267f, 0.04406f, 0.09621f}, {0.00001f, 1.00000f, -0.00003f}},
{{0.89074f, 0.02643f, 0.12269f}, {-0.74271f, 0.19400f, 0.64089f}},
{{0.90896f, 0.03890f, 0.13403f}, {-0.48305f, 0.70074f, 0.52500f}},
{{0.90410f, 0.04406f, 0.11115f}, {-0.00000f, 1.00000f, -0.00002f}},
{{0.90545f, 0.02643f, 0.13784f}, {-0.66423f, 0.19404f, 0.72191f}},
{{0.92462f, 0.03890f, 0.14690f}, {-0.42021f, 0.70051f, 0.57681f}},
{{0.91741f, 0.04406f, 0.12485f}, {0.00005f, 1.00000f, 0.00003f}},
{{0.92157f, 0.02643f, 0.15108f}, {-0.57764f, 0.19401f, 0.79290f}},
{{0.94104f, 0.03890f, 0.15746f}, {-0.34805f, 0.70009f, 0.62349f}},
{{0.93197f, 0.04406f, 0.13681f}, {-0.00000f, 1.00000f, -0.00003f}},
{{0.93852f, 0.02643f, 0.16198f}, {-0.47816f, 0.19396f, 0.85659f}},
{{0.95823f, 0.03890f, 0.16570f}, {-0.26637f, 0.69984f, 0.66278f}},
{{0.94713f, 0.04406f, 0.14656f}, {-0.00002f, 1.00000f, 0.00000f}},
{{0.95630f, 0.02643f, 0.17050f}, {-0.36583f, 0.19393f, 0.91025f}},
{{0.97616f, 0.03890f, 0.17159f}, {-0.17837f, 0.69980f, 0.69171f}},
{{0.96289f, 0.04406f, 0.15411f}, {-0.00002f, 1.00000f, 0.00000f}},
{{0.97487f, 0.02643f, 0.17660f}, {-0.24496f, 0.19392f, 0.94994f}},
{{0.99479f, 0.03890f, 0.17512f}, {-0.08835f, 0.69999f, 0.70867f}},
{{0.97928f, 0.04406f, 0.15950f}, {-0.00001f, 1.00000f, -0.00003f}},
{{0.99416f, 0.02643f, 0.18025f}, {-0.12137f, 0.19395f, 0.97348f}},
{{1.01410f, 0.03890f, 0.17630f}, {-0.00167f, 0.70049f, 0.71366f}},
{{0.99634f, 0.04406f, 0.16273f}, {-0.00002f, 1.00000f, 0.00001f}},
{{1.01409f, 0.02643f, 0.18147f}, {-0.00229f, 0.19401f, 0.98100f}},
{{1.03288f, 0.03890f, 0.17524f}, {0.08559f, 0.69990f, 0.70909f}},
{{1.01413f, 0.04406f, 0.16381f}, {-0.00002f, 1.00000f, -0.00001f}},
{{1.03350f, 0.02643f, 0.18038f}, {0.11756f, 0.19394f, 0.97394f}},
{{1.05001f, 0.03890f, 0.17205f}, {0.18334f, 0.69879f, 0.69143f}},
{{1.03139f, 0.04406f, 0.16284f}, {-0.00006f, 1.00000f, -0.00001f}},
{{1.05134f, 0.02643f, 0.17706f}, {0.25145f, 0.19381f, 0.94827f}},
{{1.06548f, 0.03890f, 0.16668f}, {0.29151f, 0.69782f, 0.65427f}},
{{1.04681f, 0.04406f, 0.15997f}, {-0.00001f, 1.00000f, 0.00002f}},
{{1.06758f, 0.02643f, 0.17141f}, {0.39927f, 0.19372f, 0.89613f}},
{{1.07922f, 0.03890f, 0.15910f}, {0.40197f, 0.69721f, 0.59356f}},
{{1.06039f, 0.04406f, 0.15526f}, {-0.00002f, 1.00000f, 0.00001f}},
{{1.08213f, 0.02643f, 0.16339f}, {0.55011f, 0.19367f, 0.81232f}},
{{1.09117f, 0.03890f, 0.14931f}, {0.50335f, 0.69715f, 0.51050f}},
{{1.07221f, 0.04406f, 0.14874f}, {0.00007f, 1.00000f, -0.00007f}},
{{1.09481f, 0.02643f, 0.15300f}, {0.68881f, 0.19366f, 0.69859f}},
{{1.10123f, 0.03890f, 0.13738f}, {0.58541f, 0.69769f, 0.41294f}},
{{1.08238f, 0.04406f, 0.14040f}, {0.00008f, 1.00000f, -0.00005f}},
{{1.10546f, 0.02643f, 0.14037f}, {0.80169f, 0.19371f, 0.56549f}},
{{1.10927f, 0.03890f, 0.12360f}, {0.64528f, 0.69826f, 0.30991f}},
{{1.09101f, 0.04406f, 0.13017f}, {0.00001f, 1.00000f, 0.00003f}},
{{1.11393f, 0.02643f, 0.12584f}, {0.88434f, 0.19376f, 0.42473f}},
{{1.11518f, 0.03890f, 0.10824f}, {0.68433f, 0.69900f, 0.20757f}},
{{1.09800f, 0.04406f, 0.11819f}, {-0.00001f, 1.00000f, 0.00001f}},
{{1.12013f, 0.02643f, 0.10975f}, {0.93880f, 0.19383f, 0.28476f}},
{{1.11898f, 0.03890f, 0.09136f}, {0.70535f, 0.69993f, 0.11219f}},
{{1.10322f, 0.04406f, 0.10462f}, {0.00000f, 1.00000f, 0.00002f}},
{{1.12409f, 0.02643f, 0.09217f}, {0.96883f, 0.19394f, 0.15410f}},
{{1.12071f, 0.03890f, 0.07297f}, {0.71273f, 0.70088f, 0.02795f}},
{{1.12588f, 0.02644f, 0.07317f}, {0.98024f, 0.19406f, 0.03844f}},
{{1.12040f, 0.03890f, 0.05309f}, {0.71104f, 0.70178f, -0.04401f}},
{{1.12556f, 0.02644f, 0.05277f}, {0.97909f, 0.19419f, -0.06060f}},
{{1.10795f, 0.04406f, 0.05386f}, {0.00001f, 1.00000f, 0.00006f}},
{{1.11821f, -0.02643f, -0.00220f}, {0.63569f, -0.22588f, -0.73816f}},
{{1.12322f, -0.02643f, 0.03116f}, {0.97279f, -0.19464f, -0.12571f}},
{{0.92958f, -0.02643f, -0.00220f}, {0.65251f, -0.28693f, -0.70136f}},
{{0.92944f, -0.02643f, -0.00415f}, {0.98033f, -0.19671f, -0.01583f}},
{{0.92984f, -0.02643f, -0.01424f}, {0.97493f, -0.19705f, 0.10334f}},
{{0.93138f, -0.02643f, -0.02315f}, {0.95060f, -0.19741f, 0.23955f}},
{{0.93399f, -0.02643f, -0.03097f}, {0.90067f, -0.19772f, 0.38691f}},
{{0.93763f, -0.02643f, -0.03780f}, {0.82172f, -0.19788f, 0.53444f}},
{{0.94233f, -0.02643f, -0.04381f}, {0.71717f, -0.19782f, 0.66823f}},
{{0.94807f, -0.02643f, -0.04899f}, {0.59438f, -0.19771f, 0.77950f}},
{{0.95480f, -0.02643f, -0.05329f}, {0.46139f, -0.19751f, 0.86493f}},
{{0.96266f, -0.02643f, -0.05672f}, {0.32863f, -0.19721f, 0.92364f}},
{{0.97174f, -0.02643f, -0.05925f}, {0.20515f, -0.19688f, 0.95872f}},
{{0.98208f, -0.02643f, -0.06082f}, {0.09580f, -0.19658f, 0.97580f}},
{{0.99367f, -0.02643f, -0.06135f}, {-0.00206f, -0.19644f, 0.98051f}},
{{1.00737f, -0.02643f, -0.06066f}, {-0.09845f, -0.19652f, 0.97554f}},
{{1.02087f, -0.02643f, -0.05861f}, {-0.19607f, -0.19652f, 0.96070f}},
{{1.03422f, -0.02643f, -0.05518f}, {-0.29029f, -0.19648f, 0.93655f}},
{{1.04745f, -0.02643f, -0.05035f}, {-0.37863f, -0.19641f, 0.90447f}},
{{1.06057f, -0.02643f, -0.04412f}, {-0.45933f, -0.19632f, 0.86630f}},
{{1.09309f, -0.02643f, -0.02499f}, {-0.50191f, -0.14139f, 0.85328f}},
{{1.08138f, -0.02643f, -0.10305f}, {0.79340f, -0.20413f, -0.57346f}},
{{1.09309f, -0.02643f, -0.02499f}, {0.97900f, -0.14138f, -0.14685f}},
{{1.06159f, -0.02643f, -0.11306f}, {0.39714f, -0.19411f, -0.89700f}},
{{1.04502f, -0.02643f, -0.11940f}, {0.30672f, -0.19416f, -0.93178f}},
{{1.02734f, -0.02643f, -0.12430f}, {0.22053f, -0.19423f, -0.95585f}},
{{1.00857f, -0.02643f, -0.12777f}, {0.14033f, -0.19429f, -0.97085f}},
{{0.98872f, -0.02643f, -0.12985f}, {0.06703f, -0.19436f, -0.97864f}},
{{0.96766f, -0.02643f, -0.13054f}, {-0.01028f, -0.19423f, -0.98090f}},
{{0.94702f, -0.02643f, -0.12943f}, {-0.11231f, -0.19397f, -0.97456f}},
{{0.92788f, -0.02643f, -0.12603f}, {-0.23968f, -0.19385f, -0.95130f}},
{{0.91038f, -0.02643f, -0.12027f}, {-0.38035f, -0.19376f, -0.90432f}},
{{0.89462f, -0.02643f, -0.11210f}, {-0.52526f, -0.19370f, -0.82860f}},
{{0.88074f, -0.02643f, -0.10151f}, {-0.66132f, -0.19369f, -0.72466f}},
{{0.86887f, -0.02643f, -0.08858f}, {-0.77720f, -0.19371f, -0.59870f}},
{{0.85926f, -0.02643f, -0.07359f}, {-0.86770f, -0.19372f, -0.45779f}},
{{0.85215f, -0.02643f, -0.05683f}, {-0.93011f, -0.19379f, -0.31200f}},
{{0.84753f, -0.02643f, -0.03844f}, {-0.96552f, -0.19389f, -0.17372f}},
{{0.84533f, -0.02643f, -0.01851f}, {-0.97970f, -0.19401f, -0.05043f}},
{{0.84548f, -0.02643f, 0.00295f}, {-0.97942f, -0.19414f, 0.05521f}},
{{0.84792f, -0.02643f, 0.02598f}, {-0.96966f, -0.19418f, 0.14849f}},
{{0.85234f, -0.02643f, 0.04795f}, {-0.95028f, -0.19409f, 0.24352f}},
{{0.85882f, -0.02643f, 0.06866f}, {-0.91822f, -0.19404f, 0.34529f}},
{{0.86739f, -0.02643f, 0.08805f}, {-0.87254f, -0.19401f, 0.44836f}},
{{0.87803f, -0.02643f, 0.10608f}, {-0.81343f, -0.19399f, 0.54836f}},
{{0.89074f, -0.02643f, 0.12269f}, {-0.74271f, -0.19400f, 0.64089f}},
{{0.90545f, -0.02643f, 0.13784f}, {-0.66423f, -0.19404f, 0.72191f}},
{{0.92157f, -0.02643f, 0.15108f}, {-0.57764f, -0.19401f, 0.79290f}},
{{0.93852f, -0.02643f, 0.16198f}, {-0.47816f, -0.19396f, 0.85659f}},
{{0.95630f, -0.02643f, 0.17050f}, {-0.36583f, -0.19393f, 0.91025f}},
{{0.97487f, -0.02643f, 0.17660f}, {-0.24496f, -0.19392f, 0.94994f}},
{{0.99416f, -0.02643f, 0.18025f}, {-0.12137f, -0.19395f, 0.97348f}},
{{1.01409f, -0.02643f, 0.18147f}, {-0.00229f, -0.19401f, 0.98100f}},
{{1.03350f, -0.02643f, 0.18038f}, {0.11756f, -0.19394f, 0.97394f}},
{{1.05134f, -0.02643f, 0.17706f}, {0.25145f, -0.19381f, 0.94827f}},
{{1.06758f, -0.02643f, 0.17141f}, {0.39927f, -0.19372f, 0.89613f}},
{{1.08213f, -0.02643f, 0.16339f}, {0.55011f, -0.19367f, 0.81232f}},
{{1.09481f, -0.02643f, 0.15300f}, {0.68881f, -0.19366f, 0.69859f}},
{{1.10546f, -0.02643f, 0.14037f}, {0.80169f, -0.19371f, 0.56549f}},
{{1.11393f, -0.02643f, 0.12584f}, {0.88435f, -0.19376f, 0.42472f}},
{{1.12013f, -0.02643f, 0.10975f}, {0.93880f, -0.19383f, 0.28476f}},
{{1.12409f, -0.02643f, 0.09217f}, {0.96883f, -0.19394f, 0.15410f}},
{{1.12588f, -0.02643f, 0.07317f}, {0.98024f, -0.19406f, 0.03844f}},
{{1.12556f, -0.02643f, 0.05277f}, {0.97909f, -0.19418f, -0.06060f}},
{{1.11377f, -0.03890f, 0.00296f}, {0.46580f, -0.70034f, -0.54088f}},
{{1.11809f, -0.03890f, 0.03182f}, {0.70367f, -0.70468f, -0.09093f}},
{{1.10303f, -0.04406f, 0.01542f}, {0.00002f, -1.00000f, -0.00001f}},
{{1.10573f, -0.04406f, 0.03342f}, {-0.00000f, -1.00000f, 0.00002f}},
{{0.92478f, -0.03890f, 0.00296f}, {0.33749f, -0.86863f, -0.36274f}},
{{0.91318f, -0.04406f, 0.01542f}, {-0.00000f, -1.00000f, -0.00001f}},
{{0.92427f, -0.03890f, -0.00407f}, {0.69967f, -0.71438f, -0.01129f}},
{{0.91179f, -0.04406f, -0.00387f}, {-0.00001f, -1.00000f, -0.00000f}},
{{0.92470f, -0.03890f, -0.01478f}, {0.69447f, -0.71574f, 0.07361f}},
{{0.91228f, -0.04406f, -0.01610f}, {-0.00002f, -1.00000f, 0.00001f}},
{{0.92636f, -0.03890f, -0.02442f}, {0.67581f, -0.71713f, 0.17030f}},
{{0.91425f, -0.04406f, -0.02747f}, {0.00002f, -1.00000f, -0.00000f}},
{{0.92923f, -0.03890f, -0.03301f}, {0.63927f, -0.71827f, 0.27462f}},
{{0.91774f, -0.04406f, -0.03795f}, {-0.00000f, -1.00000f, 0.00001f}},
{{0.93329f, -0.03890f, -0.04063f}, {0.58274f, -0.71887f, 0.37901f}},
{{0.92280f, -0.04406f, -0.04745f}, {-0.00000f, -1.00000f, 0.00002f}},
{{0.93854f, -0.03890f, -0.04734f}, {0.50876f, -0.71864f, 0.47405f}},
{{0.92939f, -0.04406f, -0.05587f}, {0.00002f, -1.00000f, 0.00002f}},
{{0.94492f, -0.03890f, -0.05311f}, {0.42189f, -0.71826f, 0.55328f}},
{{0.93734f, -0.04406f, -0.06305f}, {0.00001f, -1.00000f, 0.00002f}},
{{0.95237f, -0.03890f, -0.05786f}, {0.32784f, -0.71751f, 0.61458f}},
{{0.94648f, -0.04406f, -0.06889f}, {-0.00001f, -1.00000f, -0.00000f}},
{{0.96093f, -0.03890f, -0.06160f}, {0.23389f, -0.71636f, 0.65737f}},
{{0.95674f, -0.04406f, -0.07337f}, {0.00002f, -1.00000f, 0.00001f}},
{{0.97066f, -0.03890f, -0.06431f}, {0.14627f, -0.71507f, 0.68358f}},
{{0.96804f, -0.04406f, -0.07652f}, {0.00001f, -1.00000f, -0.00001f}},
{{0.98158f, -0.03890f, -0.06596f}, {0.06842f, -0.71383f, 0.69697f}},
{{0.98036f, -0.04406f, -0.07838f}, {0.00000f, -1.00000f, 0.00001f}},
{{0.99368f, -0.03890f, -0.06652f}, {-0.00148f, -0.71328f, 0.70088f}},
{{0.99371f, -0.04406f, -0.07899f}, {-0.00001f, -1.00000f, 0.00002f}},
{{1.00789f, -0.03890f, -0.06580f}, {-0.07034f, -0.71363f, 0.69698f}},
{{1.00914f, -0.04406f, -0.07822f}, {-0.00001f, -1.00000f, 0.00002f}},
{{1.02190f, -0.03890f, -0.06367f}, {-0.14009f, -0.71359f, 0.68641f}},
{{1.02440f, -0.04406f, -0.07590f}, {0.00001f, -1.00000f, -0.00002f}},
{{1.03575f, -0.03890f, -0.06011f}, {-0.20746f, -0.71342f, 0.66932f}},
{{1.03944f, -0.04406f, -0.07203f}, {0.00000f, -1.00000f, -0.00003f}},
{{1.04944f, -0.03890f, -0.05512f}, {-0.27070f, -0.71314f, 0.64665f}},
{{1.05426f, -0.04406f, -0.06663f}, {-0.00001f, -1.00000f, -0.00000f}},
{{1.06299f, -0.03890f, -0.04868f}, {-0.32857f, -0.71277f, 0.61968f}},
{{1.06884f, -0.04406f, -0.05971f}, {-0.00001f, -1.00000f, 0.00001f}},
{{1.08638f, -0.03890f, -0.03493f}, {0.33517f, -0.80085f, 0.49629f}},
{{1.07018f, -0.04406f, -0.05892f}, {0.00002f, -1.00000f, 0.00002f}},
{{1.07667f, -0.03890f, -0.09965f}, {0.59159f, -0.68351f, -0.42759f}},
{{1.06530f, -0.04406f, -0.09143f}, {0.00003f, -1.00000f, 0.00000f}},
{{1.05949f, -0.03890f, -0.10833f}, {0.28861f, -0.70126f, -0.65188f}},
{{1.05444f, -0.04406f, -0.09692f}, {-0.00002f, -1.00000f, 0.00002f}},
{{1.04340f, -0.03890f, -0.11449f}, {0.22279f, -0.70164f, -0.67681f}},
{{1.03950f, -0.04406f, -0.10264f}, {-0.00001f, -1.00000f, 0.00000f}},
{{1.02618f, -0.03890f, -0.11926f}, {0.16009f, -0.70207f, -0.69388f}},
{{1.02338f, -0.04406f, -0.10711f}, {-0.00001f, -1.00000f, 0.00002f}},
{{1.00783f, -0.03890f, -0.12266f}, {0.10181f, -0.70252f, -0.70435f}},
{{1.00605f, -0.04406f, -0.11032f}, {0.00000f, -1.00000f, -0.00002f}},
{{0.98836f, -0.03890f, -0.12469f}, {0.04860f, -0.70296f, -0.70957f}},
{{0.98751f, -0.04406f, -0.11225f}, {0.00002f, -1.00000f, 0.00001f}},
{{0.96772f, -0.03890f, -0.12537f}, {-0.00746f, -0.70211f, -0.71203f}},
{{0.96785f, -0.04406f, -0.11290f}, {0.00001f, -1.00000f, 0.00002f}},
{{0.94761f, -0.03890f, -0.12429f}, {-0.08174f, -0.70022f, -0.70923f}},
{{0.94904f, -0.04406f, -0.11189f}, {0.00002f, -1.00000f, -0.00001f}},
{{0.92914f, -0.03890f, -0.12101f}, {-0.17467f, -0.69919f, -0.69327f}},
{{0.93219f, -0.04406f, -0.10890f}, {-0.00001f, -1.00000f, -0.00001f}},
{{0.91239f, -0.03890f, -0.11550f}, {-0.27753f, -0.69827f, -0.65984f}},
{{0.91723f, -0.04406f, -0.10397f}, {0.00000f, -1.00000f, -0.00003f}},
{{0.89739f, -0.03890f, -0.10772f}, {-0.38358f, -0.69766f, -0.60510f}},
{{0.90409f, -0.04406f, -0.09716f}, {0.00000f, -1.00000f, 0.00003f}},
{{0.88423f, -0.03890f, -0.09769f}, {-0.48304f, -0.69750f, -0.52930f}},
{{0.89267f, -0.04406f, -0.08844f}, {0.00001f, -1.00000f, -0.00001f}},
{{0.87297f, -0.03890f, -0.08542f}, {-0.56756f, -0.69766f, -0.43720f}},
{{0.88288f, -0.04406f, -0.07779f}, {-0.00002f, -1.00000f, 0.00001f}},
{{0.86384f, -0.03890f, -0.07117f}, {-0.63346f, -0.69787f, -0.33421f}},
{{0.87490f, -0.04406f, -0.06534f}, {0.00001f, -1.00000f, -0.00001f}},
{{0.85706f, -0.03890f, -0.05518f}, {-0.67841f, -0.69855f, -0.22757f}},
{{0.86891f, -0.04406f, -0.05121f}, {-0.00002f, -1.00000f, 0.00001f}},
{{0.85262f, -0.03890f, -0.03752f}, {-0.70336f, -0.69948f, -0.12655f}},
{{0.86492f, -0.04406f, -0.03531f}, {-0.00002f, -1.00000f, -0.00000f}},
{{0.85050f, -0.03890f, -0.01824f}, {-0.71272f, -0.70049f, -0.03668f}},
{{0.86296f, -0.04406f, -0.01760f}, {-0.00002f, -1.00000f, -0.00000f}},
{{0.85064f, -0.03890f, 0.00266f}, {-0.71158f, -0.70146f, 0.04011f}},
{{0.86310f, -0.04406f, 0.00195f}, {-0.00001f, -1.00000f, 0.00002f}},
{{0.85303f, -0.03890f, 0.02520f}, {-0.70419f, -0.70178f, 0.10784f}},
{{0.86536f, -0.04406f, 0.02331f}, {0.00000f, -1.00000f, -0.00001f}},
{{0.85735f, -0.03890f, 0.04667f}, {-0.69074f, -0.70111f, 0.17701f}},
{{0.86366f, -0.03890f, 0.06684f}, {-0.66778f, -0.70072f, 0.25112f}},
{{0.87534f, -0.04406f, 0.06245f}, {-0.00001f, -1.00000f, 0.00002f}},
{{0.87199f, -0.03890f, 0.08569f}, {-0.63479f, -0.70045f, 0.32619f}},
{{0.88309f, -0.04406f, 0.07999f}, {-0.00001f, -1.00000f, 0.00002f}},
{{0.88232f, -0.03890f, 0.10319f}, {-0.59187f, -0.70035f, 0.39900f}},
{{0.89267f, -0.04406f, 0.09621f}, {0.00002f, -1.00000f, -0.00001f}},
{{0.89465f, -0.03890f, 0.11931f}, {-0.54036f, -0.70042f, 0.46628f}},
{{0.90410f, -0.04406f, 0.11115f}, {-0.00003f, -1.00000f, 0.00000f}},
{{0.90896f, -0.03890f, 0.13403f}, {-0.48305f, -0.70074f, 0.52500f}},
{{0.91741f, -0.04406f, 0.12485f}, {-0.00001f, -1.00000f, -0.00001f}},
{{0.92462f, -0.03890f, 0.14690f}, {-0.42021f, -0.70051f, 0.57681f}},
{{0.93197f, -0.04406f, 0.13681f}, {0.00000f, -1.00000f, 0.00003f}},
{{0.94104f, -0.03890f, 0.15746f}, {-0.34805f, -0.70009f, 0.62349f}},
{{0.94713f, -0.04406f, 0.14656f}, {0.00001f, -1.00000f, 0.00000f}},
{{0.95823f, -0.03890f, 0.16570f}, {-0.26637f, -0.69984f, 0.66278f}},
{{0.96289f, -0.04406f, 0.15411f}, {0.00001f, -1.00000f, -0.00002f}},
{{0.97616f, -0.03890f, 0.17159f}, {-0.17837f, -0.69980f, 0.69171f}},
{{0.97928f, -0.04406f, 0.15950f}, {0.00000f, -1.00000f, 0.00002f}},
{{0.99479f, -0.03890f, 0.17512f}, {-0.08835f, -0.69998f, 0.70867f}},
{{0.99634f, -0.04406f, 0.16273f}, {-0.00001f, -1.00000f, -0.00002f}},
{{1.01410f, -0.03890f, 0.17630f}, {-0.00167f, -0.70049f, 0.71366f}},
{{1.01413f, -0.04406f, 0.16381f}, {-0.00002f, -1.00000f, -0.00002f}},
{{1.03288f, -0.03890f, 0.17524f}, {0.08559f, -0.69991f, 0.70909f}},
{{1.03139f, -0.04406f, 0.16284f}, {0.00000f, -1.00000f, 0.00002f}},
{{1.05001f, -0.03890f, 0.17205f}, {0.18334f, -0.69879f, 0.69143f}},
{{1.04681f, -0.04406f, 0.15997f}, {0.00001f, -1.00000f, -0.00000f}},
{{1.06548f, -0.03890f, 0.16668f}, {0.29151f, -0.69782f, 0.65427f}},
{{1.06039f, -0.04406f, 0.15526f}, {-0.00000f, -1.00000f, 0.00002f}},
{{1.07922f, -0.03890f, 0.15910f}, {0.40197f, -0.69721f, 0.59356f}},
{{1.07221f, -0.04406f, 0.14874f}, {-0.00000f, -1.00000f, -0.00000f}},
{{1.09117f, -0.03890f, 0.14931f}, {0.50336f, -0.69715f, 0.51050f}},
{{1.08238f, -0.04406f, 0.14040f}, {-0.00000f, -1.00000f, 0.00001f}},
{{1.10123f, -0.03890f, 0.13738f}, {0.58541f, -0.69769f, 0.41294f}},
{{1.09101f, -0.04406f, 0.13017f}, {-0.00001f, -1.00000f, 0.00001f}},
{{1.10927f, -0.03890f, 0.12360f}, {0.64528f, -0.69827f, 0.30991f}},
{{1.09800f, -0.04406f, 0.11819f}, {-0.00000f, -1.00000f, 0.00001f}},
{{1.11518f, -0.03890f, 0.10824f}, {0.68433f, -0.69900f, 0.20757f}},
{{1.10322f, -0.04406f, 0.10462f}, {-0.00001f, -1.00000f, -0.00001f}},
{{1.11898f, -0.03890f, 0.09136f}, {0.70535f, -0.69993f, 0.11219f}},
{{1.12071f, -0.03890f, 0.07297f}, {0.71273f, -0.70088f, 0.02795f}},
{{1.10824f, -0.04406f, 0.07248f}, {0.00001f, -1.00000f, -0.00002f}},
{{1.12040f, -0.03890f, 0.05309f}, {0.71103f, -0.70178f, -0.04401f}},
{{1.10795f, -0.04406f, 0.05386f}, {-0.00000f, -1.00000f, 0.00001f}},
{{1.05012f, 0.03890f, 0.05827f}, {-0.33683f, 0.86452f, 0.37302f}},
{{0.91667f, 0.04406f, 0.04581f}, {0.00001f, 1.00000f, 0.00001f}},
{{0.93389f, 0.03890f, 0.05827f}, {0.31549f, 0.92105f, 0.22831f}},
{{1.04546f, 0.02644f, 0.06344f}, {-0.64279f, 0.28277f, 0.71194f}},
{{0.94103f, 0.02644f, 0.06344f}, {-0.51649f, 0.05825f, 0.85431f}},
{{1.05071f, 0.03890f, 0.06406f}, {-0.70019f, 0.71282f, 0.04018f}},
{{1.06137f, 0.04406f, 0.04581f}, {-0.00003f, 1.00000f, -0.00000f}},
{{1.04555f, 0.02644f, 0.06435f}, {-0.97892f, 0.19635f, 0.05622f}},
{{1.05083f, 0.03890f, 0.07358f}, {-0.69966f, 0.71393f, -0.02797f}},
{{1.06317f, 0.04406f, 0.06334f}, {0.00001f, 1.00000f, -0.00002f}},
{{1.04567f, 0.02644f, 0.07337f}, {-0.97970f, 0.19660f, -0.03916f}},
{{1.05003f, 0.03890f, 0.08217f}, {-0.69060f, 0.71519f, -0.10756f}},
{{1.04492f, 0.02643f, 0.08138f}, {-0.96874f, 0.19691f, -0.15088f}},
{{1.04835f, 0.03890f, 0.08985f}, {-0.66897f, 0.71650f, -0.19776f}},
{{1.06237f, 0.04406f, 0.08410f}, {0.00001f, 1.00000f, -0.00005f}},
{{1.04339f, 0.02643f, 0.08838f}, {-0.94013f, 0.19724f, -0.27793f}},
{{1.04581f, 0.03890f, 0.09662f}, {-0.63076f, 0.71765f, -0.29517f}},
{{1.06033f, 0.04406f, 0.09339f}, {0.00001f, 1.00000f, -0.00002f}},
{{1.04112f, 0.02643f, 0.09443f}, {-0.88788f, 0.19755f, -0.41550f}},
{{1.04244f, 0.03890f, 0.10256f}, {-0.57364f, 0.71842f, -0.39347f}},
{{1.05713f, 0.04406f, 0.10192f}, {0.00001f, 1.00000f, -0.00002f}},
{{1.03817f, 0.02643f, 0.09963f}, {-0.80836f, 0.19776f, -0.55447f}},
{{1.03832f, 0.03890f, 0.10759f}, {-0.49619f, 0.71921f, -0.48634f}},
{{1.05275f, 0.04406f, 0.10963f}, {0.00002f, 1.00000f, -0.00001f}},
{{1.03462f, 0.02643f, 0.10396f}, {-0.70003f, 0.19797f, -0.68613f}},
{{1.03354f, 0.03890f, 0.11166f}, {-0.40048f, 0.71940f, -0.56752f}},
{{1.04726f, 0.04406f, 0.11634f}, {0.00001f, 1.00000f, -0.00001f}},
{{1.03055f, 0.02643f, 0.10743f}, {-0.56515f, 0.19802f, -0.80087f}},
{{1.02802f, 0.03890f, 0.11485f}, {-0.29408f, 0.71875f, -0.63001f}},
{{1.04075f, 0.04406f, 0.12189f}, {0.00000f, 1.00000f, -0.00002f}},
{{1.02583f, 0.02643f, 0.11015f}, {-0.41461f, 0.19784f, -0.88823f}},
{{1.02169f, 0.03890f, 0.11716f}, {-0.18718f, 0.71748f, -0.67096f}},
{{1.03331f, 0.04406f, 0.12618f}, {0.00002f, 1.00000f, -0.00000f}},
{{1.02030f, 0.02643f, 0.11217f}, {-0.26343f, 0.19751f, -0.94424f}},
{{1.01447f, 0.03890f, 0.11858f}, {-0.08823f, 0.71597f, -0.69254f}},
{{1.02505f, 0.04406f, 0.12920f}, {0.00002f, 1.00000f, 0.00000f}},
{{1.01381f, 0.02643f, 0.11345f}, {-0.12390f, 0.19711f, -0.97252f}},
{{1.00634f, 0.03890f, 0.11906f}, {0.00084f, 0.71501f, -0.69911f}},
{{1.01604f, 0.04406f, 0.13097f}, {0.00002f, 1.00000f, 0.00001f}},
{{1.00635f, 0.02643f, 0.11389f}, {0.00118f, 0.19687f, -0.98043f}},
{{0.99812f, 0.03890f, 0.11855f}, {0.08757f, 0.71548f, -0.69312f}},
{{1.00633f, 0.04406f, 0.13155f}, {0.00002f, 1.00000f, 0.00002f}},
{{0.99877f, 0.02643f, 0.11342f}, {0.12288f, 0.19699f, -0.97268f}},
{{0.99021f, 0.03890f, 0.11703f}, {0.17597f, 0.71565f, -0.67593f}},
{{0.99656f, 0.04406f, 0.13094f}, {0.00002f, 1.00000f, -0.00002f}},
{{0.99151f, 0.02643f, 0.11203f}, {0.24699f, 0.19703f, -0.94878f}},
{{0.98257f, 0.03890f, 0.11450f}, {0.26166f, 0.71551f, -0.64774f}},
{{0.98706f, 0.04406f, 0.12912f}, {0.00001f, 1.00000f, 0.00001f}},
{{0.98450f, 0.02643f, 0.10971f}, {0.36722f, 0.19699f, -0.90904f}},
{{0.97517f, 0.03890f, 0.11095f}, {0.34078f, 0.71510f, -0.61033f}},
{{0.97789f, 0.04406f, 0.12608f}, {0.00002f, 1.00000f, -0.00001f}},
{{0.97769f, 0.02643f, 0.10643f}, {0.47797f, 0.19689f, -0.85603f}},
{{0.96799f, 0.03890f, 0.10634f}, {0.41061f, 0.71449f, -0.56648f}},
{{0.96908f, 0.04406f, 0.12185f}, {0.00001f, 1.00000f, 0.00002f}},
{{0.97102f, 0.02643f, 0.10216f}, {0.57541f, 0.19674f, -0.79385f}},
{{0.96102f, 0.03890f, 0.10066f}, {0.46985f, 0.71374f, -0.51943f}},
{{0.96066f, 0.04406f, 0.11645f}, {0.00002f, 1.00000f, 0.00001f}},
{{0.96449f, 0.02643f, 0.09683f}, {0.65774f, 0.19655f, -0.72715f}},
{{0.95448f, 0.03890f, 0.09411f}, {0.52006f, 0.71353f, -0.46948f}},
{{0.95265f, 0.04406f, 0.10991f}, {0.00002f, 1.00000f, 0.00001f}},
{{0.95832f, 0.02643f, 0.09064f}, {0.72781f, 0.19650f, -0.65703f}},
{{0.94860f, 0.03890f, 0.08690f}, {0.56392f, 0.71342f, -0.41596f}},
{{0.94522f, 0.04406f, 0.10247f}, {-0.00005f, 1.00000f, -0.00003f}},
{{0.95276f, 0.02643f, 0.08384f}, {0.78907f, 0.19647f, -0.58203f}},
{{0.94338f, 0.03890f, 0.07904f}, {0.60151f, 0.71319f, -0.35992f}},
{{0.93856f, 0.04406f, 0.09431f}, {0.00001f, 1.00000f, 0.00001f}},
{{0.94781f, 0.02644f, 0.07639f}, {0.84140f, 0.19642f, -0.50345f}},
{{0.93880f, 0.03890f, 0.07051f}, {0.63240f, 0.71287f, -0.30311f}},
{{0.93267f, 0.04406f, 0.08545f}, {-0.00001f, 1.00000f, 0.00003f}},
{{0.94346f, 0.02644f, 0.06827f}, {0.88422f, 0.19635f, -0.42380f}},
{{0.93488f, 0.03890f, 0.06129f}, {0.67006f, 0.69890f, -0.25014f}},
{{0.92756f, 0.04406f, 0.07590f}, {0.00002f, 1.00000f, 0.00001f}},
{{0.93972f, 0.02644f, 0.05947f}, {0.90241f, 0.19609f, -0.38368f}},
{{0.93488f, 0.03890f, 0.06129f}, {-0.87759f, -0.38269f, 0.28876f}},
{{0.93972f, 0.02644f, 0.05947f}, {-0.93184f, -0.19409f, 0.30661f}},
{{1.04546f, -0.02643f, 0.06344f}, {-0.64281f, -0.28275f, 0.71193f}},
{{0.94103f, -0.02643f, 0.06344f}, {-0.49482f, -0.07538f, 0.86572f}},
{{1.04555f, -0.02643f, 0.06435f}, {-0.97892f, -0.19633f, 0.05622f}},
{{1.04567f, -0.02643f, 0.07337f}, {-0.97970f, -0.19660f, -0.03916f}},
{{1.04492f, -0.02643f, 0.08138f}, {-0.96874f, -0.19691f, -0.15088f}},
{{1.04339f, -0.02643f, 0.08838f}, {-0.94013f, -0.19724f, -0.27792f}},
{{1.04112f, -0.02643f, 0.09443f}, {-0.88788f, -0.19755f, -0.41550f}},
{{1.03817f, -0.02643f, 0.09963f}, {-0.80836f, -0.19776f, -0.55447f}},
{{1.03462f, -0.02643f, 0.10396f}, {-0.70003f, -0.19798f, -0.68613f}},
{{1.03055f, -0.02643f, 0.10743f}, {-0.56515f, -0.19803f, -0.80087f}},
{{1.02583f, -0.02643f, 0.11015f}, {-0.41461f, -0.19785f, -0.88823f}},
{{1.02030f, -0.02643f, 0.11217f}, {-0.26343f, -0.19750f, -0.94425f}},
{{1.01381f, -0.02643f, 0.11345f}, {-0.12390f, -0.19711f, -0.97252f}},
{{1.00635f, -0.02643f, 0.11389f}, {0.00118f, -0.19686f, -0.98043f}},
{{0.99877f, -0.02643f, 0.11342f}, {0.12288f, -0.19699f, -0.97267f}},
{{0.99151f, -0.02643f, 0.11203f}, {0.24699f, -0.19703f, -0.94878f}},
{{0.98450f, -0.02643f, 0.10971f}, {0.36722f, -0.19699f, -0.90904f}},
{{0.97769f, -0.02643f, 0.10643f}, {0.47797f, -0.19689f, -0.85603f}},
{{0.97102f, -0.02643f, 0.10216f}, {0.57541f, -0.19674f, -0.79385f}},
{{0.96449f, -0.02643f, 0.09683f}, {0.65774f, -0.19655f, -0.72715f}},
{{0.95832f, -0.02643f, 0.09064f}, {0.72781f, -0.19650f, -0.65702f}},
{{0.95276f, -0.02643f, 0.08384f}, {0.78907f, -0.19647f, -0.58203f}},
{{0.94781f, -0.02643f, 0.07639f}, {0.84140f, -0.19642f, -0.50345f}},
{{0.94346f, -0.02643f, 0.06827f}, {0.88422f, -0.19635f, -0.42380f}},
{{0.93972f, -0.02643f, 0.05947f}, {0.90198f, -0.20937f, -0.37762f}},
{{0.93972f, -0.02643f, 0.05947f}, {-0.92920f, 0.20760f, 0.30575f}},
{{1.05012f, -0.03890f, 0.05827f}, {-0.33683f, -0.86452f, 0.37302f}},
{{0.93389f, -0.03890f, 0.05827f}, {0.31549f, -0.92105f, 0.22831f}},
{{1.06137f, -0.04406f, 0.04581f}, {-0.00000f, -1.00000f, -0.00000f}},
{{1.05071f, -0.03890f, 0.06406f}, {-0.70019f, -0.71282f, 0.04018f}},
{{1.06317f, -0.04406f, 0.06334f}, {0.00003f, -1.00000f, 0.00000f}},
{{1.05083f, -0.03890f, 0.07358f}, {-0.69966f, -0.71393f, -0.02797f}},
{{1.05003f, -0.03890f, 0.08217f}, {-0.69060f, -0.71519f, -0.10756f}},
{{1.04835f, -0.03890f, 0.08985f}, {-0.66897f, -0.71650f, -0.19776f}},
{{1.06033f, -0.04406f, 0.09339f}, {-0.00002f, -1.00000f, 0.00000f}},
{{1.04581f, -0.03890f, 0.09662f}, {-0.63075f, -0.71765f, -0.29517f}},
{{1.05713f, -0.04406f, 0.10192f}, {-0.00000f, -1.00000f, 0.00001f}},
{{1.04244f, -0.03890f, 0.10256f}, {-0.57364f, -0.71841f, -0.39347f}},
{{1.05275f, -0.04406f, 0.10963f}, {0.00003f, -1.00000f, -0.00000f}},
{{1.03832f, -0.03890f, 0.10759f}, {-0.49620f, -0.71921f, -0.48634f}},
{{1.04726f, -0.04406f, 0.11634f}, {0.00003f, -1.00000f, 0.00001f}},
{{1.03354f, -0.03890f, 0.11166f}, {-0.40048f, -0.71940f, -0.56752f}},
{{1.04075f, -0.04406f, 0.12189f}, {-0.00001f, -1.00000f, -0.00000f}},
{{1.02802f, -0.03890f, 0.11485f}, {-0.29408f, -0.71875f, -0.63002f}},
{{1.03331f, -0.04406f, 0.12618f}, {-0.00001f, -1.00000f, -0.00000f}},
{{1.02169f, -0.03890f, 0.11716f}, {-0.18718f, -0.71748f, -0.67095f}},
{{1.02505f, -0.04406f, 0.12920f}, {-0.00001f, -1.00000f, -0.00000f}},
{{1.01447f, -0.03890f, 0.11858f}, {-0.08823f, -0.71597f, -0.69253f}},
{{1.01604f, -0.04406f, 0.13097f}, {0.00001f, -1.00000f, 0.00000f}},
{{1.00634f, -0.03890f, 0.11906f}, {0.00084f, -0.71502f, -0.69911f}},
{{1.00633f, -0.04406f, 0.13155f}, {0.00001f, -1.00000f, -0.00002f}},
{{0.99812f, -0.03890f, 0.11855f}, {0.08757f, -0.71548f, -0.69312f}},
{{0.99656f, -0.04406f, 0.13094f}, {-0.00000f, -1.00000f, 0.00001f}},
{{0.99021f, -0.03890f, 0.11703f}, {0.17597f, -0.71565f, -0.67593f}},
{{0.98706f, -0.04406f, 0.12912f}, {0.00001f, -1.00000f, 0.00001f}},
{{0.98257f, -0.03890f, 0.11450f}, {0.26166f, -0.71551f, -0.64774f}},
{{0.97789f, -0.04406f, 0.12608f}, {0.00001f, -1.00000f, 0.00000f}},
{{0.97517f, -0.03890f, 0.11095f}, {0.34078f, -0.71510f, -0.61033f}},
{{0.96908f, -0.04406f, 0.12185f}, {0.00001f, -1.00000f, 0.00001f}},
{{0.96799f, -0.03890f, 0.10634f}, {0.41061f, -0.71449f, -0.56648f}},
{{0.96066f, -0.04406f, 0.11645f}, {0.00000f, -1.00000f, -0.00000f}},
{{0.96102f, -0.03890f, 0.10066f}, {0.46985f, -0.71374f, -0.51943f}},
{{0.95265f, -0.04406f, 0.10991f}, {0.00000f, -1.00000f, -0.00003f}},
{{0.95448f, -0.03890f, 0.09411f}, {0.52006f, -0.71353f, -0.46948f}},
{{0.94522f, -0.04406f, 0.10247f}, {0.00001f, -1.00000f, -0.00003f}},
{{0.94860f, -0.03890f, 0.08690f}, {0.56392f, -0.71342f, -0.41596f}},
{{0.93856f, -0.04406f, 0.09431f}, {-0.00001f, -1.00000f, 0.00001f}},
{{0.94338f, -0.03890f, 0.07904f}, {0.60151f, -0.71319f, -0.35992f}},
{{0.93267f, -0.04406f, 0.08545f}, {-0.00001f, -1.00000f, -0.00002f}},
{{0.93880f, -0.03890f, 0.07051f}, {0.63240f, -0.71287f, -0.30311f}},
{{0.92756f, -0.04406f, 0.07590f}, {0.00002f, -1.00000f, -0.00001f}},
{{0.93488f, -0.03890f, 0.06129f}, {0.65672f, -0.71248f, -0.24716f}},
{{0.44086f, 0.04406f, -0.06299f}, {0.00000f, 1.00000f, -0.00000f}},
{{0.64159f, 0.04406f, 0.03008f}, {-0.00002f, 1.00000f, -0.00001f}},
{{-0.11823f, 0.04406f, 0.22106f}, {0.00000f, 1.00000f, 0.00001f}},
{{0.18299f, 0.04406f, 0.22106f}, {-0.00000f, 1.00000f, -0.00002f}},
{{-0.01766f, 0.04406f, -0.03503f}, {-0.00001f, 1.00000f, -0.00000f}},
{{0.17675f, 0.03890f, 0.20860f}, {0.00001f, -0.72058f, 0.69337f}},
{{-0.13473f, 0.02643f, 0.20344f}, {-0.92189f, 0.38269f, -0.06063f}},
{{-0.00194f, 0.02644f, -0.01741f}, {0.91792f, 0.38268f, 0.10480f}},
{{0.17675f, -0.03890f, 0.20860f}, {0.00000f, 0.61814f, 0.78606f}},
{{0.16824f, -0.04406f, 0.22106f}, {-0.00002f, -1.00000f, 0.00001f}},
{{0.16734f, -0.03890f, 0.20860f}, {-0.55648f, -0.36135f, 0.74816f}},
{{0.17675f, -0.03890f, 0.20860f}, {0.00003f, 0.61813f, 0.78608f}},
{{-0.13247f, -0.04406f, 0.22106f}, {-0.00001f, -1.00000f, -0.00004f}},
{{-0.12115f, -0.03890f, 0.20495f}, {-0.92143f, 0.38269f, 0.06714f}},
{{-0.00558f, -0.04406f, -0.03503f}, {-0.00002f, -1.00000f, 0.00004f}},
{{0.42827f, -0.04406f, -0.06299f}, {0.00000f, -1.00000f, -0.00004f}},
{{0.64114f, -0.04406f, 0.02708f}, {-0.00003f, -1.00000f, -0.00004f}},
{{0.65388f, -0.04406f, 0.03008f}, {-0.00002f, -1.00000f, 0.00004f}},
{{0.94103f, 0.02644f, 0.06344f}, {0.87758f, 0.38269f, -0.28879f}},
};
GLushort indexList0[] = {
0, 1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11,
12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 22, 23,
24, 25, 26, 27, 28, 29, 30, 31, 32, 33, 32, 34,
35, 36, 30, 37, 30, 33, 38, 39, 35, 40, 35, 37,
41, 42, 38, 43, 38, 40, 44, 45, 41, 46, 41, 43,
47, 48, 44, 49, 44, 46, 50, 51, 47, 52, 47, 49,
53, 54, 50, 55, 50, 52, 56, 57, 53, 58, 53, 55,
59, 60, 56, 61, 56, 58, 62, 63, 59, 64, 59, 61,
65, 66, 62, 67, 62, 64, 68, 69, 65, 70, 65, 67,
71, 72, 68, 73, 68, 70, 74, 75, 71, 76, 71, 73,
77, 78, 74, 79, 74, 76, 80, 81, 77, 82, 77, 79,
83, 84, 80, 85, 80, 82, 86, 87, 83, 88, 83, 85,
89, 20, 86, 90, 86, 88, 91, 92, 89, 93, 89, 90,
94, 95, 91, 96, 91, 93, 97, 98, 94, 99, 94, 96,
100, 101, 97, 102, 97, 99, 103, 104, 100, 105, 100, 102,
106, 107, 103, 108, 103, 105, 109, 110, 106, 111, 106, 108,
112, 113, 109, 114, 109, 111, 115, 116, 112, 117, 112, 114,
118, 119, 115, 120, 115, 117, 121, 122, 118, 123, 118, 120,
124, 125, 121, 126, 121, 123, 127, 128, 124, 129, 124, 126,
130, 131, 127, 132, 127, 129, 133, 134, 130, 135, 130, 132,
136, 137, 133, 138, 133, 135, 139, 140, 136, 141, 136, 138,
142, 143, 139, 144, 139, 141, 145, 146, 142, 147, 142, 148,
149, 150, 145, 151, 145, 147, 152, 153, 149, 154, 149, 151,
155, 156, 152, 157, 152, 154, 158, 159, 155, 160, 155, 157,
161, 162, 158, 163, 158, 160, 164, 165, 161, 166, 161, 163,
167, 168, 164, 169, 164, 166, 170, 171, 167, 172, 167, 169,
173, 174, 170, 175, 170, 172, 176, 177, 173, 178, 173, 175,
179, 180, 176, 181, 176, 178, 182, 183, 179, 184, 179, 181,
185, 186, 182, 187, 182, 184, 188, 189, 185, 190, 185, 187,
191, 192, 188, 193, 188, 190, 194, 195, 191, 196, 191, 193,
197, 198, 194, 199, 194, 196, 200, 18, 197, 201, 197, 199,
202, 19, 200, 203, 200, 201, 204, 205, 202, 206, 202, 203,
207, 208, 204, 209, 204, 206, 210, 211, 207, 212, 207, 209,
213, 214, 210, 215, 210, 212, 216, 217, 213, 218, 213, 215,
219, 220, 216, 221, 216, 218, 222, 223, 219, 224, 219, 221,
225, 226, 222, 227, 222, 224, 228, 229, 225, 230, 225, 227,
231, 232, 228, 233, 228, 230, 234, 235, 231, 236, 231, 233,
237, 238, 234, 239, 234, 236, 240, 241, 237, 242, 237, 239,
243, 244, 240, 245, 240, 242, 246, 247, 243, 248, 243, 245,
32, 249, 246, 250, 246, 248, 251, 34, 252, 253, 33, 251,
254, 37, 253, 255, 40, 254, 256, 43, 255, 257, 46, 256,
258, 49, 257, 259, 52, 258, 260, 55, 259, 261, 58, 260,
262, 61, 261, 263, 64, 262, 264, 67, 263, 265, 70, 264,
266, 73, 265, 267, 76, 266, 268, 79, 267, 269, 82, 268,
270, 85, 269, 271, 88, 270, 272, 90, 271, 273, 93, 272,
274, 96, 273, 275, 99, 274, 276, 102, 275, 277, 105, 276,
278, 108, 277, 279, 111, 278, 280, 114, 279, 281, 117, 280,
282, 120, 281, 283, 123, 282, 284, 126, 283, 285, 129, 284,
286, 132, 285, 287, 135, 286, 288, 138, 287, 289, 141, 288,
290, 148, 291, 292, 147, 290, 293, 151, 292, 294, 154, 293,
295, 157, 294, 296, 160, 295, 297, 163, 296, 298, 166, 297,
299, 169, 298, 300, 172, 299, 301, 175, 300, 302, 178, 301,
303, 181, 302, 304, 184, 303, 305, 187, 304, 306, 190, 305,
307, 193, 306, 308, 196, 307, 309, 199, 308, 310, 201, 309,
311, 203, 310, 312, 206, 311, 313, 209, 312, 314, 212, 313,
315, 215, 314, 316, 218, 315, 317, 221, 316, 318, 224, 317,
319, 227, 318, 320, 230, 319, 321, 233, 320, 322, 236, 321,
323, 239, 322, 324, 242, 323, 325, 245, 324, 326, 248, 325,
327, 252, 328, 329, 328, 330, 331, 251, 327, 332, 327, 329,
333, 253, 331, 334, 331, 332, 335, 254, 333, 336, 333, 334,
337, 255, 335, 338, 335, 336, 339, 256, 337, 340, 337, 338,
341, 257, 339, 342, 339, 340, 343, 258, 341, 344, 341, 342,
345, 259, 343, 346, 343, 344, 347, 260, 345, 348, 345, 346,
349, 261, 347, 350, 347, 348, 351, 262, 349, 352, 349, 350,
353, 263, 351, 354, 351, 352, 355, 264, 353, 356, 353, 354,
357, 265, 355, 358, 355, 356, 359, 266, 357, 360, 357, 358,
361, 267, 359, 362, 359, 360, 363, 268, 361, 364, 361, 362,
365, 269, 363, 366, 363, 364, 367, 270, 365, 368, 365, 366,
369, 271, 367, 370, 367, 368, 371, 272, 369, 372, 369, 370,
373, 273, 371, 374, 371, 372, 375, 274, 373, 376, 373, 374,
377, 275, 375, 378, 375, 376, 379, 276, 377, 380, 377, 378,
381, 277, 379, 382, 379, 380, 383, 278, 381, 384, 381, 382,
385, 279, 383, 386, 383, 384, 387, 280, 385, 388, 385, 386,
389, 281, 387, 390, 387, 388, 391, 282, 389, 392, 389, 390,
393, 283, 391, 394, 391, 392, 395, 284, 393, 396, 393, 394,
397, 285, 395, 398, 395, 396, 399, 286, 397, 400, 397, 398,
401, 287, 399, 402, 399, 400, 403, 288, 401, 404, 401, 402,
405, 291, 403, 406, 403, 404, 407, 290, 405, 408, 405, 406,
409, 292, 407, 410, 407, 408, 411, 293, 409, 412, 409, 410,
413, 294, 411, 414, 411, 412, 415, 295, 413, 416, 413, 414,
417, 296, 415, 418, 415, 416, 419, 297, 417, 420, 417, 418,
421, 298, 419, 422, 419, 420, 423, 299, 421, 424, 421, 422,
425, 300, 423, 426, 423, 424, 427, 301, 425, 428, 425, 426,
429, 302, 427, 430, 427, 428, 431, 303, 429, 432, 429, 430,
433, 304, 431, 434, 431, 432, 435, 305, 433, 436, 433, 434,
437, 306, 435, 438, 435, 436, 439, 307, 437, 440, 437, 438,
441, 308, 439, 442, 439, 440, 443, 309, 441, 444, 441, 442,
445, 310, 443, 446, 443, 444, 447, 311, 445, 448, 445, 446,
449, 312, 447, 450, 447, 448, 451, 313, 449, 452, 449, 450,
453, 314, 451, 454, 451, 452, 455, 315, 453, 456, 453, 454,
457, 316, 455, 458, 455, 456, 459, 317, 457, 460, 457, 458,
461, 318, 459, 462, 459, 460, 463, 319, 461, 464, 461, 462,
465, 320, 463, 466, 463, 464, 467, 321, 465, 468, 465, 466,
469, 322, 467, 470, 467, 468, 471, 323, 469, 472, 469, 470,
473, 324, 471, 474, 471, 472, 328, 325, 473, 330, 473, 474,
475, 476, 477, 478, 477, 479, 480, 481, 475, 482, 475, 478,
483, 484, 480, 485, 480, 482, 486, 487, 483, 488, 483, 485,
489, 490, 486, 491, 486, 488, 492, 493, 489, 494, 489, 491,
495, 496, 492, 497, 492, 494, 498, 499, 495, 500, 495, 497,
501, 502, 498, 503, 498, 500, 504, 505, 506, 507, 501, 503,
508, 509, 510, 511, 510, 512, 513, 514, 508, 515, 508, 511,
516, 517, 513, 518, 513, 515, 519, 520, 516, 521, 516, 518,
522, 523, 519, 524, 519, 521, 525, 526, 522, 527, 522, 524,
528, 28, 525, 529, 525, 527, 530, 29, 528, 531, 528, 529,
532, 533, 530, 534, 530, 531, 535, 536, 532, 537, 532, 534,
538, 539, 535, 540, 535, 537, 541, 542, 538, 543, 538, 540,
544, 545, 541, 546, 541, 543, 547, 548, 544, 549, 544, 546,
550, 551, 547, 552, 553, 554, 555, 556, 557, 558, 557, 552,
559, 560, 561, 562, 555, 558, 563, 564, 559, 565, 559, 566,
567, 568, 563, 569, 563, 565, 570, 571, 567, 572, 567, 569,
573, 574, 570, 575, 570, 572, 576, 577, 573, 578, 573, 575,
579, 580, 576, 581, 576, 578, 582, 583, 579, 584, 579, 581,
585, 586, 582, 587, 582, 584, 588, 589, 585, 590, 585, 587,
591, 592, 588, 593, 588, 590, 594, 595, 591, 596, 591, 593,
597, 598, 594, 599, 594, 596, 600, 601, 597, 602, 597, 599,
603, 604, 600, 605, 600, 602, 606, 607, 603, 608, 603, 605,
609, 610, 606, 611, 612, 613, 614, 615, 616, 617, 616, 611,
618, 619, 620, 621, 620, 622, 623, 624, 618, 625, 618, 621,
626, 627, 623, 628, 623, 625, 629, 630, 626, 631, 626, 628,
632, 633, 629, 634, 629, 631, 635, 636, 632, 637, 632, 634,
638, 27, 635, 639, 635, 637, 477, 640, 638, 479, 638, 639,
641, 479, 642, 643, 478, 641, 644, 482, 643, 645, 485, 644,
646, 488, 645, 647, 491, 646, 648, 494, 647, 649, 497, 648,
650, 500, 649, 651, 503, 650, 652, 512, 653, 654, 511, 652,
655, 515, 654, 656, 518, 655, 657, 521, 656, 658, 524, 657,
659, 527, 658, 660, 529, 659, 661, 531, 660, 662, 534, 661,
663, 537, 662, 664, 540, 663, 665, 543, 664, 666, 546, 665,
667, 554, 668, 669, 552, 667, 670, 558, 669, 671, 566, 672,
673, 565, 671, 674, 569, 673, 675, 572, 674, 676, 575, 675,
677, 578, 676, 678, 581, 677, 679, 584, 678, 680, 587, 679,
681, 590, 680, 682, 593, 681, 683, 596, 682, 684, 599, 683,
685, 602, 684, 686, 605, 685, 687, 613, 688, 689, 611, 687,
690, 622, 691, 692, 621, 690, 693, 625, 692, 694, 628, 693,
695, 631, 694, 696, 634, 695, 697, 637, 696, 642, 639, 697,
698, 642, 699, 700, 699, 701, 702, 641, 698, 703, 698, 700,
704, 643, 702, 705, 702, 703, 706, 644, 704, 707, 704, 705,
708, 645, 706, 709, 706, 707, 710, 646, 708, 711, 708, 709,
712, 647, 710, 713, 710, 711, 714, 648, 712, 715, 712, 713,
716, 649, 714, 717, 714, 715, 718, 650, 716, 719, 716, 717,
720, 653, 721, 722, 721, 719, 723, 652, 720, 724, 720, 722,
725, 654, 723, 726, 723, 724, 727, 655, 725, 728, 725, 726,
729, 656, 727, 730, 727, 728, 731, 657, 729, 732, 729, 730,
733, 658, 731, 734, 731, 732, 735, 659, 733, 736, 733, 734,
737, 660, 735, 738, 735, 736, 739, 661, 737, 740, 737, 738,
741, 662, 739, 742, 739, 740, 743, 663, 741, 744, 741, 742,
745, 664, 743, 746, 743, 744, 747, 665, 745, 748, 745, 746,
749, 666, 747, 750, 747, 748, 751, 667, 752, 753, 749, 750,
754, 755, 756, 757, 756, 753, 758, 672, 754, 759, 754, 757,
760, 671, 758, 761, 758, 759, 762, 673, 760, 763, 760, 761,
764, 674, 762, 765, 762, 763, 766, 675, 764, 767, 764, 765,
768, 676, 766, 769, 766, 767, 770, 677, 768, 771, 768, 769,
772, 678, 770, 773, 770, 771, 774, 679, 772, 775, 772, 773,
776, 680, 774, 777, 774, 775, 778, 681, 776, 779, 776, 777,
780, 682, 778, 781, 778, 779, 782, 683, 780, 783, 780, 781,
784, 684, 782, 785, 782, 783, 786, 685, 784, 787, 784, 785,
788, 686, 786, 789, 786, 787, 790, 687, 791, 792, 788, 789,
793, 691, 794, 795, 794, 792, 796, 690, 793, 797, 793, 795,
798, 692, 796, 799, 796, 797, 800, 693, 798, 801, 798, 799,
802, 694, 800, 803, 800, 801, 804, 695, 802, 805, 802, 803,
806, 696, 804, 807, 804, 805, 699, 697, 806, 701, 806, 807,
808, 809, 810, 811, 810, 812, 813, 814, 808, 815, 808, 811,
816, 817, 813, 818, 813, 815, 819, 820, 821, 822, 821, 818,
823, 22, 824, 825, 824, 826, 827, 828, 823, 829, 823, 825,
830, 831, 827, 832, 827, 829, 833, 834, 830, 835, 830, 832,
836, 837, 833, 838, 833, 835, 839, 840, 836, 841, 836, 838,
842, 843, 839, 844, 839, 841, 845, 846, 842, 847, 842, 844,
848, 849, 845, 850, 845, 847, 851, 852, 848, 853, 848, 850,
854, 855, 851, 856, 851, 853, 857, 858, 854, 859, 854, 856,
860, 861, 857, 862, 857, 859, 863, 864, 860, 865, 860, 862,
866, 867, 863, 868, 863, 865, 869, 870, 866, 871, 866, 868,
872, 873, 869, 874, 869, 871, 875, 876, 872, 877, 872, 874,
878, 879, 875, 880, 875, 877, 881, 882, 878, 883, 878, 880,
884, 6, 881, 885, 881, 883, 886, 7, 884, 887, 884, 885,
888, 889, 886, 890, 886, 887, 891, 892, 888, 893, 888, 890,
894, 895, 891, 896, 891, 893, 897, 898, 894, 899, 894, 896,
900, 901, 897, 902, 897, 899, 903, 904, 900, 905, 900, 902,
906, 907, 903, 908, 903, 905, 909, 910, 906, 911, 906, 908,
912, 913, 909, 914, 909, 911, 915, 916, 912, 917, 912, 914,
918, 919, 915, 920, 915, 917, 921, 922, 918, 923, 918, 920,
924, 925, 921, 926, 921, 923, 927, 928, 924, 929, 924, 926,
930, 931, 927, 932, 927, 929, 933, 934, 930, 935, 930, 936,
937, 938, 933, 939, 933, 935, 940, 941, 937, 942, 937, 939,
943, 944, 940, 945, 940, 942, 946, 947, 943, 948, 943, 945,
949, 950, 946, 951, 946, 948, 952, 953, 949, 954, 949, 951,
955, 956, 952, 957, 952, 954, 958, 959, 955, 960, 955, 957,
961, 962, 958, 963, 958, 960, 964, 965, 961, 966, 961, 963,
967, 968, 964, 969, 964, 966, 810, 970, 967, 812, 967, 969,
971, 812, 972, 973, 811, 971, 974, 815, 973, 975, 818, 974,
976, 826, 977, 978, 825, 976, 979, 829, 978, 980, 832, 979,
981, 835, 980, 982, 838, 981, 983, 841, 982, 984, 844, 983,
985, 847, 984, 986, 850, 985, 987, 853, 986, 988, 856, 987,
989, 859, 988, 990, 862, 989, 991, 865, 990, 992, 868, 991,
993, 871, 992, 994, 874, 993, 995, 877, 994, 996, 880, 995,
997, 883, 996, 998, 885, 997, 999, 887, 998, 1000, 890, 999,
1001, 893, 1000, 1002, 896, 1001, 1003, 899, 1002, 1004, 902, 1003,
1005, 905, 1004, 1006, 908, 1005, 1007, 911, 1006, 1008, 914, 1007,
1009, 917, 1008, 1010, 920, 1009, 1011, 923, 1010, 1012, 926, 1011,
1013, 929, 1012, 1014, 936, 1015, 1016, 935, 1014, 1017, 939, 1016,
1018, 942, 1017, 1019, 945, 1018, 1020, 948, 1019, 1021, 951, 1020,
1022, 954, 1021, 1023, 957, 1022, 1024, 960, 1023, 1025, 963, 1024,
1026, 966, 1025, 972, 969, 1026, 1027, 972, 1028, 1029, 1028, 1030,
1031, 971, 1027, 1032, 1027, 1029, 1033, 973, 1031, 1034, 1031, 1032,
1035, 974, 1036, 1037, 1033, 1034, 1038, 977, 1039, 1040, 1039, 1037,
1041, 976, 1038, 1042, 1038, 1040, 1043, 978, 1041, 1044, 1041, 1042,
1045, 979, 1043, 1046, 1043, 1044, 1047, 980, 1045, 1048, 1045, 1046,
1049, 981, 1047, 1050, 1047, 1048, 1051, 982, 1049, 1052, 1049, 1050,
1053, 983, 1051, 1054, 1051, 1052, 1055, 984, 1053, 1056, 1053, 1054,
1057, 985, 1055, 1058, 1055, 1056, 1059, 986, 1057, 1060, 1057, 1058,
1061, 987, 1059, 1062, 1059, 1060, 1063, 988, 1061, 1064, 1061, 1062,
1065, 989, 1063, 1066, 1063, 1064, 1067, 990, 1065, 1068, 1065, 1066,
1069, 991, 1067, 1070, 1067, 1068, 1071, 992, 1069, 1072, 1069, 1070,
1073, 993, 1071, 1074, 1071, 1072, 1075, 994, 1073, 1076, 1073, 1074,
1077, 995, 1075, 1078, 1075, 1076, 1079, 996, 1077, 1080, 1077, 1078,
1081, 997, 1079, 1082, 1079, 1080, 1083, 998, 1081, 1084, 1081, 1082,
1085, 999, 1083, 1086, 1083, 1084, 1087, 1000, 1085, 1088, 1085, 1086,
1089, 1001, 1087, 1090, 1087, 1088, 1091, 1002, 1089, 1092, 1089, 1090,
1093, 1003, 1091, 1094, 1091, 1092, 1095, 1004, 1093, 1096, 1093, 1094,
1097, 1005, 1095, 1098, 1095, 1096, 1099, 1006, 1097, 1100, 1097, 1098,
1101, 1007, 1099, 1102, 1099, 1100, 1103, 1008, 1101, 1104, 1101, 1102,
1105, 1009, 1103, 1106, 1103, 1104, 1107, 1010, 1105, 1108, 1105, 1106,
1109, 1011, 1107, 1110, 1107, 1108, 1111, 1012, 1109, 1112, 1109, 1110,
1113, 1015, 1111, 1114, 1111, 1112, 1115, 1014, 1113, 1116, 1113, 1114,
1117, 1016, 1115, 1118, 1115, 1116, 1119, 1017, 1117, 1120, 1117, 1118,
1121, 1018, 1119, 1122, 1119, 1120, 1123, 1019, 1121, 1124, 1121, 1122,
1125, 1020, 1123, 1126, 1123, 1124, 1127, 1021, 1125, 1128, 1125, 1126,
1129, 1022, 1127, 1130, 1127, 1128, 1131, 1023, 1129, 1132, 1129, 1130,
1133, 1024, 1131, 1134, 1131, 1132, 1135, 1025, 1133, 1136, 1133, 1134,
1028, 1026, 1135, 1030, 1135, 1136, 1137, 1138, 1139, 1140, 1139, 1141,
1142, 1143, 1137, 1144, 1137, 1145, 1146, 1147, 1142, 1148, 1142, 1144,
1149, 1150, 1146, 1151, 1146, 1148, 1152, 1153, 1149, 1154, 1149, 1151,
1155, 1156, 1152, 1157, 1152, 1154, 1158, 1159, 1155, 1160, 1155, 1157,
1161, 1162, 1158, 1163, 1158, 1160, 1164, 1165, 1161, 1166, 1161, 1163,
1167, 1168, 1164, 1169, 1164, 1166, 1170, 1171, 1167, 1172, 1167, 1169,
1173, 8, 1170, 1174, 1170, 1172, 1175, 1176, 1173, 1177, 1173, 1174,
1178, 1179, 1175, 1180, 1175, 1177, 1181, 1182, 1178, 1183, 1178, 1180,
1184, 1185, 1181, 1186, 1181, 1183, 1187, 1188, 1184, 1189, 1184, 1186,
1190, 1191, 1187, 1192, 1187, 1189, 1193, 1194, 1190, 1195, 1190, 1192,
1196, 1197, 1193, 1198, 1193, 1195, 1199, 1200, 1196, 1201, 1196, 1198,
1202, 1203, 1199, 1204, 1199, 1201, 1205, 1206, 1202, 1207, 1202, 1204,
1208, 1209, 1205, 1210, 1205, 1207, 1211, 1212, 1208, 1213, 1208, 1210,
1214, 1215, 1211, 1216, 1211, 1213, 1217, 1218, 1214, 1219, 1214, 1216,
1220, 1221, 1217, 1222, 1217, 1219, 1223, 1224, 1220, 1225, 1220, 1222,
1226, 1227, 1223, 1228, 1223, 1225, 1229, 1230, 1226, 1231, 1226, 1228,
1232, 1233, 1229, 1234, 1229, 1231, 1235, 23, 1232, 1236, 1232, 1234,
1237, 21, 1235, 1238, 1235, 1236, 1239, 1240, 1237, 1241, 1237, 1238,
1242, 1243, 1239, 1244, 1239, 1241, 1245, 1246, 1242, 1247, 1242, 1244,
1139, 1248, 1245, 1141, 1245, 1247, 1249, 1141, 1250, 1251, 1145, 1252,
1253, 1144, 1251, 1254, 1148, 1253, 1255, 1151, 1254, 1256, 1154, 1255,
1257, 1157, 1256, 1258, 1160, 1257, 1259, 1163, 1258, 1260, 1166, 1259,
1261, 1169, 1260, 1262, 1172, 1261, 1263, 1174, 1262, 1264, 1177, 1263,
1265, 1180, 1264, 1266, 1183, 1265, 1267, 1186, 1266, 1268, 1189, 1267,
1269, 1192, 1268, 1270, 1195, 1269, 1271, 1198, 1270, 1272, 1201, 1271,
1273, 1204, 1272, 1274, 1207, 1273, 1275, 1210, 1274, 1276, 1213, 1275,
1277, 1216, 1276, 1278, 1219, 1277, 1279, 1222, 1278, 1280, 1225, 1279,
1281, 1228, 1280, 1282, 1231, 1281, 1283, 1234, 1282, 1284, 1236, 1283,
1285, 1238, 1284, 1286, 1241, 1285, 1287, 1244, 1286, 1250, 1247, 1287,
1288, 1250, 1289, 1290, 1289, 1291, 1292, 1252, 1288, 1293, 1288, 1290,
1294, 1251, 1292, 1295, 1292, 1293, 1296, 1253, 1294, 1297, 1294, 1295,
1298, 1254, 1296, 1299, 1296, 1297, 1300, 1255, 1298, 1301, 1298, 1299,
1302, 1256, 1300, 1303, 1300, 1301, 1304, 1257, 1302, 1305, 1302, 1303,
1306, 1258, 1304, 1307, 1304, 1305, 1308, 1259, 1306, 1309, 1306, 1307,
1310, 1260, 1308, 1311, 1308, 1309, 1312, 1261, 1310, 1313, 1310, 1311,
1314, 1262, 1312, 1315, 1312, 1313, 1316, 1263, 1314, 1317, 1314, 1315,
1318, 1264, 1316, 1319, 1316, 1317, 1320, 1265, 1318, 1321, 1318, 1319,
1322, 1266, 1320, 1323, 1320, 1321, 1324, 1267, 1322, 1325, 1322, 1323,
1326, 1268, 1324, 1327, 1324, 1325, 1328, 1269, 1326, 1329, 1326, 1327,
1330, 1270, 1328, 1331, 1328, 1329, 1332, 1271, 1330, 1333, 1330, 1331,
1334, 1272, 1332, 1335, 1332, 1333, 1336, 1273, 1334, 1337, 1334, 1335,
1338, 1274, 1336, 1339, 1336, 1337, 1340, 1275, 1338, 1341, 1338, 1339,
1342, 1276, 1340, 1343, 1340, 1341, 1344, 1277, 1342, 1345, 1342, 1343,
1346, 1278, 1344, 1347, 1344, 1345, 1348, 1279, 1346, 1349, 1346, 1347,
1350, 1280, 1348, 1351, 1348, 1349, 1352, 1281, 1350, 1353, 1350, 1351,
1354, 1282, 1352, 1355, 1352, 1353, 1356, 1283, 1354, 1357, 1354, 1355,
1358, 1284, 1356, 1359, 1356, 1357, 1360, 1285, 1358, 1361, 1358, 1359,
1362, 1286, 1360, 1363, 1360, 1361, 1289, 1287, 1362, 1291, 1362, 1363,
1364, 24, 1365, 1366, 1365, 1367, 1368, 1369, 1364, 1370, 1364, 1371,
1372, 25, 1368, 1373, 1368, 1370, 1374, 1375, 1376, 1377, 1376, 1378,
1379, 1380, 1381, 1382, 1381, 1383, 1384, 1385, 1379, 1386, 1379, 1382,
1387, 1388, 1384, 1389, 1384, 1386, 1390, 1391, 1387, 1392, 1387, 1389,
1393, 1394, 1390, 1395, 1390, 1392, 1396, 1397, 1398, 1399, 1398, 1395,
1400, 1401, 1402, 1403, 1402, 1404, 1405, 1406, 1400, 1407, 1400, 1403,
1365, 1408, 1405, 1367, 1405, 1409, 1410, 1367, 1411, 1412, 1371, 1413,
1414, 1370, 1412, 1415, 1378, 1416, 1417, 1383, 1418, 1419, 1382, 1417,
1420, 1386, 1419, 1421, 1389, 1420, 1422, 1392, 1421, 1423, 1395, 1422,
1424, 1404, 1425, 1426, 1403, 1424, 1411, 1409, 1427, 1428, 1411, 1429,
1430, 1429, 1, 1431, 1413, 1428, 1432, 1428, 1430, 1433, 1412, 1431,
0, 1431, 1432, 1434, 1416, 1435, 1436, 1433, 0, 1437, 1418, 1438,
1439, 1438, 1436, 1440, 1417, 1437, 1441, 1437, 1439, 1442, 1419, 1440,
1443, 1440, 1441, 1444, 1420, 1442, 1445, 1442, 1443, 1446, 1421, 1444,
1447, 1444, 1445, 1448, 1422, 1449, 2, 1446, 1447, 1450, 1425, 1451,
1452, 1451, 2, 1453, 1424, 1450, 1454, 1450, 1452, 1429, 1427, 1453,
1, 1453, 1454, 1455, 1456, 1457, 1458, 1457, 1459, 1460, 1461, 1455,
1462, 1455, 1458, 1463, 1464, 1460, 1465, 1460, 1462, 1466, 1467, 1463,
1468, 1463, 1465, 1469, 1470, 1466, 1471, 1466, 1468, 1472, 1473, 1469,
1474, 1469, 1471, 1475, 1476, 1472, 1477, 1472, 1474, 1478, 1479, 1475,
1480, 1475, 1477, 1481, 1482, 1478, 1483, 1478, 1480, 1484, 1485, 1481,
1486, 1481, 1483, 1487, 1488, 1484, 1489, 1484, 1486, 1490, 1491, 1487,
1492, 1487, 1489, 1493, 1494, 1490, 1495, 1490, 1492, 1496, 1497, 1493,
1498, 1493, 1495, 1499, 1500, 1496, 1501, 1496, 1498, 1502, 1503, 1499,
1504, 1499, 1501, 1505, 1506, 1502, 1507, 1502, 1504, 1508, 1509, 1505,
1510, 1505, 1507, 1511, 1512, 1508, 1513, 1508, 1510, 1514, 1515, 1511,
1516, 1511, 1513, 1517, 1518, 1514, 1519, 1514, 1520, 1521, 1522, 1517,
1523, 1517, 1519, 1524, 1525, 1521, 1526, 1521, 1523, 1527, 1528, 1524,
1529, 1524, 1526, 1530, 1531, 1527, 1532, 1527, 1529, 1533, 1534, 1530,
1535, 1530, 1532, 1536, 1537, 1533, 1538, 1533, 1535, 1539, 1540, 1536,
1541, 1536, 1538, 1542, 1543, 1539, 1544, 1539, 1541, 1545, 1546, 1542,
1547, 1542, 1544, 1548, 1549, 1545, 1550, 1545, 1547, 1551, 1552, 1548,
1553, 1548, 1550, 1554, 1555, 1551, 1556, 1551, 1553, 1557, 1558, 1554,
1559, 1554, 1556, 1560, 1561, 1557, 1562, 1557, 1559, 1563, 1564, 1560,
1565, 1560, 1562, 1566, 1567, 1563, 1568, 1563, 1565, 1569, 1570, 1566,
1571, 1566, 1568, 1572, 1573, 1569, 1574, 1569, 1571, 1575, 1576, 1572,
1577, 1572, 1574, 1578, 13, 1575, 1579, 1575, 1577, 1580, 14, 1578,
1581, 1578, 1579, 1582, 1583, 1580, 1584, 1580, 1581, 1585, 1586, 1582,
1587, 1582, 1584, 1588, 1589, 1585, 1590, 1585, 1587, 1591, 1592, 1588,
1593, 1588, 1590, 1594, 1595, 1591, 1596, 1591, 1593, 1597, 1598, 1594,
1599, 1594, 1596, 1600, 1601, 1597, 1602, 1597, 1599, 1603, 1604, 1600,
1605, 1600, 1602, 1606, 1607, 1603, 1608, 1603, 1605, 1609, 1610, 1606,
1611, 1606, 1608, 1612, 1613, 1609, 1614, 1609, 1611, 1615, 1616, 1612,
1617, 1612, 1614, 1618, 1619, 1615, 1620, 1615, 1617, 1621, 1622, 1618,
1623, 1618, 1620, 1624, 1625, 1621, 1626, 1621, 1623, 1627, 1628, 1624,
1629, 1624, 1626, 1630, 1631, 1627, 1632, 1627, 1629, 1633, 1634, 1630,
1635, 1630, 1632, 1636, 16, 1633, 1637, 1633, 1635, 1638, 17, 1636,
1639, 1636, 1637, 1457, 1640, 1638, 1459, 1638, 1639, 1641, 1459, 1642,
1643, 1458, 1641, 1644, 1462, 1643, 1645, 1465, 1644, 1646, 1468, 1645,
1647, 1471, 1646, 1648, 1474, 1647, 1649, 1477, 1648, 1650, 1480, 1649,
1651, 1483, 1650, 1652, 1486, 1651, 1653, 1489, 1652, 1654, 1492, 1653,
1655, 1495, 1654, 1656, 1498, 1655, 1657, 1501, 1656, 1658, 1504, 1657,
1659, 1507, 1658, 1660, 1510, 1659, 1661, 1513, 1660, 1662, 1520, 1663,
1664, 1519, 1662, 1665, 1523, 1664, 1666, 1526, 1665, 1667, 1529, 1666,
1668, 1532, 1667, 1669, 1535, 1668, 1670, 1538, 1669, 1671, 1541, 1670,
1672, 1544, 1671, 1673, 1547, 1672, 1674, 1550, 1673, 1675, 1553, 1674,
1676, 1556, 1675, 1677, 1559, 1676, 1678, 1562, 1677, 1679, 1565, 1678,
1680, 1568, 1679, 1681, 1571, 1680, 1682, 1574, 1681, 1683, 1577, 1682,
1684, 1579, 1683, 1685, 1581, 1684, 1686, 1584, 1685, 1687, 1587, 1686,
1688, 1590, 1687, 1689, 1593, 1688, 1690, 1596, 1689, 1691, 1599, 1690,
1692, 1602, 1691, 1693, 1605, 1692, 1694, 1608, 1693, 1695, 1611, 1694,
1696, 1614, 1695, 1697, 1617, 1696, 1698, 1620, 1697, 1699, 1623, 1698,
1700, 1626, 1699, 1701, 1629, 1700, 1702, 1632, 1701, 1703, 1635, 1702,
1704, 1637, 1703, 1642, 1639, 1704, 1705, 1642, 1706, 1707, 1706, 1708,
1709, 1641, 1705, 1710, 1705, 1707, 1711, 1643, 1709, 1712, 1709, 1710,
1713, 1644, 1711, 1714, 1711, 1712, 1715, 1645, 1713, 1716, 1713, 1714,
1717, 1646, 1715, 1718, 1715, 1716, 1719, 1647, 1717, 1720, 1717, 1718,
1721, 1648, 1719, 1722, 1719, 1720, 1723, 1649, 1721, 1724, 1721, 1722,
1725, 1650, 1723, 1726, 1723, 1724, 1727, 1651, 1725, 1728, 1725, 1726,
1729, 1652, 1727, 1730, 1727, 1728, 1731, 1653, 1729, 1732, 1729, 1730,
1733, 1654, 1731, 1734, 1731, 1732, 1735, 1655, 1733, 1736, 1733, 1734,
1737, 1656, 1735, 1738, 1735, 1736, 1739, 1657, 1737, 1740, 1737, 1738,
1741, 1658, 1739, 1742, 1739, 1740, 1743, 1659, 1741, 1744, 1741, 1742,
1745, 1660, 1743, 1746, 1743, 1744, 1747, 1663, 1745, 1748, 1745, 1746,
1749, 1662, 1747, 1750, 1747, 1748, 1751, 1664, 1749, 1752, 1749, 1750,
1753, 1665, 1751, 1754, 1751, 1752, 1755, 1666, 1753, 1756, 1753, 1754,
1757, 1667, 1755, 1758, 1755, 1756, 1759, 1668, 1757, 1760, 1757, 1758,
1761, 1669, 1759, 1762, 1759, 1760, 1763, 1670, 1761, 1764, 1761, 1762,
1765, 1671, 1763, 1766, 1763, 1764, 1767, 1672, 1765, 1768, 1765, 1766,
1769, 1673, 1767, 1770, 1767, 1768, 1771, 1674, 1769, 1772, 1769, 1770,
1773, 1675, 1771, 1774, 1771, 1772, 1775, 1676, 1773, 1776, 1773, 1774,
1777, 1677, 1775, 1778, 1775, 1776, 1779, 1678, 1777, 1780, 1777, 1778,
1781, 1679, 1779, 1782, 1779, 1780, 1783, 1680, 1781, 1784, 1781, 1782,
1785, 1681, 1783, 4, 1783, 1784, 1786, 1682, 1785, 1787, 1785, 4,
1788, 1683, 1786, 1789, 1786, 1787, 1790, 1684, 1788, 1791, 1788, 1789,
1792, 1685, 1790, 1793, 1790, 1791, 1794, 1686, 1792, 1795, 1792, 1793,
1796, 1687, 1794, 1797, 1794, 1795, 1798, 1688, 1796, 1799, 1796, 1797,
1800, 1689, 1798, 1801, 1798, 1799, 1802, 1690, 1800, 1803, 1800, 1801,
1804, 1691, 1802, 1805, 1802, 1803, 1806, 1692, 1804, 1807, 1804, 1805,
1808, 1693, 1806, 1809, 1806, 1807, 1810, 1694, 1808, 1811, 1808, 1809,
1812, 1695, 1810, 1813, 1810, 1811, 1814, 1696, 1812, 1815, 1812, 1813,
1816, 1697, 1814, 1817, 1814, 1815, 1818, 1698, 1816, 1819, 1816, 1817,
1820, 1699, 1818, 1821, 1818, 1819, 1822, 1700, 1820, 1823, 1820, 1821,
1824, 1701, 1822, 11, 1822, 1823, 1825, 1702, 1824, 1826, 1824, 11,
1827, 1703, 1825, 1828, 1825, 1826, 1706, 1704, 1827, 1708, 1827, 1828,
1829, 1830, 1831, 1832, 1831, 1833, 1834, 1835, 1829, 1836, 1829, 1832,
1837, 1838, 1834, 1839, 1834, 1836, 1840, 15, 1837, 1841, 1837, 1839,
1842, 1843, 1840, 1844, 1840, 1841, 1845, 1846, 1842, 1847, 1842, 1844,
1848, 1849, 1845, 1850, 1845, 1847, 1851, 1852, 1848, 1853, 1848, 1850,
1854, 1855, 1851, 1856, 1851, 1853, 1857, 1858, 1854, 1859, 1854, 1856,
1860, 1861, 1857, 1862, 1857, 1859, 1863, 1864, 1860, 1865, 1860, 1862,
1866, 1867, 1863, 1868, 1863, 1865, 1869, 1870, 1866, 1871, 1866, 1868,
1872, 1873, 1869, 1874, 1869, 1871, 1875, 1876, 1872, 1877, 1872, 1874,
1878, 1879, 1875, 1880, 1875, 1877, 1881, 1882, 1878, 1883, 1878, 1880,
1884, 1885, 1881, 1886, 1881, 1883, 1887, 1888, 1884, 1889, 1884, 1886,
1890, 1891, 1887, 1892, 1887, 1889, 1893, 1894, 1890, 1895, 1890, 1892,
1896, 1897, 1893, 1898, 1893, 1895, 1899, 1900, 1896, 1901, 1896, 1898,
1831, 12, 1899, 1833, 1902, 1903, 1904, 1833, 1905, 1906, 1832, 1904,
1907, 1836, 1906, 1908, 1839, 1907, 1909, 1841, 1908, 1910, 1844, 1909,
1911, 1847, 1910, 1912, 1850, 1911, 1913, 1853, 1912, 1914, 1856, 1913,
1915, 1859, 1914, 1916, 1862, 1915, 1917, 1865, 1916, 1918, 1868, 1917,
1919, 1871, 1918, 1920, 1874, 1919, 1921, 1877, 1920, 1922, 1880, 1921,
1923, 1883, 1922, 1924, 1886, 1923, 1925, 1889, 1924, 1926, 1892, 1925,
1927, 1895, 1926, 1928, 1898, 1927, 1905, 1903, 1929, 1930, 1905, 1931,
1932, 1931, 5, 1933, 1904, 1930, 1934, 1930, 1932, 1935, 1906, 1933,
10, 1933, 1934, 1936, 1907, 1935, 9, 1935, 10, 1937, 1908, 1936,
1938, 1936, 9, 1939, 1909, 1937, 1940, 1937, 1938, 1941, 1910, 1939,
1942, 1939, 1940, 1943, 1911, 1941, 1944, 1941, 1942, 1945, 1912, 1943,
1946, 1943, 1944, 1947, 1913, 1945, 1948, 1945, 1946, 1949, 1914, 1947,
1950, 1947, 1948, 1951, 1915, 1949, 1952, 1949, 1950, 1953, 1916, 1951,
1954, 1951, 1952, 1955, 1917, 1953, 1956, 1953, 1954, 1957, 1918, 1955,
1958, 1955, 1956, 1959, 1919, 1957, 1960, 1957, 1958, 1961, 1920, 1959,
1962, 1959, 1960, 1963, 1921, 1961, 1964, 1961, 1962, 1965, 1922, 1963,
1966, 1963, 1964, 1967, 1923, 1965, 1968, 1965, 1966, 1969, 1924, 1967,
1970, 1967, 1968, 1971, 1925, 1969, 1972, 1969, 1970, 1973, 1926, 1971,
1974, 1971, 1972, 1975, 1927, 1973, 3, 1973, 1974, 1931, 1928, 1975,
5, 1975, 3, 442, 440, 366, 734, 792, 789, 1319, 1317, 1076,
1355, 1037, 1034, 1447, 1445, 1443, 1443, 1441, 1447, 1441, 1439, 1436,
1447, 1441, 1436, 0, 1432, 1, 1447, 1436, 0, 1454, 1452, 1,
2, 1447, 0, 1432, 1430, 1, 1, 1452, 2, 3, 1787, 4,
950, 916, 919, 956, 959, 913, 962, 965, 907, 968, 970, 904,
809, 814, 1138, 1976, 21, 1240, 814, 817, 1976, 965, 968, 907,
953, 916, 950, 944, 947, 922, 938, 941, 928, 931, 934, 938,
928, 931, 938, 941, 944, 925, 970, 809, 901, 1976, 1240, 1243,
1976, 1243, 1246, 947, 919, 922, 925, 928, 941, 922, 925, 944,
1976, 1246, 814, 1246, 1248, 814, 947, 950, 919, 953, 956, 916,
814, 1248, 1138, 809, 1138, 1143, 916, 956, 913, 913, 959, 910,
1233, 23, 22, 22, 828, 1233, 831, 834, 1224, 837, 840, 1215,
843, 846, 1209, 849, 1203, 1206, 855, 858, 1200, 861, 864, 1197,
867, 870, 1194, 873, 876, 1191, 879, 882, 1185, 6, 1176, 1179,
889, 892, 1162, 892, 895, 1156, 882, 1179, 1182, 870, 873, 1191,
858, 861, 1197, 846, 1206, 1209, 834, 837, 1221, 1233, 828, 1230,
1230, 828, 1227, 840, 843, 1212, 864, 867, 1194, 910, 959, 962,
1227, 828, 831, 876, 879, 1188, 1224, 1227, 831, 1221, 1224, 834,
907, 910, 962, 1218, 1221, 837, 904, 907, 968, 1215, 1218, 837,
901, 904, 970, 1212, 1215, 840, 898, 901, 809, 1209, 1212, 843,
898, 809, 1143, 898, 1143, 1147, 846, 849, 1206, 849, 852, 1203,
895, 898, 1147, 895, 1147, 1150, 1203, 852, 1200, 1200, 852, 855,
895, 1150, 1153, 895, 1153, 1156, 1197, 1200, 858, 1194, 1197, 864,
892, 1156, 1159, 892, 1159, 1162, 1191, 1194, 870, 1188, 1191, 876,
889, 1162, 1165, 889, 1165, 1168, 1185, 1188, 879, 1182, 1185, 882,
889, 1168, 1171, 889, 1171, 7, 882, 6, 1179, 6, 8, 1176,
1171, 8, 7, 1811, 1948, 1946, 1807, 1954, 1952, 1803, 1801, 1960,
1799, 1964, 1962, 1795, 1970, 1968, 1791, 3, 1974, 1787, 3, 1789,
3, 1791, 1789, 1795, 1968, 1797, 1801, 1799, 1962, 1809, 1948, 1811,
1815, 1813, 1946, 1819, 1817, 1942, 1823, 1821, 1938, 1826, 11, 10,
1708, 1828, 1932, 1710, 1707, 1932, 1828, 1826, 1934, 1821, 1819, 1940,
1813, 1811, 1946, 1797, 1964, 1799, 1974, 1972, 1791, 1972, 1793, 1791,
1817, 1815, 1944, 1748, 1746, 1744, 1752, 1750, 1740, 1756, 1754, 1736,
1760, 1732, 1730, 1764, 1762, 1728, 1768, 1766, 1724, 1772, 1770, 1720,
1776, 1718, 1716, 1780, 1778, 1714, 1784, 1782, 1710, 5, 4, 1710,
1932, 5, 1710, 1782, 1712, 1710, 1774, 1718, 1776, 1766, 1764, 1726,
1758, 1732, 1760, 1750, 1748, 1742, 1748, 1744, 1742, 1762, 1730, 1728,
1780, 1712, 1782, 1750, 1742, 1740, 1752, 1740, 1738, 1970, 1793, 1972,
1752, 1738, 1754, 1795, 1793, 1970, 1738, 1736, 1754, 1966, 1797, 1968,
1736, 1734, 1756, 1966, 1964, 1797, 1734, 1758, 1756, 1801, 1962, 1960,
1732, 1758, 1734, 1803, 1960, 1958, 1760, 1730, 1762, 1803, 1958, 1956,
1764, 1728, 1726, 1803, 1956, 1805, 1766, 1726, 1724, 1956, 1954, 1805,
1768, 1724, 1722, 1954, 1807, 1805, 1768, 1722, 1770, 1952, 1809, 1807,
1722, 1720, 1770, 1950, 1809, 1952, 1720, 1774, 1772, 1950, 1948, 1809,
1718, 1774, 1720, 1815, 1946, 1944, 1716, 1778, 1776, 1817, 1944, 1942,
1714, 1778, 1716, 1819, 1942, 1940, 1714, 1712, 1780, 4, 1784, 1710,
11, 1823, 9, 1821, 1940, 1938, 1932, 1707, 1708, 1934, 1932, 1828,
1823, 1938, 9, 10, 1934, 1826, 12, 1830, 13, 1604, 1873, 1876,
1610, 1613, 1867, 1616, 1619, 1858, 1622, 1625, 1855, 1628, 1849, 1852,
1634, 1843, 1846, 17, 1838, 15, 1456, 1461, 1835, 1846, 1849, 1631,
1625, 1852, 1855, 1613, 1616, 1861, 1601, 1879, 1882, 1595, 1598, 1885,
1589, 1592, 1894, 1583, 1586, 12, 12, 14, 1583, 1900, 12, 1586,
1586, 1589, 1897, 1598, 1601, 1882, 1619, 1622, 1858, 1515, 1518, 1522,
1522, 1525, 1512, 1528, 1531, 1506, 1534, 1537, 1500, 1540, 1543, 1494,
1546, 1549, 1488, 1552, 1555, 1482, 1558, 1561, 1479, 1564, 1567, 1473,
1570, 1573, 1467, 1576, 13, 1464, 13, 1830, 1464, 1567, 1570, 1470,
1555, 1558, 1479, 1543, 1546, 1491, 1531, 1534, 1503, 1515, 1522, 1512,
1512, 1525, 1509, 1537, 1540, 1497, 1561, 1564, 1476, 1509, 1525, 1528,
1506, 1509, 1528, 1897, 1900, 1586, 1592, 1595, 1891, 1503, 1506, 1531,
1894, 1897, 1589, 1500, 1503, 1534, 1891, 1894, 1592, 1497, 1500, 1537,
1888, 1891, 1595, 1494, 1497, 1540, 1885, 1888, 1595, 1491, 1494, 1543,
1882, 1885, 1598, 1491, 1546, 1488, 1601, 1604, 1879, 1488, 1549, 1485,
1879, 1604, 1876, 1485, 1549, 1552, 1604, 1607, 1873, 1482, 1485, 1552,
1873, 1607, 1870, 1479, 1482, 1555, 1870, 1607, 1610, 1476, 1479, 1561,
1867, 1870, 1610, 1473, 1476, 1564, 1864, 1867, 1613, 1470, 1473, 1567,
1861, 1864, 1613, 1467, 1470, 1570, 1858, 1861, 1616, 1464, 1467, 1573,
1855, 1858, 1622, 1464, 1573, 1576, 1464, 1830, 1835, 1625, 1628, 1852,
1628, 1631, 1849, 1461, 1464, 1835, 1456, 1835, 1640, 1634, 1846, 1631,
16, 1843, 1634, 1835, 1838, 1640, 1838, 17, 1640, 16, 15, 1843,
119, 122, 171, 125, 162, 165, 131, 134, 159, 137, 140, 153,
143, 146, 150, 143, 150, 153, 134, 156, 159, 122, 168, 171,
113, 116, 177, 107, 110, 183, 101, 104, 189, 95, 98, 195,
20, 92, 18, 84, 87, 205, 78, 81, 211, 72, 214, 217,
66, 69, 220, 60, 63, 223, 54, 229, 232, 48, 235, 238,
42, 45, 241, 36, 39, 247, 249, 31, 36, 247, 249, 36,
39, 42, 244, 51, 235, 48, 63, 66, 223, 75, 214, 72,
87, 20, 19, 98, 101, 192, 110, 113, 180, 165, 168, 122,
143, 153, 140, 153, 156, 137, 116, 1
gitextract_yy4fcaw1/ ├── .gitignore ├── CMakeLists.txt ├── LICENSE ├── Main.cpp ├── README.md ├── demo-config.h.in ├── gl2/ │ ├── Context.cpp │ ├── Context.h │ ├── Funcs.h │ ├── gl2.h │ ├── gl2ext.h │ ├── gl2platform.h │ └── khrplatform.h ├── modules/ │ └── FindSDL2.cmake └── setup-win32.py
SYMBOL INDEX (74 symbols across 6 files)
FILE: Main.cpp
type VertexPN (line 15) | struct VertexPN {
type VertexGroup (line 20) | struct VertexGroup {
type IndexedVBO (line 30) | struct IndexedVBO {
type Float4x4 (line 40) | struct Float4x4 {
method Float4x4 (line 43) | Float4x4 operator*(const Float4x4& arg) const {
function Float4x4 (line 57) | Float4x4 makeProjection(float width, float height, float fovY, float nea...
method Float4x4 (line 43) | Float4x4 operator*(const Float4x4& arg) const {
class AppState (line 75) | class AppState {
method AppState (line 82) | AppState() {
class View (line 142) | class View {
method View (line 161) | View(AppState *appState) : m_appState(appState) {
method update (line 292) | void update() {
function main (line 363) | int main(int argc, char *argv[]) {
FILE: gl2/Context.h
type GLFuncTable (line 14) | struct GLFuncTable {
FILE: gl2/gl2.h
type GLvoid (line 21) | typedef void GLvoid;
type GLchar (line 22) | typedef char GLchar;
type GLenum (line 23) | typedef unsigned int GLenum;
type GLboolean (line 24) | typedef unsigned char GLboolean;
type GLbitfield (line 25) | typedef unsigned int GLbitfield;
type khronos_int8_t (line 26) | typedef khronos_int8_t GLbyte;
type GLshort (line 27) | typedef short GLshort;
type GLint (line 28) | typedef int GLint;
type GLsizei (line 29) | typedef int GLsizei;
type khronos_uint8_t (line 30) | typedef khronos_uint8_t GLubyte;
type GLushort (line 31) | typedef unsigned short GLushort;
type GLuint (line 32) | typedef unsigned int GLuint;
type khronos_float_t (line 33) | typedef khronos_float_t GLfloat;
type khronos_float_t (line 34) | typedef khronos_float_t GLclampf;
type khronos_int32_t (line 35) | typedef khronos_int32_t GLfixed;
type khronos_intptr_t (line 38) | typedef khronos_intptr_t GLintptr;
type khronos_ssize_t (line 39) | typedef khronos_ssize_t GLsizeiptr;
FILE: gl2/gl2ext.h
type khronos_int64_t (line 27) | typedef khronos_int64_t GLint64;
type khronos_uint64_t (line 28) | typedef khronos_uint64_t GLuint64;
type __GLsync (line 29) | struct __GLsync
FILE: gl2/khrplatform.h
type khronos_int32_t (line 142) | typedef int32_t khronos_int32_t;
type khronos_uint32_t (line 143) | typedef uint32_t khronos_uint32_t;
type khronos_int64_t (line 144) | typedef int64_t khronos_int64_t;
type khronos_uint64_t (line 145) | typedef uint64_t khronos_uint64_t;
type khronos_int32_t (line 155) | typedef int32_t khronos_int32_t;
type khronos_uint32_t (line 156) | typedef uint32_t khronos_uint32_t;
type khronos_int64_t (line 157) | typedef int64_t khronos_int64_t;
type khronos_uint64_t (line 158) | typedef uint64_t khronos_uint64_t;
type __int32 (line 167) | typedef __int32 khronos_int32_t;
type khronos_uint32_t (line 168) | typedef unsigned __int32 khronos_uint32_t;
type __int64 (line 169) | typedef __int64 khronos_int64_t;
type khronos_uint64_t (line 170) | typedef unsigned __int64 khronos_uint64_t;
type khronos_int32_t (line 179) | typedef int khronos_int32_t;
type khronos_uint32_t (line 180) | typedef unsigned int khronos_uint32_t;
type khronos_int64_t (line 182) | typedef long int khronos_int64_t;
type khronos_uint64_t (line 183) | typedef unsigned long int khronos_uint64_t;
type khronos_int64_t (line 185) | typedef long long int khronos_int64_t;
type khronos_uint64_t (line 186) | typedef unsigned long long int khronos_uint64_t;
type khronos_int32_t (line 196) | typedef int khronos_int32_t;
type khronos_uint32_t (line 197) | typedef unsigned int khronos_uint32_t;
type khronos_int32_t (line 207) | typedef int32_t khronos_int32_t;
type khronos_uint32_t (line 208) | typedef uint32_t khronos_uint32_t;
type khronos_int64_t (line 209) | typedef int64_t khronos_int64_t;
type khronos_uint64_t (line 210) | typedef uint64_t khronos_uint64_t;
type khronos_int8_t (line 220) | typedef signed char khronos_int8_t;
type khronos_uint8_t (line 221) | typedef unsigned char khronos_uint8_t;
type khronos_int16_t (line 222) | typedef signed short int khronos_int16_t;
type khronos_uint16_t (line 223) | typedef unsigned short int khronos_uint16_t;
type khronos_intptr_t (line 231) | typedef signed long long int khronos_intptr_t;
type khronos_uintptr_t (line 232) | typedef unsigned long long int khronos_uintptr_t;
type khronos_ssize_t (line 233) | typedef signed long long int khronos_ssize_t;
type khronos_usize_t (line 234) | typedef unsigned long long int khronos_usize_t;
type khronos_intptr_t (line 236) | typedef signed long int khronos_intptr_t;
type khronos_uintptr_t (line 237) | typedef unsigned long int khronos_uintptr_t;
type khronos_ssize_t (line 238) | typedef signed long int khronos_ssize_t;
type khronos_usize_t (line 239) | typedef unsigned long int khronos_usize_t;
type khronos_float_t (line 246) | typedef float khronos_float_t;
type khronos_uint64_t (line 259) | typedef khronos_uint64_t khronos_utime_nanoseconds_t;
type khronos_int64_t (line 260) | typedef khronos_int64_t khronos_stime_nanoseconds_t;
type khronos_boolean_enum_t (line 276) | typedef enum {
FILE: setup-win32.py
function downloadZip (line 5) | def downloadZip(url, extractedFolderName = None):
Condensed preview — 15 files, each showing path, character count, and a content snippet. Download the .json file or copy for the full structured content (411K chars).
[
{
"path": ".gitignore",
"chars": 117,
"preview": "*build*/\nCMakeLists.txt.user\n*~\n/**/*.xcodeproj/**/xcuserdata/\n/**/*.xcodeproj/**/xcshareddata/\n/extern/\n*.pyc\n*.log\n"
},
{
"path": "CMakeLists.txt",
"chars": 985,
"preview": "cmake_minimum_required(VERSION 3.1)\nproject(CMakeDemo)\n\n# Write demo-config.h\nmessage(\"Generating header file: ${CMAKE_B"
},
{
"path": "LICENSE",
"chars": 4132,
"preview": "Some files in the gl2 folder, used only on Windows, are licensed under\nthe SGI Free Software B License Version 2.0. For "
},
{
"path": "Main.cpp",
"chars": 248278,
"preview": "#include <SDL.h>\n#include <math.h>\n#include <assert.h>\n#include <vector>\n#include <algorithm>\n#include \"gl2/Context.h\"\n#"
},
{
"path": "README.md",
"chars": 1331,
"preview": "An example cross-platform CMake-based project.\n\nThis project uses SDL2 and OpenGL to render a spinning 3D logo to a desk"
},
{
"path": "demo-config.h.in",
"chars": 39,
"preview": "#cmakedefine01 DEMO_ENABLE_MULTISAMPLE\n"
},
{
"path": "gl2/Context.cpp",
"chars": 556,
"preview": "#ifdef _WIN32\n\n#include <SDL.h>\n#include \"Context.h\"\n\nGLFuncTable glFuncTable;\n\n//--------------------------------------"
},
{
"path": "gl2/Context.h",
"chars": 1152,
"preview": "#pragma once\n\n#ifdef _WIN32\n\n//---------------------------------------------------------------------------\n// On Win32,"
},
{
"path": "gl2/Funcs.h",
"chars": 1761,
"preview": "GL_FUNC(void, AttachShader, (GLuint, GLuint))\nGL_FUNC(void, Clear, (GLbitfield))\nGL_FUNC(void, ClearColor, (GLclampf, GL"
},
{
"path": "gl2/gl2.h",
"chars": 31876,
"preview": "#ifndef __gl2_h_\n#define __gl2_h_\n\n/* $Revision: 20555 $ on $Date:: 2013-02-12 14:32:47 -0800 #$ */\n\n/*#include <GLES2/g"
},
{
"path": "gl2/gl2ext.h",
"chars": 98695,
"preview": "#ifndef __gl2ext_h_\n#define __gl2ext_h_\n\n/* $Revision: 22801 $ on $Date:: 2013-08-21 03:20:48 -0700 #$ */\n\n#ifdef __cplu"
},
{
"path": "gl2/gl2platform.h",
"chars": 913,
"preview": "#ifndef __gl2platform_h_\n#define __gl2platform_h_\n\n/* $Revision: 10602 $ on $Date:: 2010-03-04 22:35:34 -0800 #$ */\n\n/*\n"
},
{
"path": "gl2/khrplatform.h",
"chars": 10022,
"preview": "#ifndef __khrplatform_h_\n#define __khrplatform_h_\n\n/*\n** Copyright (c) 2008-2009 The Khronos Group Inc.\n**\n** Permission"
},
{
"path": "modules/FindSDL2.cmake",
"chars": 2807,
"preview": "#------------------------------------------------------------------------------\n# Usage: find_package(SDL2 [REQUIRED] [C"
},
{
"path": "setup-win32.py",
"chars": 763,
"preview": "import os\nimport urllib.request\nimport zipfile\n\ndef downloadZip(url, extractedFolderName = None):\n zipFileName = url."
}
]
About this extraction
This page contains the full source code of the preshing/CMakeDemo GitHub repository, extracted and formatted as plain text for AI agents and large language models (LLMs). The extraction includes 15 files (394.0 KB), approximately 183.4k tokens, and a symbol index with 74 extracted functions, classes, methods, constants, and types. Use this with OpenClaw, Claude, ChatGPT, Cursor, Windsurf, or any other AI tool that accepts text input. You can copy the full output to your clipboard or download it as a .txt file.
Extracted by GitExtract — free GitHub repo to text converter for AI. Built by Nikandr Surkov.