37 {0.0f, 0.0f, -200.0f},
38 {144.72f, -105.144f, -89.443f},
39 {-55.277f, -170.128, -89.443f},
40 {-178.885f, 0.0f, -89.443f},
41 {-55.277f, 170.128f, -89.443f},
42 {144.72f, 105.144f, -89.443f},
43 {55.277f, -170.128f, 89.443f},
44 {-144.72f, -105.144f, 89.443f},
45 {-144.72f, 105.144f, 89.443f},
46 {55.277f, 170.128f, 89.443f},
47 {178.885f, 0.0f, 89.443f},
52 {0, 1, 2}, {1, 0, 5}, {0, 2, 3}, {0, 3, 4}, {0, 4, 5}, {1, 5, 10}, {2, 1, 6},
53 {3, 2, 7}, {4, 3, 8}, {5, 4, 9}, {1, 10, 6}, {2, 6, 7}, {3, 7, 8}, {4, 8, 9},
54 {5, 9, 10}, {6, 10, 11}, {7, 6, 11}, {8, 7, 11}, {9, 8, 11}, {10, 9, 11},
58 {0.181819f, 0.000000f}, {0.272728f, 0.157461f}, {0.090910f, 0.157461f}, {0.272728f, 0.157461f},
59 {0.363637f, 0.000000f}, {0.454546f, 0.157461f}, {0.909091f, 0.000000f}, {1.000000f, 0.157461f},
60 {0.818182f, 0.157461f}, {0.727273f, 0.000000f}, {0.818182f, 0.157461f}, {0.636364f, 0.157461f},
61 {0.545455f, 0.000000f}, {0.636364f, 0.157461f}, {0.454546f, 0.157461f}, {0.272728f, 0.157461f},
62 {0.454546f, 0.157461f}, {0.363637f, 0.314921f}, {0.090910f, 0.157461f}, {0.272728f, 0.157461f},
63 {0.181819f, 0.314921f}, {0.818182f, 0.157461f}, {1.000000f, 0.157461f}, {0.909091f, 0.314921f},
64 {0.636364f, 0.157461f}, {0.818182f, 0.157461f}, {0.727273f, 0.314921f}, {0.454546f, 0.157461f},
65 {0.636364f, 0.157461f}, {0.545455f, 0.314921f}, {0.272728f, 0.157461f}, {0.363637f, 0.314921f},
66 {0.181819f, 0.314921f}, {0.090910f, 0.157461f}, {0.181819f, 0.314921f}, {0.000000f, 0.314921f},
67 {0.818182f, 0.157461f}, {0.909091f, 0.314921f}, {0.727273f, 0.314921f}, {0.636364f, 0.157461f},
68 {0.727273f, 0.314921f}, {0.545455f, 0.314921f}, {0.454546f, 0.157461f}, {0.545455f, 0.314921f},
69 {0.363637f, 0.314921f}, {0.181819f, 0.314921f}, {0.363637f, 0.314921f}, {0.272728f, 0.472382f},
70 {0.000000f, 0.314921f}, {0.181819f, 0.314921f}, {0.090910f, 0.472382f}, {0.727273f, 0.314921f},
71 {0.909091f, 0.314921f}, {0.818182f, 0.472382f}, {0.545455f, 0.314921f}, {0.727273f, 0.314921f},
72 {0.636364f, 0.472382f}, {0.363637f, 0.314921f}, {0.545455f, 0.314921f}, {0.454546f, 0.472382f},
78 static const signed char monkeyv[271][3] = {
79 {-71, 21, 98}, {-63, 12, 88}, {-57, 7, 74}, {-82, -3, 79}, {-82, 4, 92},
80 {-82, 17, 100}, {-92, 21, 102}, {-101, 12, 95}, {-107, 7, 83}, {-117, 31, 84},
81 {-109, 31, 95}, {-96, 31, 102}, {-92, 42, 102}, {-101, 50, 95}, {-107, 56, 83},
82 {-82, 66, 79}, {-82, 58, 92}, {-82, 46, 100}, {-71, 42, 98}, {-63, 50, 88},
83 {-57, 56, 74}, {-47, 31, 72}, {-55, 31, 86}, {-67, 31, 97}, {-66, 31, 99},
84 {-70, 43, 100}, {-82, 48, 103}, {-93, 43, 105}, {-98, 31, 105}, {-93, 20, 105},
85 {-82, 31, 106}, {-82, 15, 103}, {-70, 20, 100}, {-127, 55, 95}, {-127, 45, 105},
86 {-127, -87, 94}, {-127, -41, 100}, {-127, -24, 102}, {-127, -99, 92}, {-127, 52, 77},
87 {-127, 73, 73}, {-127, 115, -70}, {-127, 72, -109}, {-127, 9, -106}, {-127, -49, -45},
88 {-101, -24, 72}, {-87, -56, 73}, {-82, -89, 73}, {-80, -114, 68}, {-85, -121, 67},
89 {-104, -124, 71}, {-127, -126, 74}, {-71, -18, 68}, {-46, -5, 69}, {-21, 19, 57},
90 {-17, 55, 76}, {-36, 62, 80}, {-64, 77, 88}, {-86, 97, 94}, {-107, 92, 97},
91 {-119, 63, 96}, {-106, 53, 99}, {-111, 39, 98}, {-101, 12, 95}, {-79, 2, 90},
92 {-64, 8, 86}, {-47, 24, 83}, {-45, 38, 83}, {-50, 48, 85}, {-72, 56, 92},
93 {-95, 60, 97}, {-127, -98, 94}, {-113, -92, 94}, {-112, -107, 91}, {-119, -113, 89},
94 {-127, -114, 88}, {-127, -25, 96}, {-127, -18, 95}, {-114, -19, 95}, {-111, -29, 96},
95 {-116, -37, 95}, {-76, -6, 86}, {-48, 7, 80}, {-34, 26, 77}, {-32, 48, 84},
96 {-39, 53, 93}, {-71, 70, 102}, {-87, 82, 107}, {-101, 79, 109}, {-114, 55, 108},
97 {-111, -13, 104}, {-100, -57, 91}, {-95, -90, 88}, {-93, -105, 85}, {-97, -117, 81},
98 {-106, -119, 81}, {-127, -121, 82}, {-127, 6, 93}, {-127, 27, 98}, {-85, 61, 95},
99 {-106, 18, 96}, {-110, 27, 97}, {-112, -88, 94}, {-117, -57, 96}, {-127, -57, 96},
100 {-127, -42, 95}, {-115, -35, 100}, {-110, -29, 102}, {-113, -17, 100}, {-122, -16, 100},
101 {-127, -26, 106}, {-121, -19, 104}, {-115, -20, 104}, {-113, -29, 106}, {-117, -32, 103},
102 {-127, -37, 103}, {-94, -40, 71}, {-106, -31, 91}, {-104, -40, 91}, {-97, -32, 71},
103 {-127, -112, 88}, {-121, -111, 88}, {-115, -105, 91}, {-115, -95, 93}, {-127, -100, 84},
104 {-115, -96, 85}, {-115, -104, 82}, {-121, -109, 81}, {-127, -110, 81}, {-105, 28, 100},
105 {-103, 20, 99}, {-84, 55, 97}, {-92, 54, 99}, {-73, 51, 99}, {-55, 45, 89},
106 {-52, 37, 88}, {-53, 25, 87}, {-66, 13, 92}, {-79, 8, 95}, {-98, 14, 100},
107 {-104, 38, 100}, {-100, 48, 100}, {-97, 46, 97}, {-102, 38, 97}, {-96, 16, 97},
108 {-79, 11, 93}, {-68, 15, 90}, {-57, 27, 86}, {-56, 36, 86}, {-59, 43, 87},
109 {-74, 50, 96}, {-91, 51, 98}, {-84, 52, 96}, {-101, 22, 96}, {-102, 29, 96},
110 {-113, 59, 78}, {-102, 85, 79}, {-84, 88, 76}, {-65, 71, 71}, {-40, 58, 63},
111 {-25, 52, 59}, {-28, 21, 48}, {-50, 0, 53}, {-71, -12, 60}, {-127, 115, 37},
112 {-127, 126, -10}, {-127, -25, -86}, {-127, -59, 24}, {-127, -125, 59}, {-127, -103, 44},
113 {-127, -73, 41}, {-127, -62, 36}, {-18, 30, 7}, {-17, 41, -6}, {-28, 34, -56},
114 {-68, 56, -90}, {-33, -6, 9}, {-51, -16, -21}, {-45, -1, -55}, {-84, 7, -85},
115 {-97, -45, 52}, {-104, -53, 33}, {-90, -91, 49}, {-95, -64, 50}, {-85, -117, 51},
116 {-109, -97, 47}, {-111, -69, 46}, {-106, -121, 56}, {-99, -36, 55}, {-100, -29, 60},
117 {-101, -22, 64}, {-100, -50, 21}, {-89, -40, -34}, {-83, -19, -69}, {-69, 111, -49},
118 {-69, 119, -9}, {-69, 109, 30}, {-68, 67, 55}, {-34, 52, 43}, {-46, 58, 36},
119 {-45, 90, 7}, {-25, 72, 16}, {-25, 79, -15}, {-45, 96, -25}, {-45, 87, -57},
120 {-25, 69, -46}, {-48, 42, -75}, {-65, 3, -70}, {-22, 42, -26}, {-75, -22, 19},
121 {-72, -25, -27}, {-13, 52, -30}, {-28, -18, -16}, {6, -13, -42}, {37, 7, -55},
122 {46, 41, -54}, {31, 65, -54}, {4, 61, -40}, {3, 53, -37}, {25, 56, -50},
123 {35, 37, -52}, {28, 10, -52}, {5, -5, -39}, {-21, -9, -17}, {-9, 46, -28},
124 {-6, 39, -37}, {-14, -3, -27}, {6, 0, -47}, {25, 12, -57}, {31, 32, -57},
125 {23, 46, -56}, {4, 44, -46}, {-19, 37, -27}, {-20, 22, -35}, {-30, 12, -35},
126 {-22, 11, -35}, {-19, 2, -35}, {-23, -2, -35}, {-34, 0, -9}, {-35, -3, -22},
127 {-35, 5, -24}, {-25, 26, -27}, {-13, 31, -34}, {-13, 30, -41}, {-23, -2, -41},
128 {-18, 2, -41}, {-21, 10, -41}, {-29, 12, -41}, {-19, 22, -41}, {6, 42, -53},
129 {25, 44, -62}, {34, 31, -63}, {28, 11, -62}, {7, 0, -54}, {-14, -2, -34},
130 {-5, 37, -44}, {-13, 14, -42}, {-7, 8, -43}, {1, 16, -47}, {-4, 22, -45},
131 {3, 30, -48}, {8, 24, -49}, {15, 27, -50}, {12, 35, -50}, {4, 56, -62},
132 {33, 60, -70}, {48, 38, -64}, {41, 7, -68}, {6, -11, -63}, {-26, -16, -42},
137 {27, 4, 5, 26}, {25, 4, 5, 24}, {3, 6, 5, 4},
138 {1, 6, 5, 2}, {5, 6, 7, 4}, {3, 6, 7, 2},
139 {5, 8, 7, 6}, {3, 8, 7, 4}, {7, 8, 9, 6},
140 {5, 8, 9, 4}, {7, 10, 9, 8}, {5, 10, 9, 6},
141 {9, 10, 11, 8}, {7, 10, 11, 6}, {9, 12, 11, 10},
142 {7, 12, 11, 8}, {11, 6, 13, 12}, {5, 4, 13, 12},
143 {3, -2, 13, 12}, {-3, -4, 13, 12}, {-5, -10, 13, 12},
144 {-11, -12, 14, 12}, {-13, -18, 14, 13}, {-19, 4, 5, 13},
145 {10, 12, 4, 4}, {10, 11, 9, 9}, {8, 7, 9, 9},
146 {7, 5, 6, 6}, {6, 3, 4, 4}, {5, 1, 2, 2},
147 {4, -1, 0, 0}, {3, -3, -2, -2}, {22, 67, 68, 23},
148 {20, 65, 66, 21}, {18, 63, 64, 19}, {16, 61, 62, 17},
149 {14, 59, 60, 15}, {12, 19, 48, 57}, {18, 19, 48, 47},
150 {18, 19, 48, 47}, {18, 19, 48, 47}, {18, 19, 48, 47},
151 {18, 19, 48, 47}, {18, 19, 48, 47}, {18, 19, 48, 47},
152 {18, 19, 48, 47}, {18, -9, -8, 47}, {18, 27, 45, 46},
153 {26, 55, 43, 44}, {24, 41, 42, 54}, {22, 39, 40, 23},
154 {20, 37, 38, 21}, {18, 35, 36, 19}, {16, 33, 34, 17},
155 {14, 31, 32, 15}, {12, 39, 30, 13}, {11, 48, 45, 38},
156 {8, 36, -19, 9}, {8, -20, 44, 47}, {42, 45, 46, 43},
157 {18, 19, 40, 39}, {16, 17, 38, 37}, {14, 15, 36, 35},
158 {32, 44, 43, 33}, {12, 33, 32, 42}, {19, 44, 43, 42},
159 {40, 41, 42, -27}, {8, 9, 39, -28}, {15, 43, 42, 16},
160 {13, 43, 42, 14}, {11, 43, 42, 12}, {9, -30, 42, 10},
161 {37, 12, 38, -32}, {-33, 37, 45, 46}, {-33, 40, 41, 39},
162 {38, 40, 41, 37}, {36, 40, 41, 35}, {34, 40, 41, 33},
163 {36, 39, 38, 37}, {35, 40, 39, 38}, {1, 2, 14, 21},
164 {1, 2, 40, 13}, {1, 2, 40, 39}, {1, 24, 12, 39},
165 {-34, 36, 38, 11}, {35, 38, 36, 37}, {-37, 8, 35, 37},
166 {-11, -12, -45, 40}, {-11, -12, 39, 38}, {-11, -12, 37, 36},
167 {-11, -12, 35, 34}, {33, 34, 40, 41}, {33, 34, 38, 39},
168 {33, 34, 36, 37}, {33, -52, 34, 35}, {33, 37, 36, 34},
169 {33, 35, 34, 34}, {8, 7, 37, 36}, {-32, 7, 35, 46},
170 {-34, -33, 45, 46}, {4, -33, 43, 34}, {-34, -33, 41, 42},
171 {-34, -33, 39, 40}, {-34, -33, 37, 38}, {-34, -33, 35, 36},
172 {-34, -33, 33, 34}, {-34, -33, 31, 32}, {-34, -4, 28, 30},
173 {-5, -34, 28, 27}, {-35, -44, 36, 27}, {26, 35, 36, 45},
174 {24, 25, 44, 45}, {25, 23, 44, 42}, {25, 24, 41, 40},
175 {25, 24, 39, 38}, {25, 24, 37, 36}, {25, 24, 35, 34},
176 {25, 24, 33, 32}, {25, 24, 31, 30}, {15, 24, 29, 38},
177 {25, 24, 27, 26}, {23, 12, 37, 26}, {11, 12, 35, 36},
178 {-86, -59, 36, -80}, {-60, -61, 36, 35}, {-62, -63, 36, 35},
179 {-64, -65, 36, 35}, {-66, -67, 36, 35}, {-68, -69, 36, 35},
180 {-70, -71, 36, 35}, {-72, -73, 36, 35}, {-74, -75, 36, 35},
181 {42, 43, 53, 58}, {40, 41, 57, 56}, {38, 39, 55, 57},
182 {-81, -80, 37, 56}, {-83, -82, 55, 52}, {-85, -84, 51, 49},
183 {-87, -86, 48, 49}, {47, 50, 51, 48}, {46, 48, 51, 49},
184 {43, 46, 49, 44}, {-92, -91, 45, 42}, {-23, 49, 50, -20},
185 {-94, 40, 48, -24}, {-96, -22, 48, 49}, {-97, 48, 21, -90},
186 {-100, 36, 50, 23}, {22, 49, 48, -100}, {-101, 47, 46, 22},
187 {21, 45, 35, 25}, {33, 34, 44, 41}, {13, 14, 28, 24},
188 {-107, 26, 30, -106}, {14, 46, 45, 15}, {14, 44, 43, -110},
189 {-111, 42, 23, -110}, {6, 7, 45, 46}, {45, 44, 47, 46},
190 {45, 46, 47, 48}, {47, 46, 49, 48}, {17, 49, 47, 48},
191 {17, 36, 46, 48}, {35, 36, 44, 45}, {35, 36, 40, 43},
192 {35, 36, 38, 39}, {-4, -3, 37, 35}, {-123, 34, 33, 1},
193 {-9, -8, -7, -6}, {-10, -7, 32, -125}, {-127, -11, -126, -126},
194 {-7, -6, 5, 31}, {4, 5, 33, 30}, {4, 39, 33, 32},
195 {4, 35, 32, 38}, {20, 21, 39, 38}, {4, 37, 38, 5},
196 {-11, -10, 36, 3}, {-11, 15, 14, 35}, {13, 16, 34, 34},
197 {-13, 14, 13, 13}, {-3, 1, 30, 29}, {-3, 28, 29, 1},
198 {-2, 31, 28, -1}, {12, 13, 27, 30}, {-2, 26, 12, 12},
199 {35, 29, 42, 36}, {34, 35, 36, 33}, {32, 35, 36, 31},
200 {30, 35, 36, 29}, {28, 35, 36, 27}, {26, 35, 36, 25},
201 {34, 39, 38, 35}, {32, 39, 38, 33}, {30, 39, 38, 31},
202 {28, 39, 38, 29}, {26, 39, 38, 27}, {25, 31, 32, 38},
203 {-18, -17, 45, 44}, {-18, 17, 28, 44}, {-24, -20, 42, -23},
204 {11, 35, 27, 14}, {25, 28, 39, 41}, {37, 41, 40, 38},
205 {34, 40, 36, 35}, {32, 40, 39, 33}, {30, 39, 31, 40},
206 {21, 29, 39, 22}, {-31, 37, 28, 4}, {-32, 33, 35, 36},
207 {32, 33, 34, 34}, {18, 35, 36, 48}, {34, 25, 40, 35},
208 {24, 25, 38, 39}, {24, 25, 36, 37}, {24, 25, 34, 35},
209 {24, 25, 32, 33}, {24, 13, 41, 31}, {17, 11, 41, 35},
210 {15, 16, 34, 35}, {13, 14, 34, 35}, {11, 12, 34, 35},
211 {9, 10, 34, 35}, {7, 8, 34, 35}, {26, 25, 37, 36},
212 {35, 36, 37, 38}, {37, 36, 39, 38}, {37, 38, 39, 40},
213 {25, 31, 36, 39}, {18, 34, 35, 30}, {17, 22, 30, 33},
214 {19, 29, 21, 20}, {16, 26, 29, 17}, {24, 29, 28, 25},
215 {22, 31, 28, 23}, {20, 31, 30, 21}, {18, 31, 30, 19},
216 {16, 30, 17, 17}, {-21, -22, 35, 34}, {-21, -22, 33, 32},
217 {-21, -22, 31, 30}, {-21, -22, 29, 28}, {-21, -22, 27, 26},
218 {-28, -22, 25, 31}, {24, 28, 29, 30}, {23, 24, 26, 27},
219 {23, 24, 25, 25}, {-69, -35, -32, 27}, {-70, 26, 25, -66},
224 0.890955f, 0.590063f, 0.870622f, 0.589649f, 0.860081f, 0.560115f, 0.904571f, 0.559404f,
225 0.856226f, 0.850547f, 0.868067f, 0.821510f, 0.888398f, 0.821999f, 0.900640f, 0.853232f,
226 0.904571f, 0.559404f, 0.860081f, 0.560115f, 0.853018f, 0.521562f, 0.920166f, 0.524546f,
227 0.847458f, 0.888748f, 0.856226f, 0.850547f, 0.900640f, 0.853232f, 0.914672f, 0.888748f,
228 0.860081f, 0.560115f, 0.828900f, 0.590771f, 0.798481f, 0.569535f, 0.853018f, 0.521562f,
229 0.795104f, 0.838402f, 0.826436f, 0.818537f, 0.856226f, 0.850547f, 0.847458f, 0.888748f,
230 0.870622f, 0.589649f, 0.854402f, 0.604754f, 0.828900f, 0.590771f, 0.860081f, 0.560115f,
231 0.826436f, 0.818537f, 0.852534f, 0.805700f, 0.868067f, 0.821510f, 0.856226f, 0.850547f,
232 0.854402f, 0.604754f, 0.854107f, 0.625459f, 0.828171f, 0.633354f, 0.828900f, 0.590771f,
233 0.827598f, 0.775964f, 0.853157f, 0.785002f, 0.852534f, 0.805700f, 0.826436f, 0.818537f,
234 0.828900f, 0.590771f, 0.828171f, 0.633354f, 0.791018f, 0.645443f, 0.798481f, 0.569535f,
235 0.791018f, 0.762238f, 0.827598f, 0.775964f, 0.826436f, 0.818537f, 0.795104f, 0.838402f,
236 0.828171f, 0.633354f, 0.855181f, 0.668527f, 0.842358f, 0.702491f, 0.791018f, 0.645443f,
237 0.844839f, 0.707525f, 0.856142f, 0.742025f, 0.827598f, 0.775964f, 0.791018f, 0.762238f,
238 0.854107f, 0.625459f, 0.867508f, 0.642291f, 0.855181f, 0.668527f, 0.828171f, 0.633354f,
239 0.856142f, 0.742025f, 0.867293f, 0.768782f, 0.853157f, 0.785002f, 0.827598f, 0.775964f,
240 0.867508f, 0.642291f, 0.890474f, 0.641909f, 0.900375f, 0.666964f, 0.855181f, 0.668527f,
241 0.901223f, 0.745592f, 0.890219f, 0.770183f, 0.867293f, 0.768782f, 0.856142f, 0.742025f,
242 0.855181f, 0.668527f, 0.900375f, 0.666964f, 0.918898f, 0.699697f, 0.842358f, 0.702491f,
243 0.921180f, 0.713713f, 0.901223f, 0.745592f, 0.856142f, 0.742025f, 0.844839f, 0.707525f,
244 0.900375f, 0.666964f, 0.931889f, 0.636832f, 0.968392f, 0.645333f, 0.918898f, 0.699697f,
245 0.968213f, 0.770220f, 0.931368f, 0.777093f, 0.901223f, 0.745592f, 0.921180f, 0.713713f,
246 0.890474f, 0.641909f, 0.905882f, 0.627902f, 0.931889f, 0.636832f, 0.900375f, 0.666964f,
247 0.931368f, 0.777093f, 0.904990f, 0.784860f, 0.890219f, 0.770183f, 0.901223f, 0.745592f,
248 0.905882f, 0.627902f, 0.906232f, 0.605742f, 0.933717f, 0.593037f, 0.931889f, 0.636832f,
249 0.931250f, 0.820926f, 0.904357f, 0.807013f, 0.904990f, 0.784860f, 0.931368f, 0.777093f,
250 0.931889f, 0.636832f, 0.933717f, 0.593037f, 0.968392f, 0.573812f, 0.968392f, 0.645333f,
251 0.965038f, 0.841671f, 0.931250f, 0.820926f, 0.931368f, 0.777093f, 0.968213f, 0.770220f,
252 0.933717f, 0.593037f, 0.904571f, 0.559404f, 0.920166f, 0.524546f, 0.968392f, 0.573812f,
253 0.914672f, 0.888748f, 0.900640f, 0.853232f, 0.931250f, 0.820926f, 0.965038f, 0.841671f,
254 0.906232f, 0.605742f, 0.890955f, 0.590063f, 0.904571f, 0.559404f, 0.933717f, 0.593037f,
255 0.900640f, 0.853232f, 0.888398f, 0.821999f, 0.904357f, 0.807013f, 0.931250f, 0.820926f,
256 0.890955f, 0.590063f, 0.906232f, 0.605742f, 0.902359f, 0.607909f, 0.889591f, 0.593275f,
257 0.900583f, 0.804677f, 0.904357f, 0.807013f, 0.888398f, 0.821999f, 0.887178f, 0.818729f,
258 0.906232f, 0.605742f, 0.905882f, 0.627902f, 0.899781f, 0.626257f, 0.902359f, 0.607909f,
259 0.898822f, 0.786233f, 0.904990f, 0.784860f, 0.904357f, 0.807013f, 0.900583f, 0.804677f,
260 0.905882f, 0.627902f, 0.890474f, 0.641909f, 0.887842f, 0.636527f, 0.899781f, 0.626257f,
261 0.887351f, 0.775442f, 0.890219f, 0.770183f, 0.904990f, 0.784860f, 0.898822f, 0.786233f,
262 0.890474f, 0.641909f, 0.867508f, 0.642291f, 0.870908f, 0.635245f, 0.887842f, 0.636527f,
263 0.870376f, 0.775972f, 0.867293f, 0.768782f, 0.890219f, 0.770183f, 0.887351f, 0.775442f,
264 0.867508f, 0.642291f, 0.854107f, 0.625459f, 0.859881f, 0.623942f, 0.870908f, 0.635245f,
265 0.858859f, 0.786774f, 0.853157f, 0.785002f, 0.867293f, 0.768782f, 0.870376f, 0.775972f,
266 0.854107f, 0.625459f, 0.854402f, 0.604754f, 0.859664f, 0.608186f, 0.859881f, 0.623942f,
267 0.857942f, 0.802505f, 0.852534f, 0.805700f, 0.853157f, 0.785002f, 0.858859f, 0.786774f,
268 0.854402f, 0.604754f, 0.870622f, 0.589649f, 0.871664f, 0.593961f, 0.859664f, 0.608186f,
269 0.869299f, 0.817249f, 0.868067f, 0.821510f, 0.852534f, 0.805700f, 0.857942f, 0.802505f,
270 0.870622f, 0.589649f, 0.890955f, 0.590063f, 0.889591f, 0.593275f, 0.871664f, 0.593961f,
271 0.887178f, 0.818729f, 0.888398f, 0.821999f, 0.868067f, 0.821510f, 0.869299f, 0.817249f,
272 0.879400f, 0.616512f, 0.871664f, 0.593961f, 0.889591f, 0.593275f, 0.887178f, 0.818729f,
273 0.869299f, 0.817249f, 0.878029f, 0.795063f, 0.859664f, 0.608186f, 0.871664f, 0.593961f,
274 0.879400f, 0.616512f, 0.878029f, 0.795063f, 0.869299f, 0.817249f, 0.857942f, 0.802505f,
275 0.879400f, 0.616512f, 0.859881f, 0.623942f, 0.859664f, 0.608186f, 0.857942f, 0.802505f,
276 0.858859f, 0.786774f, 0.878029f, 0.795063f, 0.879400f, 0.616512f, 0.870908f, 0.635245f,
277 0.859881f, 0.623942f, 0.858859f, 0.786774f, 0.870376f, 0.775972f, 0.878029f, 0.795063f,
278 0.879400f, 0.616512f, 0.887842f, 0.636527f, 0.870908f, 0.635245f, 0.870376f, 0.775972f,
279 0.887351f, 0.775442f, 0.878029f, 0.795063f, 0.879400f, 0.616512f, 0.899781f, 0.626257f,
280 0.887842f, 0.636527f, 0.887351f, 0.775442f, 0.898822f, 0.786233f, 0.878029f, 0.795063f,
281 0.879400f, 0.616512f, 0.902359f, 0.607909f, 0.899781f, 0.626257f, 0.898822f, 0.786233f,
282 0.900583f, 0.804677f, 0.878029f, 0.795063f, 0.879400f, 0.616512f, 0.889591f, 0.593275f,
283 0.902359f, 0.607909f, 0.900583f, 0.804677f, 0.887178f, 0.818729f, 0.878029f, 0.795063f,
284 0.540260f, 0.053805f, 0.536419f, 0.062072f, 0.518925f, 0.059681f, 0.518916f, 0.050294f,
285 0.518925f, 0.059681f, 0.501452f, 0.062043f, 0.497626f, 0.053770f, 0.518916f, 0.050294f,
286 0.551930f, 0.058338f, 0.542788f, 0.064089f, 0.536419f, 0.062072f, 0.540260f, 0.053805f,
287 0.501452f, 0.062043f, 0.495083f, 0.064047f, 0.485955f, 0.058273f, 0.497626f, 0.053770f,
288 0.555073f, 0.061900f, 0.546290f, 0.072669f, 0.542788f, 0.064089f, 0.551930f, 0.058338f,
289 0.495083f, 0.064047f, 0.491565f, 0.072625f, 0.482805f, 0.061829f, 0.485955f, 0.058273f,
290 0.563812f, 0.076586f, 0.548333f, 0.084893f, 0.546290f, 0.072669f, 0.555073f, 0.061900f,
291 0.491565f, 0.072625f, 0.489507f, 0.084858f, 0.474014f, 0.076511f, 0.482805f, 0.061829f,
292 0.583135f, 0.108495f, 0.555621f, 0.121749f, 0.548333f, 0.084893f, 0.563812f, 0.076586f,
293 0.489507f, 0.084858f, 0.482177f, 0.121781f, 0.454527f, 0.108481f, 0.474014f, 0.076511f,
294 0.605512f, 0.165134f, 0.647395f, 0.200502f, 0.621513f, 0.227818f, 0.553118f, 0.209599f,
295 0.416514f, 0.229490f, 0.389677f, 0.201890f, 0.432024f, 0.165644f, 0.485339f, 0.210053f,
296 0.647395f, 0.200502f, 0.676379f, 0.233241f, 0.664761f, 0.253225f, 0.621513f, 0.227818f,
297 0.372747f, 0.256357f, 0.360308f, 0.235899f, 0.389677f, 0.201890f, 0.416514f, 0.229490f,
298 0.676379f, 0.233241f, 0.715342f, 0.265392f, 0.683908f, 0.279995f, 0.664761f, 0.253225f,
299 0.353696f, 0.284606f, 0.320452f, 0.270303f, 0.360308f, 0.235899f, 0.372747f, 0.256357f,
300 0.715342f, 0.265392f, 0.707254f, 0.310054f, 0.687515f, 0.311539f, 0.683908f, 0.279995f,
301 0.351187f, 0.317440f, 0.330721f, 0.316853f, 0.320452f, 0.270303f, 0.353696f, 0.284606f,
302 0.707254f, 0.310054f, 0.697446f, 0.332673f, 0.676824f, 0.323937f, 0.687515f, 0.311539f,
303 0.362723f, 0.329722f, 0.341964f, 0.339667f, 0.330721f, 0.316853f, 0.351187f, 0.317440f,
304 0.697446f, 0.332673f, 0.662817f, 0.372521f, 0.639050f, 0.357330f, 0.676824f, 0.323937f,
305 0.402772f, 0.362131f, 0.379297f, 0.378686f, 0.341964f, 0.339667f, 0.362723f, 0.329722f,
306 0.662817f, 0.372521f, 0.626842f, 0.395792f, 0.618316f, 0.375151f, 0.639050f, 0.357330f,
307 0.424583f, 0.379267f, 0.416915f, 0.400552f, 0.379297f, 0.378686f, 0.402772f, 0.362131f,
308 0.626842f, 0.395792f, 0.604826f, 0.397804f, 0.600808f, 0.377857f, 0.618316f, 0.375151f,
309 0.442396f, 0.381222f, 0.439252f, 0.401540f, 0.416915f, 0.400552f, 0.424583f, 0.379267f,
310 0.604826f, 0.397804f, 0.553095f, 0.390512f, 0.559674f, 0.357011f, 0.600808f, 0.377857f,
311 0.482938f, 0.358497f, 0.490934f, 0.391862f, 0.439252f, 0.401540f, 0.442396f, 0.381222f,
312 0.553095f, 0.390512f, 0.521923f, 0.386009f, 0.521086f, 0.343868f, 0.559674f, 0.357011f,
313 0.521086f, 0.343868f, 0.521923f, 0.386009f, 0.490934f, 0.391862f, 0.482938f, 0.358497f,
314 0.577279f, 0.340156f, 0.599845f, 0.344815f, 0.600808f, 0.377857f, 0.559674f, 0.357011f,
315 0.442396f, 0.381222f, 0.441977f, 0.347815f, 0.464579f, 0.342230f, 0.482938f, 0.358497f,
316 0.599845f, 0.344815f, 0.615546f, 0.342005f, 0.618316f, 0.375151f, 0.600808f, 0.377857f,
317 0.424583f, 0.379267f, 0.425972f, 0.345582f, 0.441977f, 0.347815f, 0.442396f, 0.381222f,
318 0.634472f, 0.332311f, 0.639050f, 0.357330f, 0.618316f, 0.375151f, 0.615546f, 0.342005f,
319 0.424583f, 0.379267f, 0.402772f, 0.362131f, 0.406362f, 0.336480f, 0.425972f, 0.345582f,
320 0.662406f, 0.312804f, 0.676824f, 0.323937f, 0.639050f, 0.357330f, 0.634472f, 0.332311f,
321 0.402772f, 0.362131f, 0.362723f, 0.329722f, 0.377061f, 0.317685f, 0.406362f, 0.336480f,
322 0.668440f, 0.297958f, 0.687515f, 0.311539f, 0.676824f, 0.323937f, 0.662406f, 0.312804f,
323 0.362723f, 0.329722f, 0.351187f, 0.317440f, 0.370304f, 0.302644f, 0.377061f, 0.317685f,
324 0.664101f, 0.277872f, 0.683908f, 0.279995f, 0.687515f, 0.311539f, 0.668440f, 0.297958f,
325 0.351187f, 0.317440f, 0.353696f, 0.284606f, 0.374100f, 0.281778f, 0.370304f, 0.302644f,
326 0.639236f, 0.253047f, 0.664761f, 0.253225f, 0.683908f, 0.279995f, 0.664101f, 0.277872f,
327 0.353696f, 0.284606f, 0.372747f, 0.256357f, 0.398938f, 0.255633f, 0.374100f, 0.281778f,
328 0.613992f, 0.242662f, 0.621513f, 0.227818f, 0.664761f, 0.253225f, 0.639236f, 0.253047f,
329 0.372747f, 0.256357f, 0.416514f, 0.229490f, 0.424464f, 0.244473f, 0.398938f, 0.255633f,
330 0.572941f, 0.258564f, 0.553118f, 0.209599f, 0.621513f, 0.227818f, 0.613992f, 0.242662f,
331 0.416514f, 0.229490f, 0.485339f, 0.210053f, 0.466409f, 0.259709f, 0.424464f, 0.244473f,
332 0.572941f, 0.258564f, 0.563905f, 0.272007f, 0.519760f, 0.248864f, 0.553118f, 0.209599f,
333 0.519760f, 0.248864f, 0.475886f, 0.273078f, 0.466409f, 0.259709f, 0.485339f, 0.210053f,
334 0.577279f, 0.340156f, 0.559674f, 0.357011f, 0.521086f, 0.343868f, 0.558527f, 0.316594f,
335 0.521086f, 0.343868f, 0.482938f, 0.358497f, 0.464579f, 0.342230f, 0.482619f, 0.317843f,
336 0.558527f, 0.316594f, 0.521086f, 0.343868f, 0.520277f, 0.294764f, 0.556923f, 0.291214f,
337 0.520277f, 0.294764f, 0.521086f, 0.343868f, 0.482619f, 0.317843f, 0.483433f, 0.292249f,
338 0.519760f, 0.248864f, 0.563905f, 0.272007f, 0.556923f, 0.291214f, 0.520277f, 0.294764f,
339 0.483433f, 0.292249f, 0.475886f, 0.273078f, 0.519760f, 0.248864f, 0.520277f, 0.294764f,
340 0.525483f, 0.068967f, 0.518928f, 0.067899f, 0.518925f, 0.059681f, 0.536419f, 0.062072f,
341 0.518925f, 0.059681f, 0.518928f, 0.067899f, 0.512375f, 0.068956f, 0.501452f, 0.062043f,
342 0.531231f, 0.073829f, 0.525483f, 0.068967f, 0.536419f, 0.062072f, 0.542788f, 0.064089f,
343 0.501452f, 0.062043f, 0.512375f, 0.068956f, 0.506626f, 0.073811f, 0.495083f, 0.064047f,
344 0.531019f, 0.087431f, 0.531231f, 0.073829f, 0.542788f, 0.064089f, 0.546290f, 0.072669f,
345 0.495083f, 0.064047f, 0.506626f, 0.073811f, 0.506827f, 0.087416f, 0.491565f, 0.072625f,
346 0.555621f, 0.121749f, 0.532042f, 0.127713f, 0.532669f, 0.090920f, 0.548333f, 0.084893f,
347 0.505177f, 0.090908f, 0.505828f, 0.127728f, 0.482177f, 0.121781f, 0.489507f, 0.084858f,
348 0.531019f, 0.087431f, 0.546290f, 0.072669f, 0.548333f, 0.084893f, 0.532669f, 0.090920f,
349 0.489507f, 0.084858f, 0.491565f, 0.072625f, 0.506827f, 0.087416f, 0.505177f, 0.090908f,
350 0.538112f, 0.158382f, 0.518981f, 0.151749f, 0.518941f, 0.128358f, 0.532042f, 0.127713f,
351 0.518941f, 0.128358f, 0.518981f, 0.151749f, 0.499851f, 0.158434f, 0.505828f, 0.127728f,
352 0.532669f, 0.090920f, 0.532042f, 0.127713f, 0.518941f, 0.128358f, 0.518925f, 0.093952f,
353 0.518941f, 0.128358f, 0.505828f, 0.127728f, 0.505177f, 0.090908f, 0.518925f, 0.093952f,
354 0.518927f, 0.085180f, 0.531019f, 0.087431f, 0.532669f, 0.090920f, 0.518925f, 0.093952f,
355 0.505177f, 0.090908f, 0.506827f, 0.087416f, 0.518927f, 0.085180f, 0.518925f, 0.093952f,
356 0.548362f, 0.173560f, 0.537959f, 0.175966f, 0.535214f, 0.166808f, 0.538112f, 0.158382f,
357 0.502799f, 0.166857f, 0.500100f, 0.176033f, 0.489683f, 0.173693f, 0.499851f, 0.158434f,
358 0.544281f, 0.193366f, 0.537248f, 0.187577f, 0.537959f, 0.175966f, 0.548362f, 0.173560f,
359 0.500100f, 0.176033f, 0.500890f, 0.187571f, 0.493996f, 0.193428f, 0.489683f, 0.173693f,
360 0.519841f, 0.200843f, 0.528757f, 0.191785f, 0.537248f, 0.187577f, 0.544281f, 0.193366f,
361 0.500890f, 0.187571f, 0.509219f, 0.191626f, 0.519841f, 0.200843f, 0.493996f, 0.193428f,
362 0.517577f, 0.190607f, 0.519132f, 0.185382f, 0.528757f, 0.191785f, 0.519841f, 0.200843f,
363 0.509219f, 0.191626f, 0.519132f, 0.185382f, 0.517577f, 0.190607f, 0.519841f, 0.200843f,
364 0.518981f, 0.151749f, 0.538112f, 0.158382f, 0.535214f, 0.166808f, 0.518998f, 0.159028f,
365 0.502799f, 0.166857f, 0.499851f, 0.158434f, 0.518981f, 0.151749f, 0.518998f, 0.159028f,
366 0.518998f, 0.159028f, 0.535214f, 0.166808f, 0.531131f, 0.171631f, 0.519016f, 0.165599f,
367 0.506910f, 0.171667f, 0.502799f, 0.166857f, 0.518998f, 0.159028f, 0.519016f, 0.165599f,
368 0.519132f, 0.185382f, 0.519099f, 0.179457f, 0.528222f, 0.186316f, 0.528757f, 0.191785f,
369 0.509787f, 0.186260f, 0.519099f, 0.179457f, 0.519132f, 0.185382f, 0.509219f, 0.191626f,
370 0.528757f, 0.191785f, 0.528222f, 0.186316f, 0.533528f, 0.184215f, 0.537248f, 0.187577f,
371 0.504547f, 0.184206f, 0.509787f, 0.186260f, 0.509219f, 0.191626f, 0.500890f, 0.187571f,
372 0.537248f, 0.187577f, 0.533528f, 0.184215f, 0.533449f, 0.176739f, 0.537959f, 0.175966f,
373 0.504604f, 0.176791f, 0.504547f, 0.184206f, 0.500890f, 0.187571f, 0.500100f, 0.176033f,
374 0.537959f, 0.175966f, 0.533449f, 0.176739f, 0.531131f, 0.171631f, 0.535214f, 0.166808f,
375 0.506910f, 0.171667f, 0.504604f, 0.176791f, 0.500100f, 0.176033f, 0.502799f, 0.166857f,
376 0.519099f, 0.179457f, 0.533449f, 0.176739f, 0.533528f, 0.184215f, 0.528222f, 0.186316f,
377 0.504547f, 0.184206f, 0.504604f, 0.176791f, 0.519099f, 0.179457f, 0.509787f, 0.186260f,
378 0.519099f, 0.179457f, 0.519016f, 0.165599f, 0.531131f, 0.171631f, 0.533449f, 0.176739f,
379 0.506910f, 0.171667f, 0.519016f, 0.165599f, 0.519099f, 0.179457f, 0.504604f, 0.176791f,
380 0.519841f, 0.200843f, 0.544281f, 0.193366f, 0.553118f, 0.209599f, 0.519760f, 0.248864f,
381 0.485339f, 0.210053f, 0.493996f, 0.193428f, 0.519841f, 0.200843f, 0.519760f, 0.248864f,
382 0.544281f, 0.193366f, 0.548362f, 0.173560f, 0.561572f, 0.167779f, 0.553118f, 0.209599f,
383 0.476363f, 0.167996f, 0.489683f, 0.173693f, 0.493996f, 0.193428f, 0.485339f, 0.210053f,
384 0.548362f, 0.173560f, 0.538112f, 0.158382f, 0.559475f, 0.149319f, 0.561572f, 0.167779f,
385 0.478371f, 0.149447f, 0.499851f, 0.158434f, 0.489683f, 0.173693f, 0.476363f, 0.167996f,
386 0.538112f, 0.158382f, 0.532042f, 0.127713f, 0.555621f, 0.121749f, 0.559475f, 0.149319f,
387 0.482177f, 0.121781f, 0.505828f, 0.127728f, 0.499851f, 0.158434f, 0.478371f, 0.149447f,
388 0.583135f, 0.108495f, 0.596138f, 0.133426f, 0.559475f, 0.149319f, 0.555621f, 0.121749f,
389 0.478371f, 0.149447f, 0.441395f, 0.133592f, 0.454527f, 0.108481f, 0.482177f, 0.121781f,
390 0.596138f, 0.133426f, 0.601169f, 0.147885f, 0.561572f, 0.167779f, 0.559475f, 0.149319f,
391 0.476363f, 0.167996f, 0.436337f, 0.148194f, 0.441395f, 0.133592f, 0.478371f, 0.149447f,
392 0.605512f, 0.165134f, 0.553118f, 0.209599f, 0.561572f, 0.167779f, 0.601169f, 0.147885f,
393 0.476363f, 0.167996f, 0.485339f, 0.210053f, 0.432024f, 0.165644f, 0.436337f, 0.148194f,
394 0.531019f, 0.087431f, 0.518927f, 0.085180f, 0.518925f, 0.083865f, 0.528933f, 0.084957f,
395 0.518925f, 0.083865f, 0.518927f, 0.085180f, 0.506827f, 0.087416f, 0.508915f, 0.084945f,
396 0.531231f, 0.073829f, 0.531019f, 0.087431f, 0.528933f, 0.084957f, 0.529036f, 0.075429f,
397 0.508915f, 0.084945f, 0.506827f, 0.087416f, 0.506626f, 0.073811f, 0.508820f, 0.075415f,
398 0.525483f, 0.068967f, 0.531231f, 0.073829f, 0.529036f, 0.075429f, 0.523751f, 0.070508f,
399 0.508820f, 0.075415f, 0.506626f, 0.073811f, 0.512375f, 0.068956f, 0.514106f, 0.070501f,
400 0.518928f, 0.067899f, 0.525483f, 0.068967f, 0.523751f, 0.070508f, 0.518929f, 0.069468f,
401 0.514106f, 0.070501f, 0.512375f, 0.068956f, 0.518928f, 0.067899f, 0.518929f, 0.069468f,
402 0.518929f, 0.069468f, 0.523751f, 0.070508f, 0.521560f, 0.074970f, 0.518928f, 0.074259f,
403 0.516297f, 0.074966f, 0.514106f, 0.070501f, 0.518929f, 0.069468f, 0.518928f, 0.074259f,
404 0.523751f, 0.070508f, 0.529036f, 0.075429f, 0.524236f, 0.076691f, 0.521560f, 0.074970f,
405 0.513619f, 0.076684f, 0.508820f, 0.075415f, 0.514106f, 0.070501f, 0.516297f, 0.074966f,
406 0.529036f, 0.075429f, 0.528933f, 0.084957f, 0.524601f, 0.079886f, 0.524236f, 0.076691f,
407 0.513252f, 0.079879f, 0.508915f, 0.084945f, 0.508820f, 0.075415f, 0.513619f, 0.076684f,
408 0.528933f, 0.084957f, 0.518925f, 0.083865f, 0.518926f, 0.079331f, 0.524601f, 0.079886f,
409 0.518926f, 0.079331f, 0.518925f, 0.083865f, 0.508915f, 0.084945f, 0.513252f, 0.079879f,
410 0.518926f, 0.079331f, 0.518928f, 0.074259f, 0.521560f, 0.074970f, 0.524601f, 0.079886f,
411 0.516297f, 0.074966f, 0.518928f, 0.074259f, 0.518926f, 0.079331f, 0.513252f, 0.079879f,
412 0.524601f, 0.079886f, 0.521560f, 0.074970f, 0.524236f, 0.076691f, 0.513619f, 0.076684f,
413 0.516297f, 0.074966f, 0.513252f, 0.079879f, 0.556923f, 0.291214f, 0.563905f, 0.272007f,
414 0.571787f, 0.277295f, 0.568351f, 0.292904f, 0.468070f, 0.278617f, 0.475886f, 0.273078f,
415 0.483433f, 0.292249f, 0.471978f, 0.294282f, 0.558527f, 0.316594f, 0.556923f, 0.291214f,
416 0.568351f, 0.292904f, 0.573085f, 0.311386f, 0.471978f, 0.294282f, 0.483433f, 0.292249f,
417 0.482619f, 0.317843f, 0.467790f, 0.313081f, 0.577279f, 0.340156f, 0.558527f, 0.316594f,
418 0.573085f, 0.311386f, 0.584855f, 0.327708f, 0.467790f, 0.313081f, 0.482619f, 0.317843f,
419 0.464579f, 0.342230f, 0.456477f, 0.329961f, 0.563905f, 0.272007f, 0.572941f, 0.258564f,
420 0.580734f, 0.266620f, 0.571787f, 0.277295f, 0.458737f, 0.268049f, 0.466409f, 0.259709f,
421 0.475886f, 0.273078f, 0.468070f, 0.278617f, 0.572941f, 0.258564f, 0.613992f, 0.242662f,
422 0.611720f, 0.255725f, 0.580734f, 0.266620f, 0.427062f, 0.257728f, 0.424464f, 0.244473f,
423 0.466409f, 0.259709f, 0.458737f, 0.268049f, 0.613992f, 0.242662f, 0.639236f, 0.253047f,
424 0.632494f, 0.262853f, 0.611720f, 0.255725f, 0.406068f, 0.265508f, 0.398938f, 0.255633f,
425 0.424464f, 0.244473f, 0.427062f, 0.257728f, 0.639236f, 0.253047f, 0.664101f, 0.277872f,
426 0.653658f, 0.279971f, 0.632494f, 0.262853f, 0.384904f, 0.283634f, 0.374100f, 0.281778f,
427 0.398938f, 0.255633f, 0.406068f, 0.265508f, 0.664101f, 0.277872f, 0.668440f, 0.297958f,
428 0.656064f, 0.297636f, 0.653658f, 0.279971f, 0.383015f, 0.301864f, 0.370304f, 0.302644f,
429 0.374100f, 0.281778f, 0.384904f, 0.283634f, 0.668440f, 0.297958f, 0.662406f, 0.312804f,
430 0.652752f, 0.310186f, 0.656064f, 0.297636f, 0.386858f, 0.314615f, 0.377061f, 0.317685f,
431 0.370304f, 0.302644f, 0.383015f, 0.301864f, 0.662406f, 0.312804f, 0.634472f, 0.332311f,
432 0.629040f, 0.323864f, 0.652752f, 0.310186f, 0.411556f, 0.327673f, 0.406362f, 0.336480f,
433 0.377061f, 0.317685f, 0.386858f, 0.314615f, 0.634472f, 0.332311f, 0.615546f, 0.342005f,
434 0.614408f, 0.331972f, 0.629040f, 0.323864f, 0.426727f, 0.335361f, 0.425972f, 0.345582f,
435 0.406362f, 0.336480f, 0.411556f, 0.327673f, 0.615546f, 0.342005f, 0.599845f, 0.344815f,
436 0.601033f, 0.333624f, 0.614408f, 0.331972f, 0.440344f, 0.336537f, 0.441977f, 0.347815f,
437 0.425972f, 0.345582f, 0.426727f, 0.335361f, 0.599845f, 0.344815f, 0.577279f, 0.340156f,
438 0.584855f, 0.327708f, 0.601033f, 0.333624f, 0.456477f, 0.329961f, 0.464579f, 0.342230f,
439 0.441977f, 0.347815f, 0.440344f, 0.336537f, 0.601033f, 0.333624f, 0.584855f, 0.327708f,
440 0.590644f, 0.321516f, 0.601799f, 0.328453f, 0.450408f, 0.323919f, 0.456477f, 0.329961f,
441 0.440344f, 0.336537f, 0.439372f, 0.331331f, 0.614408f, 0.331972f, 0.601033f, 0.333624f,
442 0.601799f, 0.328453f, 0.613335f, 0.327083f, 0.439372f, 0.331331f, 0.440344f, 0.336537f,
443 0.426727f, 0.335361f, 0.427623f, 0.330358f, 0.629040f, 0.323864f, 0.614408f, 0.331972f,
444 0.613335f, 0.327083f, 0.626851f, 0.320513f, 0.427623f, 0.330358f, 0.426727f, 0.335361f,
445 0.411556f, 0.327673f, 0.413648f, 0.324175f, 0.652752f, 0.310186f, 0.629040f, 0.323864f,
446 0.626851f, 0.320513f, 0.646248f, 0.306421f, 0.413648f, 0.324175f, 0.411556f, 0.327673f,
447 0.386858f, 0.314615f, 0.393381f, 0.310510f, 0.656064f, 0.297636f, 0.652752f, 0.310186f,
448 0.646248f, 0.306421f, 0.649541f, 0.296225f, 0.393381f, 0.310510f, 0.386858f, 0.314615f,
449 0.383015f, 0.301864f, 0.389662f, 0.300183f, 0.653658f, 0.279971f, 0.656064f, 0.297636f,
450 0.649541f, 0.296225f, 0.647785f, 0.283486f, 0.389662f, 0.300183f, 0.383015f, 0.301864f,
451 0.384904f, 0.283634f, 0.391040f, 0.287071f, 0.632494f, 0.262853f, 0.653658f, 0.279971f,
452 0.647785f, 0.283486f, 0.629829f, 0.267263f, 0.391040f, 0.287071f, 0.384904f, 0.283634f,
453 0.406068f, 0.265508f, 0.408893f, 0.269959f, 0.611720f, 0.255725f, 0.632494f, 0.262853f,
454 0.629829f, 0.267263f, 0.612641f, 0.261560f, 0.408893f, 0.269959f, 0.406068f, 0.265508f,
455 0.427062f, 0.257728f, 0.426254f, 0.263693f, 0.580734f, 0.266620f, 0.611720f, 0.255725f,
456 0.612641f, 0.261560f, 0.585166f, 0.270991f, 0.426254f, 0.263693f, 0.427062f, 0.257728f,
457 0.458737f, 0.268049f, 0.454369f, 0.272583f, 0.571787f, 0.277295f, 0.580734f, 0.266620f,
458 0.585166f, 0.270991f, 0.578124f, 0.281900f, 0.454369f, 0.272583f, 0.458737f, 0.268049f,
459 0.468070f, 0.278617f, 0.461798f, 0.283441f, 0.584855f, 0.327708f, 0.573085f, 0.311386f,
460 0.579548f, 0.309340f, 0.590644f, 0.321516f, 0.461204f, 0.311233f, 0.467790f, 0.313081f,
461 0.456477f, 0.329961f, 0.450408f, 0.323919f, 0.573085f, 0.311386f, 0.568351f, 0.292904f,
462 0.577524f, 0.293776f, 0.579548f, 0.309340f, 0.462754f, 0.295432f, 0.471978f, 0.294282f,
463 0.467790f, 0.313081f, 0.461204f, 0.311233f, 0.568351f, 0.292904f, 0.571787f, 0.277295f,
464 0.578124f, 0.281900f, 0.577524f, 0.293776f, 0.461798f, 0.283441f, 0.468070f, 0.278617f,
465 0.471978f, 0.294282f, 0.462754f, 0.295432f, 0.521923f, 0.386009f, 0.553095f, 0.390512f,
466 0.553209f, 0.433063f, 0.523031f, 0.433628f, 0.492809f, 0.434538f, 0.490934f, 0.391862f,
467 0.521923f, 0.386009f, 0.523031f, 0.433628f, 0.553095f, 0.390512f, 0.604826f, 0.397804f,
468 0.609819f, 0.431516f, 0.553209f, 0.433063f, 0.435860f, 0.435740f, 0.439252f, 0.401540f,
469 0.490934f, 0.391862f, 0.492809f, 0.434538f, 0.604826f, 0.397804f, 0.626842f, 0.395792f,
470 0.648174f, 0.419316f, 0.609819f, 0.431516f, 0.396518f, 0.425416f, 0.416915f, 0.400552f,
471 0.439252f, 0.401540f, 0.435860f, 0.435740f, 0.626842f, 0.395792f, 0.662817f, 0.372521f,
472 0.692106f, 0.388274f, 0.648174f, 0.419316f, 0.350292f, 0.396229f, 0.379297f, 0.378686f,
473 0.416915f, 0.400552f, 0.396518f, 0.425416f, 0.662817f, 0.372521f, 0.697446f, 0.332673f,
474 0.726332f, 0.341754f, 0.692106f, 0.388274f, 0.312756f, 0.350588f, 0.341964f, 0.339667f,
475 0.379297f, 0.378686f, 0.350292f, 0.396229f, 0.697446f, 0.332673f, 0.707254f, 0.310054f,
476 0.735879f, 0.312112f, 0.726332f, 0.341754f, 0.301067f, 0.320593f, 0.330721f, 0.316853f,
477 0.341964f, 0.339667f, 0.312756f, 0.350588f, 0.707254f, 0.310054f, 0.715342f, 0.265392f,
478 0.729900f, 0.256393f, 0.735879f, 0.312112f, 0.304876f, 0.261087f, 0.320452f, 0.270303f,
479 0.330721f, 0.316853f, 0.301067f, 0.320593f, 0.715342f, 0.265392f, 0.676379f, 0.233241f,
480 0.698172f, 0.216906f, 0.729900f, 0.256393f, 0.337414f, 0.219179f, 0.360308f, 0.235899f,
481 0.320452f, 0.270303f, 0.304876f, 0.261087f, 0.676379f, 0.233241f, 0.647395f, 0.200502f,
482 0.663103f, 0.190671f, 0.698172f, 0.216906f, 0.373474f, 0.191872f, 0.389677f, 0.201890f,
483 0.360308f, 0.235899f, 0.337414f, 0.219179f, 0.626908f, 0.015608f, 0.649444f, 0.022378f,
484 0.660451f, 0.076084f, 0.621440f, 0.048089f, 0.376796f, 0.075296f, 0.388827f, 0.021586f,
485 0.411318f, 0.015131f, 0.416419f, 0.047631f, 0.567460f, 0.000144f, 0.626908f, 0.015608f,
486 0.621440f, 0.048089f, 0.577206f, 0.032801f, 0.416419f, 0.047631f, 0.411318f, 0.015131f,
487 0.470636f, 0.000144f, 0.460782f, 0.032656f, 0.518922f, 0.024886f, 0.567460f, 0.000144f,
488 0.577206f, 0.032801f, 0.547413f, 0.041724f, 0.460782f, 0.032656f, 0.470636f, 0.000144f,
489 0.518922f, 0.024886f, 0.490511f, 0.041669f, 0.540260f, 0.053805f, 0.518916f, 0.050294f,
490 0.518922f, 0.024886f, 0.547413f, 0.041724f, 0.518922f, 0.024886f, 0.518916f, 0.050294f,
491 0.497626f, 0.053770f, 0.490511f, 0.041669f, 0.551930f, 0.058338f, 0.540260f, 0.053805f,
492 0.547413f, 0.041724f, 0.558059f, 0.053871f, 0.490511f, 0.041669f, 0.497626f, 0.053770f,
493 0.485955f, 0.058273f, 0.479842f, 0.053785f, 0.555073f, 0.061900f, 0.551930f, 0.058338f,
494 0.558059f, 0.053871f, 0.576951f, 0.057998f, 0.479842f, 0.053785f, 0.485955f, 0.058273f,
495 0.482805f, 0.061829f, 0.460920f, 0.057845f, 0.563812f, 0.076586f, 0.555073f, 0.061900f,
496 0.576951f, 0.057998f, 0.611687f, 0.078268f, 0.460920f, 0.057845f, 0.482805f, 0.061829f,
497 0.474014f, 0.076511f, 0.425932f, 0.077985f, 0.576951f, 0.057998f, 0.577206f, 0.032801f,
498 0.621440f, 0.048089f, 0.611687f, 0.078268f, 0.416419f, 0.047631f, 0.460782f, 0.032656f,
499 0.460920f, 0.057845f, 0.425932f, 0.077985f, 0.576951f, 0.057998f, 0.558059f, 0.053871f,
500 0.547413f, 0.041724f, 0.577206f, 0.032801f, 0.490511f, 0.041669f, 0.479842f, 0.053785f,
501 0.460920f, 0.057845f, 0.460782f, 0.032656f, 0.626663f, 0.111357f, 0.611687f, 0.078268f,
502 0.621440f, 0.048089f, 0.660451f, 0.076084f, 0.416419f, 0.047631f, 0.425932f, 0.077985f,
503 0.410618f, 0.111244f, 0.376796f, 0.075296f, 0.583135f, 0.108495f, 0.563812f, 0.076586f,
504 0.611687f, 0.078268f, 0.626663f, 0.111357f, 0.425932f, 0.077985f, 0.474014f, 0.076511f,
505 0.454527f, 0.108481f, 0.410618f, 0.111244f, 0.596138f, 0.133426f, 0.629482f, 0.130456f,
506 0.623495f, 0.146796f, 0.601169f, 0.147885f, 0.413741f, 0.147158f, 0.407648f, 0.130594f,
507 0.441395f, 0.133592f, 0.436337f, 0.148194f, 0.583135f, 0.108495f, 0.626663f, 0.111357f,
508 0.629482f, 0.130456f, 0.596138f, 0.133426f, 0.407648f, 0.130594f, 0.410618f, 0.111244f,
509 0.454527f, 0.108481f, 0.441395f, 0.133592f, 0.605512f, 0.165134f, 0.601169f, 0.147885f,
510 0.623495f, 0.146796f, 0.619303f, 0.159841f, 0.413741f, 0.147158f, 0.436337f, 0.148194f,
511 0.432024f, 0.165644f, 0.418035f, 0.160361f, 0.605512f, 0.165134f, 0.619303f, 0.159841f,
512 0.663103f, 0.190671f, 0.647395f, 0.200502f, 0.373474f, 0.191872f, 0.418035f, 0.160361f,
513 0.432024f, 0.165644f, 0.389677f, 0.201890f, 0.945900f, 0.079569f, 0.886245f, 0.121777f,
514 0.849114f, 0.099732f, 0.891780f, 0.036916f, 0.183115f, 0.092127f, 0.141314f, 0.112482f,
515 0.078961f, 0.060719f, 0.142277f, 0.021467f, 0.891780f, 0.036916f, 0.849114f, 0.099732f,
516 0.788458f, 0.080826f, 0.805584f, 0.010786f, 0.246353f, 0.076510f, 0.183115f, 0.092127f,
517 0.142277f, 0.021467f, 0.232648f, 0.003484f, 0.805584f, 0.010786f, 0.788458f, 0.080826f,
518 0.687018f, 0.077204f, 0.672384f, 0.022201f, 0.349875f, 0.075955f, 0.246353f, 0.076510f,
519 0.232648f, 0.003484f, 0.365979f, 0.020991f, 0.672384f, 0.022201f, 0.687018f, 0.077204f,
520 0.660451f, 0.076084f, 0.649444f, 0.022378f, 0.376796f, 0.075296f, 0.349875f, 0.075955f,
521 0.365979f, 0.020991f, 0.388827f, 0.021586f, 0.626663f, 0.111357f, 0.660451f, 0.076084f,
522 0.687018f, 0.077204f, 0.629482f, 0.130456f, 0.349875f, 0.075955f, 0.376796f, 0.075296f,
523 0.410618f, 0.111244f, 0.407648f, 0.130594f, 0.729900f, 0.256393f, 0.698172f, 0.216906f,
524 0.760215f, 0.193244f, 0.789046f, 0.233323f, 0.271553f, 0.193871f, 0.337414f, 0.219179f,
525 0.304876f, 0.261087f, 0.241255f, 0.236977f, 0.994525f, 0.167705f, 0.909112f, 0.183261f,
526 0.886245f, 0.121777f, 0.945900f, 0.079569f, 0.141314f, 0.112482f, 0.107928f, 0.179083f,
527 0.011829f, 0.155367f, 0.078961f, 0.060719f, 0.911671f, 0.402429f, 0.862868f, 0.338556f,
528 0.894128f, 0.301884f, 0.962901f, 0.344752f, 0.123776f, 0.315519f, 0.160557f, 0.356821f,
529 0.106400f, 0.432652f, 0.043968f, 0.367038f, 0.962901f, 0.344752f, 0.894128f, 0.301884f,
530 0.915360f, 0.259804f, 0.999856f, 0.254640f, 0.098965f, 0.266968f, 0.123776f, 0.315519f,
531 0.043968f, 0.367038f, 0.000144f, 0.259113f, 0.999856f, 0.254640f, 0.915360f, 0.259804f,
532 0.909112f, 0.183261f, 0.994525f, 0.167705f, 0.107928f, 0.179083f, 0.098965f, 0.266968f,
533 0.000144f, 0.259113f, 0.011829f, 0.155367f, 0.749542f, 0.334683f, 0.735879f, 0.312112f,
534 0.766337f, 0.300809f, 0.789162f, 0.313727f, 0.267408f, 0.310142f, 0.301067f, 0.320593f,
535 0.288183f, 0.346496f, 0.242992f, 0.325552f, 0.789162f, 0.313727f, 0.766337f, 0.300809f,
536 0.815314f, 0.276388f, 0.846174f, 0.293397f, 0.213065f, 0.285164f, 0.267408f, 0.310142f,
537 0.242992f, 0.325552f, 0.178537f, 0.304983f, 0.846174f, 0.293397f, 0.815314f, 0.276388f,
538 0.845007f, 0.256352f, 0.873517f, 0.265922f, 0.179662f, 0.263312f, 0.213065f, 0.285164f,
539 0.178537f, 0.304983f, 0.147089f, 0.274284f, 0.873517f, 0.265922f, 0.845007f, 0.256352f,
540 0.859075f, 0.228168f, 0.886999f, 0.233769f, 0.162803f, 0.231720f, 0.179662f, 0.263312f,
541 0.147089f, 0.274284f, 0.131514f, 0.237587f, 0.842355f, 0.195160f, 0.875030f, 0.184705f,
542 0.886999f, 0.233769f, 0.859075f, 0.228168f, 0.131514f, 0.237587f, 0.145224f, 0.182749f,
543 0.176788f, 0.196179f, 0.162803f, 0.231720f, 0.909112f, 0.183261f, 0.915360f, 0.259804f,
544 0.886999f, 0.233769f, 0.875030f, 0.184705f, 0.131514f, 0.237587f, 0.098965f, 0.266968f,
545 0.107928f, 0.179083f, 0.145224f, 0.182749f, 0.915360f, 0.259804f, 0.894128f, 0.301884f,
546 0.873517f, 0.265922f, 0.886999f, 0.233769f, 0.147089f, 0.274284f, 0.123776f, 0.315519f,
547 0.098965f, 0.266968f, 0.131514f, 0.237587f, 0.894128f, 0.301884f, 0.862868f, 0.338556f,
548 0.846174f, 0.293397f, 0.873517f, 0.265922f, 0.178537f, 0.304983f, 0.160557f, 0.356821f,
549 0.123776f, 0.315519f, 0.147089f, 0.274284f, 0.862868f, 0.338556f, 0.794286f, 0.364062f,
550 0.789162f, 0.313727f, 0.846174f, 0.293397f, 0.242992f, 0.325552f, 0.239776f, 0.382592f,
551 0.160557f, 0.356821f, 0.178537f, 0.304983f, 0.770185f, 0.379538f, 0.749542f, 0.334683f,
552 0.789162f, 0.313727f, 0.794286f, 0.364062f, 0.242992f, 0.325552f, 0.288183f, 0.346496f,
553 0.268122f, 0.398737f, 0.239776f, 0.382592f, 0.845499f, 0.449967f, 0.794286f, 0.364062f,
554 0.862868f, 0.338556f, 0.911671f, 0.402429f, 0.160557f, 0.356821f, 0.239776f, 0.382592f,
555 0.185281f, 0.484099f, 0.106400f, 0.432652f, 0.815858f, 0.445381f, 0.770572f, 0.444261f,
556 0.755700f, 0.418603f, 0.770185f, 0.379538f, 0.287033f, 0.442912f, 0.271364f, 0.473316f,
557 0.219260f, 0.477186f, 0.268122f, 0.398737f, 0.815858f, 0.445381f, 0.770185f, 0.379538f,
558 0.794286f, 0.364062f, 0.845499f, 0.449967f, 0.239776f, 0.382592f, 0.268122f, 0.398737f,
559 0.219260f, 0.477186f, 0.185281f, 0.484099f, 0.819845f, 0.468071f, 0.815858f, 0.445381f,
560 0.845499f, 0.449967f, 0.185281f, 0.484099f, 0.219260f, 0.477186f, 0.215894f, 0.503605f,
561 0.735879f, 0.312112f, 0.729900f, 0.256393f, 0.789046f, 0.233323f, 0.766337f, 0.300809f,
562 0.241255f, 0.236977f, 0.304876f, 0.261087f, 0.301067f, 0.320593f, 0.267408f, 0.310142f,
563 0.789046f, 0.233323f, 0.809631f, 0.233887f, 0.815314f, 0.276388f, 0.766337f, 0.300809f,
564 0.213065f, 0.285164f, 0.219168f, 0.237388f, 0.241255f, 0.236977f, 0.267408f, 0.310142f,
565 0.809631f, 0.233887f, 0.829287f, 0.219562f, 0.845007f, 0.256352f, 0.815314f, 0.276388f,
566 0.179662f, 0.263312f, 0.199067f, 0.222464f, 0.219168f, 0.237388f, 0.213065f, 0.285164f,
567 0.842355f, 0.195160f, 0.859075f, 0.228168f, 0.845007f, 0.256352f, 0.829287f, 0.219562f,
568 0.179662f, 0.263312f, 0.162803f, 0.231720f, 0.176788f, 0.196179f, 0.199067f, 0.222464f,
569 0.687018f, 0.077204f, 0.788458f, 0.080826f, 0.786480f, 0.117591f, 0.715482f, 0.139727f,
570 0.246666f, 0.114850f, 0.246353f, 0.076510f, 0.349875f, 0.075955f, 0.319538f, 0.139409f,
571 0.760215f, 0.193244f, 0.715482f, 0.139727f, 0.786480f, 0.117591f, 0.785486f, 0.152330f,
572 0.246666f, 0.114850f, 0.319538f, 0.139409f, 0.271553f, 0.193871f, 0.245969f, 0.151002f,
573 0.698172f, 0.216906f, 0.663103f, 0.190671f, 0.715482f, 0.139727f, 0.760215f, 0.193244f,
574 0.319538f, 0.139409f, 0.373474f, 0.191872f, 0.337414f, 0.219179f, 0.271553f, 0.193871f,
575 0.663103f, 0.190671f, 0.623495f, 0.146796f, 0.629482f, 0.130456f, 0.715482f, 0.139727f,
576 0.407648f, 0.130594f, 0.413741f, 0.147158f, 0.373474f, 0.191872f, 0.319538f, 0.139409f,
577 0.629482f, 0.130456f, 0.687018f, 0.077204f, 0.715482f, 0.139727f, 0.319538f, 0.139409f,
578 0.349875f, 0.075955f, 0.407648f, 0.130594f, 0.663103f, 0.190671f, 0.619303f, 0.159841f,
579 0.623495f, 0.146796f, 0.413741f, 0.147158f, 0.418035f, 0.160361f, 0.373474f, 0.191872f,
580 0.842355f, 0.195160f, 0.837382f, 0.156361f, 0.858171f, 0.137775f, 0.875030f, 0.184705f,
581 0.171653f, 0.132294f, 0.196622f, 0.155241f, 0.176788f, 0.196179f, 0.145224f, 0.182749f,
582 0.909112f, 0.183261f, 0.875030f, 0.184705f, 0.858171f, 0.137775f, 0.886245f, 0.121777f,
583 0.171653f, 0.132294f, 0.145224f, 0.182749f, 0.107928f, 0.179083f, 0.141314f, 0.112482f,
584 0.785486f, 0.152330f, 0.786480f, 0.117591f, 0.858171f, 0.137775f, 0.837382f, 0.156361f,
585 0.171653f, 0.132294f, 0.246666f, 0.114850f, 0.245969f, 0.151002f, 0.196622f, 0.155241f,
586 0.788458f, 0.080826f, 0.849114f, 0.099732f, 0.858171f, 0.137775f, 0.786480f, 0.117591f,
587 0.171653f, 0.132294f, 0.183115f, 0.092127f, 0.246353f, 0.076510f, 0.246666f, 0.114850f,
588 0.886245f, 0.121777f, 0.858171f, 0.137775f, 0.849114f, 0.099732f, 0.183115f, 0.092127f,
589 0.171653f, 0.132294f, 0.141314f, 0.112482f, 0.506166f, 0.904851f, 0.432388f, 0.894943f,
590 0.438797f, 0.870229f, 0.491058f, 0.881714f, 0.315867f, 0.868209f, 0.321637f, 0.893225f,
591 0.247207f, 0.901159f, 0.263032f, 0.878321f, 0.506166f, 0.904851f, 0.491058f, 0.881714f,
592 0.572792f, 0.860484f, 0.604825f, 0.879946f, 0.181486f, 0.854693f, 0.263032f, 0.878321f,
593 0.247207f, 0.901159f, 0.148729f, 0.873349f, 0.604825f, 0.879946f, 0.572792f, 0.860484f,
594 0.586396f, 0.793977f, 0.619962f, 0.791615f, 0.169745f, 0.787474f, 0.181486f, 0.854693f,
595 0.148729f, 0.873349f, 0.136063f, 0.784093f, 0.619962f, 0.791615f, 0.586396f, 0.793977f,
596 0.549027f, 0.746412f, 0.563786f, 0.739211f, 0.208656f, 0.740879f, 0.169745f, 0.787474f,
597 0.136063f, 0.784093f, 0.194086f, 0.733241f, 0.563786f, 0.739211f, 0.549027f, 0.746412f,
598 0.500314f, 0.711729f, 0.508270f, 0.697693f, 0.258399f, 0.707497f, 0.208656f, 0.740879f,
599 0.194086f, 0.733241f, 0.250811f, 0.693249f, 0.508270f, 0.697693f, 0.500314f, 0.711729f,
600 0.438641f, 0.680683f, 0.434803f, 0.658882f, 0.320962f, 0.677959f, 0.258399f, 0.707497f,
601 0.250811f, 0.693249f, 0.325318f, 0.656224f, 0.500314f, 0.711729f, 0.505666f, 0.730944f,
602 0.452955f, 0.700023f, 0.438641f, 0.680683f, 0.306136f, 0.696976f, 0.252524f, 0.726592f,
603 0.258399f, 0.707497f, 0.320962f, 0.677959f, 0.549027f, 0.746412f, 0.542850f, 0.755753f,
604 0.505666f, 0.730944f, 0.500314f, 0.711729f, 0.252524f, 0.726592f, 0.214575f, 0.750414f,
605 0.208656f, 0.740879f, 0.258399f, 0.707497f, 0.586396f, 0.793977f, 0.568148f, 0.787367f,
606 0.542850f, 0.755753f, 0.549027f, 0.746412f, 0.214575f, 0.750414f, 0.188269f, 0.781375f,
607 0.169745f, 0.787474f, 0.208656f, 0.740879f, 0.572792f, 0.860484f, 0.555495f, 0.826352f,
608 0.568148f, 0.787367f, 0.586396f, 0.793977f, 0.188269f, 0.781375f, 0.199850f, 0.820889f,
609 0.181486f, 0.854693f, 0.169745f, 0.787474f, 0.491058f, 0.881714f, 0.501231f, 0.844356f,
610 0.555495f, 0.826352f, 0.572792f, 0.860484f, 0.199850f, 0.820889f, 0.253846f, 0.840502f,
611 0.263032f, 0.878321f, 0.181486f, 0.854693f, 0.491058f, 0.881714f, 0.438797f, 0.870229f,
612 0.457832f, 0.840040f, 0.501231f, 0.844356f, 0.297562f, 0.837358f, 0.315867f, 0.868209f,
613 0.263032f, 0.878321f, 0.253846f, 0.840502f, 0.760215f, 0.193244f, 0.785486f, 0.152330f,
614 0.796021f, 0.176969f, 0.783193f, 0.187449f, 0.233625f, 0.175620f, 0.245969f, 0.151002f,
615 0.271553f, 0.193871f, 0.246955f, 0.187075f, 0.391039f, 0.611891f, 0.434803f, 0.658882f,
616 0.438641f, 0.680683f, 0.394766f, 0.686125f, 0.320962f, 0.677959f, 0.325318f, 0.656224f,
617 0.369913f, 0.610196f, 0.364838f, 0.684445f, 0.789046f, 0.233323f, 0.760215f, 0.193244f,
618 0.783193f, 0.187449f, 0.809631f, 0.233887f, 0.246955f, 0.187075f, 0.271553f, 0.193871f,
619 0.241255f, 0.236977f, 0.219168f, 0.237388f, 0.391747f, 0.862097f, 0.401605f, 0.841460f,
620 0.438797f, 0.870229f, 0.432388f, 0.894943f, 0.315867f, 0.868209f, 0.354026f, 0.840297f,
621 0.363377f, 0.861308f, 0.321637f, 0.893225f, 0.438641f, 0.680683f, 0.452955f, 0.700023f,
622 0.435018f, 0.718280f, 0.394766f, 0.686125f, 0.323658f, 0.715731f, 0.306136f, 0.696976f,
623 0.320962f, 0.677959f, 0.364838f, 0.684445f, 0.433669f, 0.729661f, 0.384658f, 0.710299f,
624 0.394766f, 0.686125f, 0.435018f, 0.718280f, 0.364838f, 0.684445f, 0.374400f, 0.708969f,
625 0.324726f, 0.727177f, 0.323658f, 0.715731f, 0.410995f, 0.747662f, 0.384658f, 0.710299f,
626 0.433669f, 0.729661f, 0.427812f, 0.742828f, 0.324726f, 0.727177f, 0.374400f, 0.708969f,
627 0.347028f, 0.745816f, 0.330270f, 0.740536f, 0.418086f, 0.784946f, 0.384657f, 0.795423f,
628 0.384658f, 0.710299f, 0.410995f, 0.747662f, 0.374400f, 0.708969f, 0.372270f, 0.794472f,
629 0.338952f, 0.783073f, 0.347028f, 0.745816f, 0.401605f, 0.841460f, 0.384657f, 0.795423f,
630 0.418086f, 0.784946f, 0.431333f, 0.817535f, 0.338952f, 0.783073f, 0.372270f, 0.794472f,
631 0.354026f, 0.840297f, 0.324790f, 0.815460f, 0.438797f, 0.870229f, 0.401605f, 0.841460f,
632 0.431333f, 0.817535f, 0.457832f, 0.840040f, 0.324790f, 0.815460f, 0.354026f, 0.840297f,
633 0.315867f, 0.868209f, 0.297562f, 0.837358f, 0.809631f, 0.233887f, 0.816266f, 0.203086f,
634 0.825107f, 0.209762f, 0.829287f, 0.219562f, 0.199767f, 0.214827f, 0.209828f, 0.206161f,
635 0.219168f, 0.237388f, 0.199067f, 0.222464f, 0.809631f, 0.233887f, 0.783193f, 0.187449f,
636 0.802192f, 0.184609f, 0.816266f, 0.203086f, 0.226485f, 0.183086f, 0.246955f, 0.187075f,
637 0.219168f, 0.237388f, 0.209828f, 0.206161f, 0.783193f, 0.187449f, 0.796021f, 0.176969f,
638 0.802192f, 0.184609f, 0.226485f, 0.183086f, 0.233625f, 0.175620f, 0.246955f, 0.187075f,
639 0.457832f, 0.840040f, 0.431333f, 0.817535f, 0.448505f, 0.804621f, 0.473386f, 0.824700f,
640 0.307886f, 0.802031f, 0.324790f, 0.815460f, 0.297562f, 0.837358f, 0.282357f, 0.821525f,
641 0.431333f, 0.817535f, 0.418086f, 0.784946f, 0.435868f, 0.779569f, 0.448505f, 0.804621f,
642 0.321237f, 0.777208f, 0.338952f, 0.783073f, 0.324790f, 0.815460f, 0.307886f, 0.802031f,
643 0.418086f, 0.784946f, 0.410995f, 0.747662f, 0.423718f, 0.754191f, 0.435868f, 0.779569f,
644 0.334089f, 0.752045f, 0.347028f, 0.745816f, 0.338952f, 0.783073f, 0.321237f, 0.777208f,
645 0.410995f, 0.747662f, 0.427812f, 0.742828f, 0.437950f, 0.749777f, 0.423718f, 0.754191f,
646 0.319919f, 0.747250f, 0.330270f, 0.740536f, 0.347028f, 0.745816f, 0.334089f, 0.752045f,
647 0.427812f, 0.742828f, 0.433669f, 0.729661f, 0.445392f, 0.731997f, 0.437950f, 0.749777f,
648 0.312907f, 0.729222f, 0.324726f, 0.727177f, 0.330270f, 0.740536f, 0.319919f, 0.747250f,
649 0.433669f, 0.729661f, 0.435018f, 0.718280f, 0.440995f, 0.724383f, 0.445392f, 0.731997f,
650 0.317510f, 0.721697f, 0.323658f, 0.715731f, 0.324726f, 0.727177f, 0.312907f, 0.729222f,
651 0.435018f, 0.718280f, 0.452955f, 0.700023f, 0.455277f, 0.713731f, 0.440995f, 0.724383f,
652 0.303460f, 0.710657f, 0.306136f, 0.696976f, 0.323658f, 0.715731f, 0.317510f, 0.721697f,
653 0.501231f, 0.844356f, 0.457832f, 0.840040f, 0.473386f, 0.824700f, 0.512485f, 0.828811f,
654 0.282357f, 0.821525f, 0.297562f, 0.837358f, 0.253846f, 0.840502f, 0.242975f, 0.824574f,
655 0.555495f, 0.826352f, 0.501231f, 0.844356f, 0.512485f, 0.828811f, 0.550942f, 0.811814f,
656 0.242975f, 0.824574f, 0.253846f, 0.840502f, 0.199850f, 0.820889f, 0.204839f, 0.806417f,
657 0.568148f, 0.787367f, 0.555495f, 0.826352f, 0.550942f, 0.811814f, 0.552139f, 0.787682f,
658 0.204839f, 0.806417f, 0.199850f, 0.820889f, 0.188269f, 0.781375f, 0.204331f, 0.782156f,
659 0.542850f, 0.755753f, 0.568148f, 0.787367f, 0.552139f, 0.787682f, 0.539407f, 0.764539f,
660 0.204331f, 0.782156f, 0.188269f, 0.781375f, 0.214575f, 0.750414f, 0.217774f, 0.759319f,
661 0.505666f, 0.730944f, 0.542850f, 0.755753f, 0.539407f, 0.764539f, 0.508439f, 0.743135f,
662 0.217774f, 0.759319f, 0.214575f, 0.750414f, 0.252524f, 0.726592f, 0.249419f, 0.738732f,
663 0.452955f, 0.700023f, 0.505666f, 0.730944f, 0.508439f, 0.743135f, 0.455277f, 0.713731f,
664 0.249419f, 0.738732f, 0.252524f, 0.726592f, 0.306136f, 0.696976f, 0.303460f, 0.710657f,
665 0.437950f, 0.749777f, 0.445392f, 0.731997f, 0.470841f, 0.748408f, 0.454776f, 0.761665f,
666 0.286960f, 0.745020f, 0.312907f, 0.729222f, 0.319919f, 0.747250f, 0.302729f, 0.758742f,
667 0.454776f, 0.761665f, 0.470841f, 0.748408f, 0.488870f, 0.770464f, 0.475403f, 0.783904f,
668 0.268291f, 0.766661f, 0.286960f, 0.745020f, 0.302729f, 0.758742f, 0.281439f, 0.780511f,
669 0.475403f, 0.783904f, 0.488870f, 0.770464f, 0.503673f, 0.787562f, 0.494476f, 0.802470f,
670 0.252972f, 0.783410f, 0.268291f, 0.766661f, 0.281439f, 0.780511f, 0.261790f, 0.798626f,
671 0.494476f, 0.802470f, 0.503673f, 0.787562f, 0.518562f, 0.791602f, 0.516802f, 0.807339f,
672 0.237920f, 0.787045f, 0.252972f, 0.783410f, 0.261790f, 0.798626f, 0.239243f, 0.802891f,
673 0.512485f, 0.828811f, 0.473386f, 0.824700f, 0.494476f, 0.802470f, 0.516802f, 0.807339f,
674 0.261790f, 0.798626f, 0.282357f, 0.821525f, 0.242975f, 0.824574f, 0.239243f, 0.802891f,
675 0.448505f, 0.804621f, 0.475403f, 0.783904f, 0.494476f, 0.802470f, 0.473386f, 0.824700f,
676 0.261790f, 0.798626f, 0.281439f, 0.780511f, 0.307886f, 0.802031f, 0.282357f, 0.821525f,
677 0.448505f, 0.804621f, 0.435868f, 0.779569f, 0.454776f, 0.761665f, 0.475403f, 0.783904f,
678 0.302729f, 0.758742f, 0.321237f, 0.777208f, 0.307886f, 0.802031f, 0.281439f, 0.780511f,
679 0.437950f, 0.749777f, 0.454776f, 0.761665f, 0.435868f, 0.779569f, 0.423718f, 0.754191f,
680 0.321237f, 0.777208f, 0.302729f, 0.758742f, 0.319919f, 0.747250f, 0.334089f, 0.752045f,
681 0.440995f, 0.724383f, 0.455277f, 0.713731f, 0.470841f, 0.748408f, 0.445392f, 0.731997f,
682 0.286960f, 0.745020f, 0.303460f, 0.710657f, 0.317510f, 0.721697f, 0.312907f, 0.729222f,
683 0.508439f, 0.743135f, 0.488870f, 0.770464f, 0.470841f, 0.748408f, 0.455277f, 0.713731f,
684 0.286960f, 0.745020f, 0.268291f, 0.766661f, 0.249419f, 0.738732f, 0.303460f, 0.710657f,
685 0.539407f, 0.764539f, 0.503673f, 0.787562f, 0.488870f, 0.770464f, 0.508439f, 0.743135f,
686 0.268291f, 0.766661f, 0.252972f, 0.783410f, 0.217774f, 0.759319f, 0.249419f, 0.738732f,
687 0.552139f, 0.787682f, 0.518562f, 0.791602f, 0.503673f, 0.787562f, 0.539407f, 0.764539f,
688 0.252972f, 0.783410f, 0.237920f, 0.787045f, 0.204331f, 0.782156f, 0.217774f, 0.759319f,
689 0.550942f, 0.811814f, 0.516802f, 0.807339f, 0.518562f, 0.791602f, 0.552139f, 0.787682f,
690 0.237920f, 0.787045f, 0.239243f, 0.802891f, 0.204839f, 0.806417f, 0.204331f, 0.782156f,
691 0.512485f, 0.828811f, 0.516802f, 0.807339f, 0.550942f, 0.811814f, 0.204839f, 0.806417f,
692 0.239243f, 0.802891f, 0.242975f, 0.824574f, 0.508270f, 0.697693f, 0.434803f, 0.658882f,
693 0.484068f, 0.628776f, 0.543385f, 0.683538f, 0.276936f, 0.625067f, 0.325318f, 0.656224f,
694 0.250811f, 0.693249f, 0.216123f, 0.678120f, 0.563786f, 0.739211f, 0.508270f, 0.697693f,
695 0.543385f, 0.683538f, 0.581052f, 0.726933f, 0.216123f, 0.678120f, 0.250811f, 0.693249f,
696 0.194086f, 0.733241f, 0.177176f, 0.720426f, 0.619962f, 0.791615f, 0.563786f, 0.739211f,
697 0.581052f, 0.726933f, 0.616701f, 0.759965f, 0.177176f, 0.720426f, 0.194086f, 0.733241f,
698 0.136063f, 0.784093f, 0.140379f, 0.752377f, 0.707492f, 0.759884f, 0.619962f, 0.791615f,
699 0.616701f, 0.759965f, 0.660647f, 0.741167f, 0.140379f, 0.752377f, 0.136063f, 0.784093f,
700 0.049526f, 0.748824f, 0.097038f, 0.732052f, 0.745511f, 0.652100f, 0.707492f, 0.759884f,
701 0.660647f, 0.741167f, 0.677256f, 0.670436f, 0.097038f, 0.732052f, 0.049526f, 0.748824f,
702 0.019409f, 0.639749f, 0.083564f, 0.662038f, 0.740843f, 0.572428f, 0.745511f, 0.652100f,
703 0.677256f, 0.670436f, 0.671403f, 0.592656f, 0.083564f, 0.662038f, 0.019409f, 0.639749f,
704 0.033664f, 0.564403f, 0.092820f, 0.589862f, 0.677256f, 0.670436f, 0.543385f, 0.683538f,
705 0.484068f, 0.628776f, 0.671403f, 0.592656f, 0.276936f, 0.625067f, 0.216123f, 0.678120f,
706 0.083564f, 0.662038f, 0.092820f, 0.589862f, 0.677256f, 0.670436f, 0.660647f, 0.741167f,
707 0.581052f, 0.726933f, 0.543385f, 0.683538f, 0.177176f, 0.720426f, 0.097038f, 0.732052f,
708 0.083564f, 0.662038f, 0.216123f, 0.678120f, 0.660647f, 0.741167f, 0.616701f, 0.759965f,
709 0.581052f, 0.726933f, 0.177176f, 0.720426f, 0.140379f, 0.752377f, 0.097038f, 0.732052f,
710 0.842355f, 0.195160f, 0.829287f, 0.219562f, 0.834578f, 0.206879f, 0.834705f, 0.206959f,
711 0.033664f, 0.564403f, 0.051216f, 0.522659f, 0.145041f, 0.562595f, 0.092820f, 0.589862f,
712 0.620420f, 0.565675f, 0.671403f, 0.592656f, 0.484068f, 0.628776f, 0.498072f, 0.552315f,
713 0.276936f, 0.625067f, 0.092820f, 0.589862f, 0.145041f, 0.562595f, 0.264218f, 0.550140f,
714 0.391039f, 0.611891f, 0.498072f, 0.552315f, 0.484068f, 0.628776f, 0.434803f, 0.658882f,
715 0.276936f, 0.625067f, 0.264218f, 0.550140f, 0.369913f, 0.610196f, 0.325318f, 0.656224f,
733 const float xtot_inv2 = 2.0f / (xtot);
734 const float ytot_inv2 = 2.0f / (ytot);
743 float vec[3], tvec[3];
754 for (
y = 0;
y <= ytot;
y++) {
755 vec[1] = ((
y * ytot_inv2) - 1.0f) * dia;
756 for (
x = 0;
x <= xtot;
x++) {
757 vec[0] = ((
x * xtot_inv2) - 1.0f) * dia;
765 #define XY(_x, _y) ((_x) + ((_y) * (xtot + 1)))
767 for (
y = 1;
y <= ytot;
y++) {
768 for (
x = 1;
x <= xtot;
x++) {
771 vquad[0] = varr[
XY(
x - 1,
y - 1)];
772 vquad[1] = varr[
XY(
x,
y - 1)];
773 vquad[2] = varr[
XY(
x,
y)];
774 vquad[3] = varr[
XY(
x - 1,
y)];
799 const uint x_segments,
800 const uint y_segments,
802 const int cd_loop_uv_offset)
808 const float dx = 1.0f / (
float)(x_segments);
809 const float dy = 1.0f / (
float)(y_segments);
810 const float dx_wrap = 1.0 - (dx / 2.0f);
826 switch (loop_index) {
868 const float axis[3] = {0, 0, 1};
869 float vec[3], mat[4][4], cmat[3][3];
878 for (
a = 0;
a <= tot;
a++) {
881 const float phi =
M_PI * ((
double)
a / (
double)tot);
884 vec[1] = dia *
sinf(phi);
885 vec[2] = dia *
cosf(phi);
900 for (
a = 0;
a < seg;
a++) {
912 BMO_op_callf(
bm, op->
flag,
"rotate cent=%v matrix=%m3 verts=%S", vec, cmat, &bmop,
"geom.out");
922 float len, len2, vec2[3];
924 len = 2 * dia *
sinf(phid / 2.0f);
927 vec[0] = dia *
sinf(phid);
929 vec[2] = dia *
cosf(phid);
977 const float dia_div = dia / 200.0f;
988 float vec[3], mat[4][4] ;
996 for (
a = 0;
a < 12;
a++) {
1006 for (
a = 0;
a < 20;
a++) {
1039 "subdivide_edges edges=%fe "
1042 "use_grid_fill=%b use_sphere=%b",
1045 (1 << (subdiv - 1)) - 1,
1071 int loop_index, loop_index_max_x;
1077 float avgx = 0.0f, avgy = 0.0f;
1080 avgx +=
l->
v->
co[0];
1081 avgy +=
l->
v->
co[1];
1089 float x =
l->
v->
co[0];
1090 float y =
l->
v->
co[1];
1091 float z =
l->
v->
co[2];
1097 theta =
atan2f(avgy, avgx);
1104 if (
fabsf(theta - (
float)
M_PI) < 0.0001f) {
1112 uvs[loop_index] = luv->
uv;
1116 loop_index_max_x = 0;
1117 for (loop_index = 1; loop_index < f->
len; loop_index++) {
1118 if (uvs[loop_index][0] > uvs[loop_index_max_x][0]) {
1119 loop_index_max_x = loop_index;
1123 for (loop_index = 0; loop_index < f->
len; loop_index++) {
1124 if (loop_index != loop_index_max_x) {
1125 dx = uvs[loop_index_max_x][0] - uvs[loop_index][0];
1127 uvs[loop_index][0] += 1.0f;
1165 if (luv->
uv[0] < minx) {
1197 v[0] = (
monkeyv[i][0] + 127) / 128.0;
1204 if (
fabsf(
v[0] = -
v[0]) < 0.001f) {
1274 float vec[3], mat[4][4];
1291 for (
a = 0;
a < segs;
a++) {
1295 const float phi = (2.0 *
M_PI) * ((
double)
a / (
double)segs);
1296 vec[0] = -radius *
sinf(phi);
1297 vec[1] = radius *
cosf(phi);
1308 if (
a && cap_ends) {
1355 BMesh *
bm,
float mat[4][4],
const float radius,
const short oflag,
const int cd_loop_uv_offset)
1361 const float uv_scale = 0.5f / radius;
1362 const float uv_center = 0.5f;
1364 float inv_mat[4][4];
1384 luv->
uv[0] = uv_center + uv_scale * uv_vco[0];
1385 luv->
uv[1] = uv_center + uv_scale * uv_vco[1];
1394 float vec[3], mat[4][4];
1412 vec[0] = vec[1] = 0.0f;
1413 vec[2] = -depth_half;
1418 vec[0] = vec[1] = 0.0f;
1419 vec[2] = depth_half;
1428 const int side_faces_len = segs - 1;
1429 BMFace **side_faces =
MEM_mallocN(
sizeof(*side_faces) * side_faces_len, __func__);
1431 for (
int i = 0; i < segs; i++) {
1433 const float phi = (2.0 *
M_PI) * ((
double)i / (
double)segs);
1435 vec[0] = dia1 *
sinf(phi);
1436 vec[1] = dia1 *
cosf(phi);
1437 vec[2] = -depth_half;
1441 vec[0] = dia2 *
sinf(phi);
1442 vec[1] = dia2 *
cosf(phi);
1443 vec[2] = depth_half;
1469 side_faces[i - 1] = f;
1508 for (
int i = 0; i < side_faces_len; i++) {
1520 for (
int i = 0; i < side_faces_len; i++) {
1531 if (side_faces !=
NULL) {
1551 const float radius_top,
1552 const float radius_bottom,
1554 const bool cap_ends,
1556 const int cd_loop_uv_offset)
1562 const float uv_width = 1.0f / (
float)segments;
1563 const float uv_height = cap_ends ? 0.5f : 1.0f;
1568 const float uv_center_y = cap_ends ? 0.25f : 0.5f;
1569 const float uv_center_x_top = cap_ends ? 0.25f : 0.5f;
1570 const float uv_center_x_bottom = cap_ends ? 0.75f : 0.5f;
1571 const float uv_radius = cap_ends ? 0.24f : 0.5f;
1574 const float uv_scale_top = (radius_top != 0.0f) ?
1575 (uv_radius / radius_top) :
1576 ((radius_bottom != 0.0f) ? (uv_radius / radius_bottom) :
1578 const float uv_scale_bottom = (radius_bottom != 0.0f) ? (uv_radius / radius_bottom) :
1581 float local_up[3] = {0.0f, 0.0f, 1.0f};
1584 float inv_mat[4][4];
1597 y = 1.0f - uv_height;
1604 if (f->
len == 4 && radius_top && radius_bottom) {
1609 switch (loop_index) {
1642 luv->
uv[0] = uv_center_x_top + uv_vco[0] * uv_scale_top;
1643 luv->
uv[1] = uv_center_y + uv_vco[1] * uv_scale_top;
1646 luv->
uv[0] = uv_center_x_bottom + uv_vco[0] * uv_scale_bottom;
1647 luv->
uv[1] = uv_center_y + uv_vco[1] * uv_scale_bottom;
1664 const char faces[6][4] = {
1680 for (
int x = -1;
x < 2;
x += 2) {
1681 for (
int y = -1;
y < 2;
y += 2) {
1682 for (
int z = -1;
z < 2;
z += 2) {
1683 float vec[3] = {(
float)
x * off, (
float)
y * off, (
float)
z * off};
1728 const float width = 0.25f;
1750 switch (loop_index) {
1768 if (
y >= 0.75f &&
x > 0.125f) {
1772 else if (
x <= 0.125f) {
typedef float(TangentPoint)[2]
CustomData interface, see also DNA_customdata_types.h.
int CustomData_get_offset(const struct CustomData *data, int type)
MINLINE float saacos(float fac)
MINLINE float min_ff(float a, float b)
MINLINE int max_ii(int a, int b)
void mul_mat3_m4_v3(const float M[4][4], float r[3])
bool invert_m4_m4(float R[4][4], const float A[4][4])
void mul_m4_v3(const float M[4][4], float r[3])
void mul_v3_m4v3(float r[3], const float M[4][4], const float v[3])
void mul_v3_m3v3(float r[3], const float M[3][3], const float a[3])
void axis_angle_to_mat3(float R[3][3], const float axis[3], const float angle)
MINLINE float len_v3v3(const float a[3], const float b[3]) ATTR_WARN_UNUSED_RESULT
MINLINE float normalize_v3(float r[3])
MINLINE void copy_v3_v3(float r[3], const float a[3])
MINLINE float dot_v3v3(const float a[3], const float b[3]) ATTR_WARN_UNUSED_RESULT
MINLINE void zero_v3(float r[3])
MINLINE float len_v3(const float a[3]) ATTR_WARN_UNUSED_RESULT
typedef double(DMatrix)[4][4]
_GL_VOID GLfloat value _GL_VOID_RET _GL_VOID const GLuint GLboolean *residences _GL_BOOL_RET _GL_VOID GLsizei GLfloat GLfloat GLfloat GLfloat const GLubyte *bitmap _GL_VOID_RET _GL_VOID GLenum const void *lists _GL_VOID_RET _GL_VOID const GLdouble *equation _GL_VOID_RET _GL_VOID GLdouble GLdouble blue _GL_VOID_RET _GL_VOID GLfloat GLfloat blue _GL_VOID_RET _GL_VOID GLint GLint blue _GL_VOID_RET _GL_VOID GLshort GLshort blue _GL_VOID_RET _GL_VOID GLubyte GLubyte blue _GL_VOID_RET _GL_VOID GLuint GLuint blue _GL_VOID_RET _GL_VOID GLushort GLushort blue _GL_VOID_RET _GL_VOID GLbyte GLbyte GLbyte alpha _GL_VOID_RET _GL_VOID GLdouble GLdouble GLdouble alpha _GL_VOID_RET _GL_VOID GLfloat GLfloat GLfloat alpha _GL_VOID_RET _GL_VOID GLint GLint GLint alpha _GL_VOID_RET _GL_VOID GLshort GLshort GLshort alpha _GL_VOID_RET _GL_VOID GLubyte GLubyte GLubyte alpha _GL_VOID_RET _GL_VOID GLuint GLuint GLuint alpha _GL_VOID_RET _GL_VOID GLushort GLushort GLushort alpha _GL_VOID_RET _GL_VOID GLenum mode _GL_VOID_RET _GL_VOID GLint GLsizei GLsizei GLenum type _GL_VOID_RET _GL_VOID GLsizei GLenum GLenum const void *pixels _GL_VOID_RET _GL_VOID const void *pointer _GL_VOID_RET _GL_VOID GLdouble v _GL_VOID_RET _GL_VOID GLfloat v _GL_VOID_RET _GL_VOID GLint GLint i2 _GL_VOID_RET _GL_VOID GLint j _GL_VOID_RET _GL_VOID GLfloat param _GL_VOID_RET _GL_VOID GLint param _GL_VOID_RET _GL_VOID GLdouble GLdouble GLdouble GLdouble GLdouble zFar _GL_VOID_RET _GL_UINT GLdouble *equation _GL_VOID_RET _GL_VOID GLenum GLint *params _GL_VOID_RET _GL_VOID GLenum GLfloat *v _GL_VOID_RET _GL_VOID GLenum GLfloat *params _GL_VOID_RET _GL_VOID GLfloat *values _GL_VOID_RET _GL_VOID GLushort *values _GL_VOID_RET _GL_VOID GLenum GLfloat *params _GL_VOID_RET _GL_VOID GLenum GLdouble *params _GL_VOID_RET _GL_VOID GLenum GLint *params _GL_VOID_RET _GL_VOID GLsizei const void *pointer _GL_VOID_RET _GL_VOID GLsizei const void *pointer _GL_VOID_RET _GL_BOOL GLfloat param _GL_VOID_RET _GL_VOID GLint param _GL_VOID_RET _GL_VOID GLenum GLfloat param _GL_VOID_RET _GL_VOID GLenum GLint param _GL_VOID_RET _GL_VOID GLushort pattern _GL_VOID_RET _GL_VOID GLdouble GLdouble GLint GLint const GLdouble *points _GL_VOID_RET _GL_VOID GLdouble GLdouble GLint GLint GLdouble GLdouble GLint GLint const GLdouble *points _GL_VOID_RET _GL_VOID GLdouble GLdouble u2 _GL_VOID_RET _GL_VOID GLdouble GLdouble GLint GLdouble GLdouble v2 _GL_VOID_RET _GL_VOID GLenum GLfloat param _GL_VOID_RET _GL_VOID GLenum GLint param _GL_VOID_RET _GL_VOID GLenum mode _GL_VOID_RET _GL_VOID GLdouble GLdouble nz _GL_VOID_RET _GL_VOID GLfloat GLfloat nz _GL_VOID_RET _GL_VOID GLint GLint nz _GL_VOID_RET _GL_VOID GLshort GLshort nz _GL_VOID_RET _GL_VOID GLsizei const void *pointer _GL_VOID_RET _GL_VOID GLsizei const GLfloat *values _GL_VOID_RET _GL_VOID GLsizei const GLushort *values _GL_VOID_RET _GL_VOID GLint param _GL_VOID_RET _GL_VOID const GLuint const GLclampf *priorities _GL_VOID_RET _GL_VOID GLdouble y _GL_VOID_RET _GL_VOID GLfloat y _GL_VOID_RET _GL_VOID GLint y _GL_VOID_RET _GL_VOID GLshort y _GL_VOID_RET _GL_VOID GLdouble GLdouble z _GL_VOID_RET _GL_VOID GLfloat GLfloat z _GL_VOID_RET _GL_VOID GLint GLint z _GL_VOID_RET _GL_VOID GLshort GLshort z _GL_VOID_RET _GL_VOID GLdouble GLdouble z
_GL_VOID GLfloat value _GL_VOID_RET _GL_VOID const GLuint GLboolean *residences _GL_BOOL_RET _GL_VOID GLsizei GLfloat GLfloat GLfloat GLfloat const GLubyte *bitmap _GL_VOID_RET _GL_VOID GLenum const void *lists _GL_VOID_RET _GL_VOID const GLdouble *equation _GL_VOID_RET _GL_VOID GLdouble GLdouble blue _GL_VOID_RET _GL_VOID GLfloat GLfloat blue _GL_VOID_RET _GL_VOID GLint GLint blue _GL_VOID_RET _GL_VOID GLshort GLshort blue _GL_VOID_RET _GL_VOID GLubyte GLubyte blue _GL_VOID_RET _GL_VOID GLuint GLuint blue _GL_VOID_RET _GL_VOID GLushort GLushort blue _GL_VOID_RET _GL_VOID GLbyte GLbyte GLbyte alpha _GL_VOID_RET _GL_VOID GLdouble GLdouble GLdouble alpha _GL_VOID_RET _GL_VOID GLfloat GLfloat GLfloat alpha _GL_VOID_RET _GL_VOID GLint GLint GLint alpha _GL_VOID_RET _GL_VOID GLshort GLshort GLshort alpha _GL_VOID_RET _GL_VOID GLubyte GLubyte GLubyte alpha _GL_VOID_RET _GL_VOID GLuint GLuint GLuint alpha _GL_VOID_RET _GL_VOID GLushort GLushort GLushort alpha _GL_VOID_RET _GL_VOID GLenum mode _GL_VOID_RET _GL_VOID GLint GLsizei width
_GL_VOID GLfloat value _GL_VOID_RET _GL_VOID const GLuint GLboolean *residences _GL_BOOL_RET _GL_VOID GLsizei GLfloat GLfloat GLfloat GLfloat const GLubyte *bitmap _GL_VOID_RET _GL_VOID GLenum const void *lists _GL_VOID_RET _GL_VOID const GLdouble *equation _GL_VOID_RET _GL_VOID GLdouble GLdouble blue _GL_VOID_RET _GL_VOID GLfloat GLfloat blue _GL_VOID_RET _GL_VOID GLint GLint blue _GL_VOID_RET _GL_VOID GLshort GLshort blue _GL_VOID_RET _GL_VOID GLubyte GLubyte blue _GL_VOID_RET _GL_VOID GLuint GLuint blue _GL_VOID_RET _GL_VOID GLushort GLushort blue _GL_VOID_RET _GL_VOID GLbyte GLbyte GLbyte alpha _GL_VOID_RET _GL_VOID GLdouble GLdouble GLdouble alpha _GL_VOID_RET _GL_VOID GLfloat GLfloat GLfloat alpha _GL_VOID_RET _GL_VOID GLint GLint GLint alpha _GL_VOID_RET _GL_VOID GLshort GLshort GLshort alpha _GL_VOID_RET _GL_VOID GLubyte GLubyte GLubyte alpha _GL_VOID_RET _GL_VOID GLuint GLuint GLuint alpha _GL_VOID_RET _GL_VOID GLushort GLushort GLushort alpha _GL_VOID_RET _GL_VOID GLenum mode _GL_VOID_RET _GL_VOID GLint y
_GL_VOID GLfloat value _GL_VOID_RET _GL_VOID const GLuint GLboolean *residences _GL_BOOL_RET _GL_VOID GLsizei GLfloat GLfloat GLfloat GLfloat const GLubyte *bitmap _GL_VOID_RET _GL_VOID GLenum const void *lists _GL_VOID_RET _GL_VOID const GLdouble *equation _GL_VOID_RET _GL_VOID GLdouble GLdouble blue _GL_VOID_RET _GL_VOID GLfloat GLfloat blue _GL_VOID_RET _GL_VOID GLint GLint blue _GL_VOID_RET _GL_VOID GLshort GLshort blue _GL_VOID_RET _GL_VOID GLubyte GLubyte blue _GL_VOID_RET _GL_VOID GLuint GLuint blue _GL_VOID_RET _GL_VOID GLushort GLushort blue _GL_VOID_RET _GL_VOID GLbyte GLbyte GLbyte alpha _GL_VOID_RET _GL_VOID GLdouble GLdouble GLdouble alpha _GL_VOID_RET _GL_VOID GLfloat GLfloat GLfloat alpha _GL_VOID_RET _GL_VOID GLint GLint GLint alpha _GL_VOID_RET _GL_VOID GLshort GLshort GLshort alpha _GL_VOID_RET _GL_VOID GLubyte GLubyte GLubyte alpha _GL_VOID_RET _GL_VOID GLuint GLuint GLuint alpha _GL_VOID_RET _GL_VOID GLushort GLushort GLushort alpha _GL_VOID_RET _GL_VOID GLenum mode _GL_VOID_RET _GL_VOID GLint GLsizei GLsizei GLenum type _GL_VOID_RET _GL_VOID GLsizei GLenum GLenum const void *pixels _GL_VOID_RET _GL_VOID const void *pointer _GL_VOID_RET _GL_VOID GLdouble v _GL_VOID_RET _GL_VOID GLfloat v _GL_VOID_RET _GL_VOID GLint GLint i2 _GL_VOID_RET _GL_VOID GLint j _GL_VOID_RET _GL_VOID GLfloat param _GL_VOID_RET _GL_VOID GLint param _GL_VOID_RET _GL_VOID GLdouble GLdouble GLdouble GLdouble GLdouble zFar _GL_VOID_RET _GL_UINT GLdouble *equation _GL_VOID_RET _GL_VOID GLenum GLint *params _GL_VOID_RET _GL_VOID GLenum GLfloat *v _GL_VOID_RET _GL_VOID GLenum GLfloat *params _GL_VOID_RET _GL_VOID GLfloat *values _GL_VOID_RET _GL_VOID GLushort *values _GL_VOID_RET _GL_VOID GLenum GLfloat *params _GL_VOID_RET _GL_VOID GLenum GLdouble *params _GL_VOID_RET _GL_VOID GLenum GLint *params _GL_VOID_RET _GL_VOID GLsizei const void *pointer _GL_VOID_RET _GL_VOID GLsizei const void *pointer _GL_VOID_RET _GL_BOOL GLfloat param _GL_VOID_RET _GL_VOID GLint param _GL_VOID_RET _GL_VOID GLenum GLfloat param _GL_VOID_RET _GL_VOID GLenum GLint param _GL_VOID_RET _GL_VOID GLushort pattern _GL_VOID_RET _GL_VOID GLdouble GLdouble GLint GLint const GLdouble *points _GL_VOID_RET _GL_VOID GLdouble GLdouble GLint GLint GLdouble v1
Read Guarded memory(de)allocation.
#define BM_FACE_FIRST_LOOP(p)
#define BM_ELEM_CD_GET_VOID_P(ele, offset)
BMFace * BM_face_create_quad_tri(BMesh *bm, BMVert *v1, BMVert *v2, BMVert *v3, BMVert *v4, const BMFace *f_example, const eBMCreateFlag create_flag)
Make Quad/Triangle.
BMVert * BM_vert_create(BMesh *bm, const float co[3], const BMVert *v_example, const eBMCreateFlag create_flag)
Main function for creating a new vertex.
BMFace * BM_face_create_verts(BMesh *bm, BMVert **vert_arr, const int len, const BMFace *f_example, const eBMCreateFlag create_flag, const bool create_edges)
void BM_vert_kill(BMesh *bm, BMVert *v)
BMEdge * BM_edge_create(BMesh *bm, BMVert *v1, BMVert *v2, const BMEdge *e_example, const eBMCreateFlag create_flag)
Main function for creating a new edge.
#define BM_ITER_ELEM(ele, iter, data, itype)
#define BM_ITER_MESH(ele, iter, bm, itype)
#define BM_ITER_ELEM_INDEX(ele, iter, data, itype, indexvar)
ATTR_WARN_UNUSED_RESULT BMesh * bm
BMVert * BM_edge_collapse(BMesh *bm, BMEdge *e_kill, BMVert *v_kill, const bool do_del, const bool kill_degenerate_faces)
void BMO_slot_mat4_get(BMOpSlot slot_args[BMO_OP_MAX_SLOTS], const char *slot_name, float r_mat[4][4])
void BMO_slot_buffer_flag_enable(BMesh *bm, BMOpSlot slot_args[BMO_OP_MAX_SLOTS], const char *slot_name, const char htype, const short oflag)
BMO_FLAG_BUFFER.
void * BMO_slot_buffer_alloc(BMOperator *op, BMOpSlot slot_args[BMO_OP_MAX_SLOTS], const char *slot_name, const int len)
#define BMO_edge_flag_enable(bm, e, oflag)
float BMO_slot_float_get(BMOpSlot slot_args[BMO_OP_MAX_SLOTS], const char *slot_name)
#define BMO_vert_flag_enable(bm, e, oflag)
void BMO_op_exec(BMesh *bm, BMOperator *op)
BMESH OPSTACK EXEC OP.
bool BMO_op_initf(BMesh *bm, BMOperator *op, const int flag, const char *fmt,...)
#define BMO_face_flag_enable(bm, e, oflag)
#define BMO_vert_flag_test(bm, e, oflag)
int BMO_slot_int_get(BMOpSlot slot_args[BMO_OP_MAX_SLOTS], const char *slot_name)
void BMO_op_finish(BMesh *bm, BMOperator *op)
BMESH OPSTACK FINISH OP.
BMOpSlot * BMO_slot_get(BMOpSlot slot_args[BMO_OP_MAX_SLOTS], const char *identifier)
BMESH OPSTACK GET SLOT.
#define BMO_face_flag_test(bm, e, oflag)
void BMO_slot_buffer_from_enabled_flag(BMesh *bm, BMOperator *op, BMOpSlot slot_args[BMO_OP_MAX_SLOTS], const char *slot_name, const char htype, const short oflag)
bool BMO_slot_bool_get(BMOpSlot slot_args[BMO_OP_MAX_SLOTS], const char *slot_name)
bool BMO_op_callf(BMesh *bm, const int flag, const char *fmt,...)
ATTR_WARN_UNUSED_RESULT const BMFlagLayer const short oflag
void BM_face_normal_update(BMFace *f)
ATTR_WARN_UNUSED_RESULT const BMVert * v2
ATTR_WARN_UNUSED_RESULT const BMLoop * l
ATTR_WARN_UNUSED_RESULT const BMVert const BMEdge * e
ATTR_WARN_UNUSED_RESULT const BMVert * v
static const short icoface[20][3]
void BM_mesh_calc_uvs_cube(BMesh *bm, const short oflag)
static const float icovert[12][3]
static signed char monkeyf[250][4]
void bmo_create_grid_exec(BMesh *bm, BMOperator *op)
static const int monkeynf
void bmo_create_circle_exec(BMesh *bm, BMOperator *op)
void bmo_create_monkey_exec(BMesh *bm, BMOperator *op)
void BM_mesh_calc_uvs_circle(BMesh *bm, float mat[4][4], const float radius, const short oflag, const int cd_loop_uv_offset)
void BM_mesh_calc_uvs_cone(BMesh *bm, float mat[4][4], const float radius_top, const float radius_bottom, const int segments, const bool cap_ends, const short oflag, const int cd_loop_uv_offset)
void bmo_create_icosphere_exec(BMesh *bm, BMOperator *op)
void bmo_create_cone_exec(BMesh *bm, BMOperator *op)
static void bm_mesh_calc_uvs_sphere_face(BMFace *f, const int cd_loop_uv_offset)
void BM_mesh_calc_uvs_sphere(BMesh *bm, const short oflag, const int cd_loop_uv_offset)
void bmo_create_cube_exec(BMesh *bm, BMOperator *op)
static const float icouvs[60][2]
static const float monkeyuvs[]
void BM_mesh_calc_uvs_grid(BMesh *bm, const uint x_segments, const uint y_segments, const short oflag, const int cd_loop_uv_offset)
void bmo_create_uvsphere_exec(BMesh *bm, BMOperator *op)
static const signed char monkeyv[271][3]
static const int monkeynv
void(* MEM_freeN)(void *vmemh)
void *(* MEM_mallocN)(size_t len, const char *str)
union BMOpSlot::@139 data
struct BMOpSlot slots_out[BMO_OP_MAX_SLOTS]
struct BMOpSlot slots_in[BMO_OP_MAX_SLOTS]