├── reference └── model.jpg ├── LICENSE ├── .gitignore ├── src ├── objloader_simple.py └── ar_main.py ├── README.md └── models ├── pirate-ship-fat.obj ├── rat.obj ├── fox.obj └── cow.obj /reference/model.jpg: -------------------------------------------------------------------------------- https://raw.githubusercontent.com/juangallostra/augmented-reality/HEAD/reference/model.jpg -------------------------------------------------------------------------------- /LICENSE: -------------------------------------------------------------------------------- 1 | MIT License 2 | 3 | Copyright (c) 2018 Juan Gallostra Acín 4 | 5 | Permission is hereby granted, free of charge, to any person obtaining a copy 6 | of this software and associated documentation files (the "Software"), to deal 7 | in the Software without restriction, including without limitation the rights 8 | to use, copy, modify, merge, publish, distribute, sublicense, and/or sell 9 | copies of the Software, and to permit persons to whom the Software is 10 | furnished to do so, subject to the following conditions: 11 | 12 | The above copyright notice and this permission notice shall be included in all 13 | copies or substantial portions of the Software. 14 | 15 | THE SOFTWARE IS PROVIDED "AS IS", WITHOUT WARRANTY OF ANY KIND, EXPRESS OR 16 | IMPLIED, INCLUDING BUT NOT LIMITED TO THE WARRANTIES OF MERCHANTABILITY, 17 | FITNESS FOR A PARTICULAR PURPOSE AND NONINFRINGEMENT. IN NO EVENT SHALL THE 18 | AUTHORS OR COPYRIGHT HOLDERS BE LIABLE FOR ANY CLAIM, DAMAGES OR OTHER 19 | LIABILITY, WHETHER IN AN ACTION OF CONTRACT, TORT OR OTHERWISE, ARISING FROM, 20 | OUT OF OR IN CONNECTION WITH THE SOFTWARE OR THE USE OR OTHER DEALINGS IN THE 21 | SOFTWARE. 22 | -------------------------------------------------------------------------------- /.gitignore: -------------------------------------------------------------------------------- 1 | # Byte-compiled / optimized / DLL files 2 | __pycache__/ 3 | *.py[cod] 4 | *$py.class 5 | 6 | # C extensions 7 | *.so 8 | 9 | # Distribution / packaging 10 | .Python 11 | build/ 12 | develop-eggs/ 13 | dist/ 14 | downloads/ 15 | eggs/ 16 | .eggs/ 17 | lib/ 18 | lib64/ 19 | parts/ 20 | sdist/ 21 | var/ 22 | wheels/ 23 | *.egg-info/ 24 | .installed.cfg 25 | *.egg 26 | MANIFEST 27 | 28 | # PyInstaller 29 | # Usually these files are written by a python script from a template 30 | # before PyInstaller builds the exe, so as to inject date/other infos into it. 31 | *.manifest 32 | *.spec 33 | 34 | # Installer logs 35 | pip-log.txt 36 | pip-delete-this-directory.txt 37 | 38 | # Unit test / coverage reports 39 | htmlcov/ 40 | .tox/ 41 | .coverage 42 | .coverage.* 43 | .cache 44 | nosetests.xml 45 | coverage.xml 46 | *.cover 47 | .hypothesis/ 48 | .pytest_cache/ 49 | 50 | # Translations 51 | *.mo 52 | *.pot 53 | 54 | # Django stuff: 55 | *.log 56 | local_settings.py 57 | db.sqlite3 58 | 59 | # Flask stuff: 60 | instance/ 61 | .webassets-cache 62 | 63 | # Scrapy stuff: 64 | .scrapy 65 | 66 | # Sphinx documentation 67 | docs/_build/ 68 | 69 | # PyBuilder 70 | target/ 71 | 72 | # Jupyter Notebook 73 | .ipynb_checkpoints 74 | 75 | # pyenv 76 | .python-version 77 | 78 | # celery beat schedule file 79 | celerybeat-schedule 80 | 81 | # SageMath parsed files 82 | *.sage.py 83 | 84 | # Environments 85 | .env 86 | .venv 87 | env/ 88 | venv/ 89 | ENV/ 90 | env.bak/ 91 | venv.bak/ 92 | 93 | # Spyder project settings 94 | .spyderproject 95 | .spyproject 96 | 97 | # Rope project settings 98 | .ropeproject 99 | 100 | # mkdocs documentation 101 | /site 102 | 103 | # mypy 104 | .mypy_cache/ 105 | -------------------------------------------------------------------------------- /src/objloader_simple.py: -------------------------------------------------------------------------------- 1 | class OBJ: 2 | def __init__(self, filename, swapyz=False): 3 | """Loads a Wavefront OBJ file. """ 4 | self.vertices = [] 5 | self.normals = [] 6 | self.texcoords = [] 7 | self.faces = [] 8 | material = None 9 | for line in open(filename, "r"): 10 | if line.startswith('#'): continue 11 | values = line.split() 12 | if not values: continue 13 | if values[0] == 'v': 14 | v = list(map(float, values[1:4])) 15 | if swapyz: 16 | v = v[0], v[2], v[1] 17 | self.vertices.append(v) 18 | elif values[0] == 'vn': 19 | v = list(map(float, values[1:4])) 20 | if swapyz: 21 | v = v[0], v[2], v[1] 22 | self.normals.append(v) 23 | elif values[0] == 'vt': 24 | self.texcoords.append(map(float, values[1:3])) 25 | #elif values[0] in ('usemtl', 'usemat'): 26 | #material = values[1] 27 | #elif values[0] == 'mtllib': 28 | #self.mtl = MTL(values[1]) 29 | elif values[0] == 'f': 30 | face = [] 31 | texcoords = [] 32 | norms = [] 33 | for v in values[1:]: 34 | w = v.split('/') 35 | face.append(int(w[0])) 36 | if len(w) >= 2 and len(w[1]) > 0: 37 | texcoords.append(int(w[1])) 38 | else: 39 | texcoords.append(0) 40 | if len(w) >= 3 and len(w[2]) > 0: 41 | norms.append(int(w[2])) 42 | else: 43 | norms.append(0) 44 | #self.faces.append((face, norms, texcoords, material)) 45 | self.faces.append((face, norms, texcoords)) 46 | -------------------------------------------------------------------------------- /README.md: -------------------------------------------------------------------------------- 1 | # augmented-reality 2 | Augmented reality card based application with Python, numpy and OpenCV 3 | 4 | ## Usage 5 | 6 | * Place the image of the surface to be tracked inside the `reference` folder. 7 | * On line 36 of `src/ar_main.py` replace `'model.jpg'` with the name of the image you just copied inside the `reference` folder. 8 | * On line 40 of `src/ar_main.py` replace `'fox.obj'` with the name of the model you want to render. To change the size of the rendered model change the scale parameter (number `3`) in line 103 of `src/ar_main.py` by a suitable number. This might require some trial and error. 9 | * Open a terminal session inside the project folder and run `python src/ar_main.py` 10 | 11 | 12 | ### Command line arguments 13 | 14 | * `--rectangle`, `-r`: Draws the projection of the reference surface on the video frame as a blue rectangle. 15 | * `--matches`, `-m`: Draws matches between reference surface and video frame. 16 | 17 | 18 | ## Troubleshooting 19 | 20 | **If you get the message**: 21 | 22 | ``` 23 | Unable to capture video 24 | ``` 25 | printed to your terminal, the most likely cause is that your OpenCV installation has been compiled without FFMPEG support. Pre-built OpenCV packages such as the ones downloaded via pip are not compiled with FFMPEG support, which means that you have to build it manually. 26 | 27 | **If you get the error**: 28 | 29 | ``` 30 | Traceback (most recent call last): 31 | File "src/ar_main.py", line 174, in 32 | main() 33 | File "src/ar_main.py", line 40, in main 34 | obj = OBJ(os.path.join(dir_name, 'models/fox.obj'), swapyz=True) 35 | File "[...]/augmented-reality/src/objloader_simple.py", line 16, in init 36 | v = v[0], v[2], v[1] 37 | TypeError: 'map' object is not subscriptable 38 | ``` 39 | 40 | The most likely cause is that you are trying to execute the code with Python 3 and the code is written in Python 2. The `map` function in Python 3 returns an iterable object of type map, and not a subscriptible list. To fix it, change the calls to `map()` by `list(map())` on lines 14, 19 and 24 of `src/objloader_simple.py`. 41 | 42 | **Update**: This should no longer be an issue after this [commit](https://github.com/juangallostra/augmented-reality/commit/58e00acd18687323e0ddad7c80234a81693ac03f) 43 | 44 | ## Explanation 45 | 46 | See this blog entries for an in-depth explanation of the logic behind the code: 47 | 48 | * [Part 1](https://bitesofcode.wordpress.com/2017/09/12/augmented-reality-with-python-and-opencv-part-1/) 49 | * [Part 2](https://bitesofcode.wordpress.com/2018/09/16/augmented-reality-with-python-and-opencv-part-2/) 50 | 51 | ## Results 52 | 53 | * [Mix](https://www.youtube.com/watch?v=YVJSFcUbIoU) 54 | * [Fox](https://www.youtube.com/watch?v=V13VE6UJ-1g) 55 | * [Ship](https://www.youtube.com/watch?v=VDwfW75f3Xo) 56 | * [Rat](https://www.youtube.com/watch?v=Bb7pYthMM64) 57 | * [Cow](https://www.youtube.com/watch?v=f0fNzXP3ku8) 58 | * [Fox II](https://www.youtube.com/watch?v=_fozNTdql6U) 59 | * [Fox III](https://www.youtube.com/watch?v=FGKkIr_IIy4) 60 | -------------------------------------------------------------------------------- /models/pirate-ship-fat.obj: -------------------------------------------------------------------------------- 1 | # Blender v2.74 (sub 0) OBJ File: '' 2 | # www.blender.org 3 | mtllib pirate-ship-fat.mtl 4 | o Mast0 5 | v -0.838654 2.562455 0.000000 6 | v -0.838654 0.464683 0.000000 7 | v -0.936473 2.562455 -0.030701 8 | v -0.936473 2.562455 0.030701 9 | v -0.936473 0.464683 -0.030701 10 | v -0.936473 0.464683 0.030701 11 | vt 0.000000 1.000000 12 | vt 0.000000 0.000000 13 | vt 1.000000 0.000000 14 | vt 1.000000 1.000000 15 | vn -1.000000 0.000000 0.000000 16 | vn 0.000000 1.000000 0.000000 17 | vn 0.000000 -1.000000 0.000000 18 | vn 0.299500 0.000000 0.954100 19 | vn 0.299500 0.000000 -0.954100 20 | usemtl 514630 21 | s 1 22 | f 3/1/1 5/2/1 6/3/1 4/4/1 23 | f 3/1/2 4/2/2 1/3/2 24 | f 6/1/3 5/2/3 2/3/3 25 | f 4/1/4 6/2/4 2/3/4 1/4/4 26 | f 1/1/5 2/2/5 5/3/5 3/4/5 27 | o Hull 28 | v 1.447735 0.525438 0.000000 29 | v 0.959409 -0.144100 0.000000 30 | v 0.633942 0.491813 0.859554 31 | v 0.633942 0.491813 -0.859554 32 | v 0.131390 -0.144100 0.689856 33 | v 0.131390 -0.144100 -0.689856 34 | v -1.073699 0.491813 -0.750247 35 | v -1.073699 0.491813 0.750247 36 | v -1.070329 -0.144100 -0.500241 37 | v -1.070329 -0.144100 0.500241 38 | v -1.909530 0.491139 -0.478440 39 | v -1.716202 -0.144774 -0.293411 40 | v -1.716202 -0.144774 0.293411 41 | v -1.909530 0.491139 0.478440 42 | v -1.437950 0.834280 -0.592000 43 | v -1.437950 0.834280 0.592000 44 | v -1.973013 0.833606 -0.592000 45 | v -1.973013 0.833606 0.592000 46 | v -0.995297 -0.344143 -0.389341 47 | v 0.004897 -0.344143 -0.536919 48 | v 0.004897 -0.344143 0.536919 49 | v -0.995297 -0.344143 0.389341 50 | v -1.497984 -0.344667 0.228364 51 | v -1.497984 -0.344667 -0.228364 52 | v 0.730414 -0.344143 0.000000 53 | vt -1.409530 0.978440 54 | vt -1.216202 0.793411 55 | vt -1.216202 0.206589 56 | vt -1.409530 0.021560 57 | vt -0.573699 1.250247 58 | vt -0.573699 -0.250247 59 | vt 1.133942 -0.359554 60 | vt 1.133942 1.359554 61 | vt -0.495297 0.110659 62 | vt -0.495297 0.889341 63 | vt 0.504897 1.036919 64 | vt 0.504897 -0.036919 65 | vt -0.570329 -0.000241 66 | vt 0.631390 -0.189856 67 | vt 0.631390 1.189856 68 | vt -0.570329 1.000241 69 | vt -0.997984 0.271636 70 | vt -0.997984 0.728364 71 | vt -0.937950 -0.092000 72 | vt -0.937950 1.092000 73 | vt -1.473013 1.092000 74 | vt -1.473013 -0.092000 75 | vt 1.459409 0.500000 76 | vt 1.947735 0.500000 77 | vt 1.230415 0.500000 78 | vn -0.956800 -0.290900 0.000000 79 | vn 0.000000 1.000000 0.000000 80 | vn 0.000400 -1.000000 0.000000 81 | vn 0.000000 -1.000000 0.000000 82 | vn -0.145200 -0.362700 0.920500 83 | vn -0.062400 -0.211000 0.975500 84 | vn -0.154300 -0.139100 -0.978200 85 | vn -0.059500 -0.365500 -0.928900 86 | vn -0.287700 -0.349500 -0.891700 87 | vn 0.001000 -1.000000 0.000000 88 | vn -0.287700 -0.349500 0.891700 89 | vn -0.001300 1.000000 0.000000 90 | vn 0.685000 0.728600 0.000000 91 | vn -0.194100 -0.057300 -0.979300 92 | vn -0.983200 -0.182300 0.000000 93 | vn -0.194100 -0.057300 0.979300 94 | vn 0.589100 -0.526800 0.612800 95 | vn 0.589100 -0.526800 -0.612800 96 | vn -0.041300 0.999100 0.000000 97 | vn -0.127900 -0.534500 -0.835400 98 | vn -0.127900 -0.534500 0.835400 99 | vn -0.256100 -0.540400 0.801500 100 | vn -0.675500 -0.737400 0.000000 101 | vn -0.256100 -0.540400 -0.801500 102 | vn 0.472000 -0.647900 -0.597800 103 | vn 0.472000 -0.647900 0.597800 104 | usemtl 6b551d 105 | s 1 106 | f 17/5/6 18/6/6 19/7/6 107 | f 17/5/6 19/7/6 20/8/6 108 | f 13/9/7 14/10/7 9/11/7 109 | f 13/9/7 9/11/7 10/12/7 110 | f 28/13/8 25/14/8 26/15/9 111 | f 28/13/8 26/15/9 27/16/9 112 | f 14/10/10 16/17/10 11/18/10 113 | f 14/10/11 11/18/11 9/11/11 114 | f 10/12/12 12/19/12 15/20/12 115 | f 10/12/13 15/20/13 13/9/13 116 | f 13/9/14 15/20/14 18/6/14 17/5/14 117 | f 25/14/8 28/13/8 29/21/15 30/22/15 118 | f 16/17/16 14/10/16 20/8/16 19/7/16 119 | f 22/23/17 21/24/17 23/25/17 24/26/17 120 | f 14/10/18 13/9/18 21/24/18 22/23/18 121 | f 13/9/19 17/5/19 23/25/19 21/24/19 122 | f 17/5/20 20/8/20 24/26/20 23/25/20 123 | f 20/8/21 14/10/21 22/23/21 24/26/21 124 | f 9/11/22 11/18/22 8/27/22 7/28/22 125 | f 27/16/9 26/15/9 31/29/9 126 | f 12/19/23 10/12/23 7/28/23 8/27/23 127 | f 10/12/24 9/11/24 7/28/24 128 | f 15/20/25 12/19/25 26/15/25 25/14/25 129 | f 11/18/26 16/17/26 28/13/26 27/16/26 130 | f 16/17/27 19/7/27 29/21/27 28/13/27 131 | f 19/7/28 18/6/28 30/22/28 29/21/28 132 | f 18/6/29 15/20/29 25/14/29 30/22/29 133 | f 12/19/30 8/27/30 31/29/30 26/15/30 134 | f 8/27/31 11/18/31 27/16/31 31/29/31 135 | o Sail1 136 | v 0.329211 2.061735 0.000000 137 | v 0.748006 1.140769 0.000000 138 | v 0.329211 0.616048 0.000000 139 | v 0.516740 1.140769 -0.658507 140 | v 0.516740 1.140769 0.658507 141 | v 0.097944 0.616048 -0.588200 142 | v 0.097944 0.616048 0.588200 143 | v 0.097944 2.061735 0.588200 144 | v 0.097944 2.061735 -0.588200 145 | vt 0.000000 1.000000 146 | vt 0.000000 0.000000 147 | vt 1.000000 0.000000 148 | vt 1.000000 1.000000 149 | vn -0.781600 0.623800 0.000000 150 | vn 0.000000 1.000000 0.000000 151 | vn 0.000000 -1.000000 0.000000 152 | vn 0.742300 -0.610900 0.275400 153 | vn 0.742300 -0.610900 -0.275400 154 | vn -0.910300 -0.413900 0.000000 155 | vn 0.858300 0.402400 0.318400 156 | vn 0.858300 0.402400 -0.318400 157 | usemtl b0b0b0 158 | s 1 159 | f 35/30/32 37/31/32 38/32/32 36/33/32 160 | f 40/30/33 39/31/33 32/32/33 161 | f 38/30/34 37/31/34 34/32/34 162 | f 36/30/35 38/31/35 34/32/35 33/33/35 163 | f 33/30/36 34/31/36 37/32/36 35/33/36 164 | f 35/31/37 36/31/37 39/31/37 40/31/37 165 | f 36/31/38 33/31/38 32/31/38 39/31/38 166 | f 33/31/39 35/31/39 40/31/39 32/31/39 167 | o Sail0 168 | v -0.625314 2.313011 0.000000 169 | v -0.206519 1.238487 0.000000 170 | v -0.625314 0.616048 0.000000 171 | v -0.396260 1.238487 -0.714752 172 | v -0.396260 1.238487 0.714752 173 | v -0.815055 0.616048 -0.588200 174 | v -0.815055 0.616048 0.588200 175 | v -0.815055 2.313011 0.588200 176 | v -0.815055 2.313011 -0.588200 177 | vt 0.000000 1.000000 178 | vt 0.000000 0.000000 179 | vt 1.000000 0.000000 180 | vt 1.000000 1.000000 181 | vn -0.829700 0.558200 0.000000 182 | vn 0.000000 1.000000 0.000000 183 | vn 0.000000 -1.000000 0.000000 184 | vn 0.796000 -0.559100 0.231800 185 | vn 0.796000 -0.559100 -0.231800 186 | vn -0.931700 -0.363100 0.000000 187 | vn 0.894300 0.363900 0.260500 188 | vn 0.894300 0.363900 -0.260500 189 | usemtl b0b0b0 190 | s 1 191 | f 44/34/40 46/35/40 47/36/40 45/37/40 192 | f 49/34/41 48/35/41 41/36/41 193 | f 47/34/42 46/35/42 43/36/42 194 | f 45/34/43 47/35/43 43/36/43 42/37/43 195 | f 42/34/44 43/35/44 46/36/44 44/37/44 196 | f 44/35/45 45/35/45 48/35/45 49/35/45 197 | f 45/35/46 42/35/46 41/35/46 48/35/46 198 | f 42/35/47 44/35/47 49/35/47 41/35/47 199 | o Mast1 200 | v 0.074346 2.269299 0.000000 201 | v 0.074346 0.464683 0.000000 202 | v -0.023473 2.269299 -0.030701 203 | v -0.023473 2.269299 0.030701 204 | v -0.023473 0.464683 -0.030701 205 | v -0.023473 0.464683 0.030701 206 | vt 0.000000 1.000000 207 | vt 0.000000 0.000000 208 | vt 1.000000 0.000000 209 | vt 1.000000 1.000000 210 | vn -1.000000 0.000000 0.000000 211 | vn 0.000000 1.000000 0.000000 212 | vn 0.000000 -1.000000 0.000000 213 | vn 0.299500 0.000000 0.954100 214 | vn 0.299500 0.000000 -0.954100 215 | usemtl 514630 216 | s 1 217 | f 52/38/48 54/39/48 55/40/48 53/41/48 218 | f 52/38/49 53/39/49 50/40/49 219 | f 55/38/50 54/39/50 51/40/50 220 | f 53/38/51 55/39/51 51/40/51 50/41/51 221 | f 50/38/52 51/39/52 54/40/52 52/41/52 222 | -------------------------------------------------------------------------------- /src/ar_main.py: -------------------------------------------------------------------------------- 1 | 2 | # Useful links 3 | # http://www.pygame.org/wiki/OBJFileLoader 4 | # https://rdmilligan.wordpress.com/2015/10/15/augmented-reality-using-opencv-opengl-and-blender/ 5 | # https://clara.io/library 6 | 7 | # TODO -> Implement command line arguments (scale, model and object to be projected) 8 | # -> Refactor and organize code (proper funcition definition and separation, classes, error handling...) 9 | 10 | import argparse 11 | 12 | import cv2 13 | import numpy as np 14 | import math 15 | import os 16 | from objloader_simple import * 17 | 18 | # Minimum number of matches that have to be found 19 | # to consider the recognition valid 20 | MIN_MATCHES = 10 21 | DEFAULT_COLOR = (0, 0, 0) 22 | 23 | 24 | def main(): 25 | """ 26 | This functions loads the target surface image, 27 | """ 28 | homography = None 29 | # matrix of camera parameters (made up but works quite well for me) 30 | camera_parameters = np.array([[800, 0, 320], [0, 800, 240], [0, 0, 1]]) 31 | # create ORB keypoint detector 32 | orb = cv2.ORB_create() 33 | # create BFMatcher object based on hamming distance 34 | bf = cv2.BFMatcher(cv2.NORM_HAMMING, crossCheck=True) 35 | # load the reference surface that will be searched in the video stream 36 | dir_name = os.getcwd() 37 | model = cv2.imread(os.path.join(dir_name, 'reference/model.jpg'), 0) 38 | # Compute model keypoints and its descriptors 39 | kp_model, des_model = orb.detectAndCompute(model, None) 40 | # Load 3D model from OBJ file 41 | obj = OBJ(os.path.join(dir_name, 'models/fox.obj'), swapyz=True) 42 | # init video capture 43 | cap = cv2.VideoCapture(0) 44 | 45 | while True: 46 | # read the current frame 47 | ret, frame = cap.read() 48 | if not ret: 49 | print("Unable to capture video") 50 | return 51 | # find and draw the keypoints of the frame 52 | kp_frame, des_frame = orb.detectAndCompute(frame, None) 53 | # match frame descriptors with model descriptors 54 | matches = bf.match(des_model, des_frame) 55 | # sort them in the order of their distance 56 | # the lower the distance, the better the match 57 | matches = sorted(matches, key=lambda x: x.distance) 58 | 59 | # compute Homography if enough matches are found 60 | if len(matches) > MIN_MATCHES: 61 | # differenciate between source points and destination points 62 | src_pts = np.float32([kp_model[m.queryIdx].pt for m in matches]).reshape(-1, 1, 2) 63 | dst_pts = np.float32([kp_frame[m.trainIdx].pt for m in matches]).reshape(-1, 1, 2) 64 | # compute Homography 65 | homography, mask = cv2.findHomography(src_pts, dst_pts, cv2.RANSAC, 5.0) 66 | if args.rectangle: 67 | # Draw a rectangle that marks the found model in the frame 68 | h, w = model.shape 69 | pts = np.float32([[0, 0], [0, h - 1], [w - 1, h - 1], [w - 1, 0]]).reshape(-1, 1, 2) 70 | # project corners into frame 71 | dst = cv2.perspectiveTransform(pts, homography) 72 | # connect them with lines 73 | frame = cv2.polylines(frame, [np.int32(dst)], True, 255, 3, cv2.LINE_AA) 74 | # if a valid homography matrix was found render cube on model plane 75 | if homography is not None: 76 | try: 77 | # obtain 3D projection matrix from homography matrix and camera parameters 78 | projection = projection_matrix(camera_parameters, homography) 79 | # project cube or model 80 | frame = render(frame, obj, projection, model, False) 81 | #frame = render(frame, model, projection) 82 | except: 83 | pass 84 | # draw first 10 matches. 85 | if args.matches: 86 | frame = cv2.drawMatches(model, kp_model, frame, kp_frame, matches[:10], 0, flags=2) 87 | # show result 88 | cv2.imshow('frame', frame) 89 | if cv2.waitKey(1) & 0xFF == ord('q'): 90 | break 91 | 92 | else: 93 | print("Not enough matches found - %d/%d" % (len(matches), MIN_MATCHES)) 94 | 95 | cap.release() 96 | cv2.destroyAllWindows() 97 | return 0 98 | 99 | def render(img, obj, projection, model, color=False): 100 | """ 101 | Render a loaded obj model into the current video frame 102 | """ 103 | vertices = obj.vertices 104 | scale_matrix = np.eye(3) * 3 105 | h, w = model.shape 106 | 107 | for face in obj.faces: 108 | face_vertices = face[0] 109 | points = np.array([vertices[vertex - 1] for vertex in face_vertices]) 110 | points = np.dot(points, scale_matrix) 111 | # render model in the middle of the reference surface. To do so, 112 | # model points must be displaced 113 | points = np.array([[p[0] + w / 2, p[1] + h / 2, p[2]] for p in points]) 114 | dst = cv2.perspectiveTransform(points.reshape(-1, 1, 3), projection) 115 | imgpts = np.int32(dst) 116 | if color is False: 117 | cv2.fillConvexPoly(img, imgpts, DEFAULT_COLOR) 118 | else: 119 | color = hex_to_rgb(face[-1]) 120 | color = color[::-1] # reverse 121 | cv2.fillConvexPoly(img, imgpts, color) 122 | 123 | return img 124 | 125 | def projection_matrix(camera_parameters, homography): 126 | """ 127 | From the camera calibration matrix and the estimated homography 128 | compute the 3D projection matrix 129 | """ 130 | # Compute rotation along the x and y axis as well as the translation 131 | homography = homography * (-1) 132 | rot_and_transl = np.dot(np.linalg.inv(camera_parameters), homography) 133 | col_1 = rot_and_transl[:, 0] 134 | col_2 = rot_and_transl[:, 1] 135 | col_3 = rot_and_transl[:, 2] 136 | # normalise vectors 137 | l = math.sqrt(np.linalg.norm(col_1, 2) * np.linalg.norm(col_2, 2)) 138 | rot_1 = col_1 / l 139 | rot_2 = col_2 / l 140 | translation = col_3 / l 141 | # compute the orthonormal basis 142 | c = rot_1 + rot_2 143 | p = np.cross(rot_1, rot_2) 144 | d = np.cross(c, p) 145 | rot_1 = np.dot(c / np.linalg.norm(c, 2) + d / np.linalg.norm(d, 2), 1 / math.sqrt(2)) 146 | rot_2 = np.dot(c / np.linalg.norm(c, 2) - d / np.linalg.norm(d, 2), 1 / math.sqrt(2)) 147 | rot_3 = np.cross(rot_1, rot_2) 148 | # finally, compute the 3D projection matrix from the model to the current frame 149 | projection = np.stack((rot_1, rot_2, rot_3, translation)).T 150 | return np.dot(camera_parameters, projection) 151 | 152 | def hex_to_rgb(hex_color): 153 | """ 154 | Helper function to convert hex strings to RGB 155 | """ 156 | hex_color = hex_color.lstrip('#') 157 | h_len = len(hex_color) 158 | return tuple(int(hex_color[i:i + h_len // 3], 16) for i in range(0, h_len, h_len // 3)) 159 | 160 | 161 | # Command line argument parsing 162 | # NOT ALL OF THEM ARE SUPPORTED YET 163 | parser = argparse.ArgumentParser(description='Augmented reality application') 164 | 165 | parser.add_argument('-r','--rectangle', help = 'draw rectangle delimiting target surface on frame', action = 'store_true') 166 | parser.add_argument('-mk','--model_keypoints', help = 'draw model keypoints', action = 'store_true') 167 | parser.add_argument('-fk','--frame_keypoints', help = 'draw frame keypoints', action = 'store_true') 168 | parser.add_argument('-ma','--matches', help = 'draw matches between keypoints', action = 'store_true') 169 | # TODO jgallostraa -> add support for model specification 170 | #parser.add_argument('-mo','--model', help = 'Specify model to be projected', action = 'store_true') 171 | 172 | args = parser.parse_args() 173 | 174 | if __name__ == '__main__': 175 | main() 176 | -------------------------------------------------------------------------------- /models/rat.obj: 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819 | vt 1.103516 0.499512 0 820 | vt 0.142212 0.533691 0 821 | vt 1.141602 0.533691 0 822 | vt 1.385742 0.935181 0 823 | vt 0.386475 0.982758 0 824 | vt 1.385742 0.982758 0 825 | vt 1.060547 0.29541 0 826 | vt 1.040039 0.291992 0 827 | vt 1.088867 0.324219 0 828 | vt 1.130859 0.32666 0 829 | vt 1.246094 0.436035 0 830 | vt 0.061462 0.169922 0 831 | vt 1.060547 0.169922 0 832 | vt 1.182617 0.237305 0 833 | vt 1.037109 0.256348 0 834 | vt 1.235352 0.23584 0 835 | vt 1.249023 0.36084 0 836 | vt 1.310547 0.525635 0 837 | vt 1.753906 0.681396 0 838 | vt 1.723633 0.546143 0 839 | vt 0.762695 0.770874 0 840 | vt 1.762695 0.770874 0 841 | vt 1.805664 0.43457 0 842 | vt 1.451172 0.299805 0 843 | vt 1.535156 0.303223 0 844 | vt 1.415039 0.591553 0 845 | vt 1.430664 0.453125 0 846 | vt 1.521484 0.505127 0 847 | vt 1.507813 0.676025 0 848 | vt 1.53125 0.389648 0 849 | vt 1.389648 0.280762 0 850 | vt 1.336914 0.191406 0 851 | vt 1.817383 0.035645 0 852 | vt 1.344727 0.275391 0 853 | vt 0.290771 0.646729 0 854 | vt 1.290039 0.646729 0 855 | vt 1.920898 0.139648 0 856 | vt 1.664063 0.233887 0 857 | vt 1.920898 0.890625 0 858 | vt 1.612305 0.34082 0 859 | vt 1.708008 0.271484 0 860 | vt 1.938477 0.900391 0 861 | vt 1.694336 0.427246 0 862 | vt 1.274414 0.273438 0 863 | vt 1.338867 0.408203 0 864 | vt 1.857422 0.146484 0 865 | vt 1.831055 0.171387 0 866 | vt 1.381836 0.144531 0 867 | vt 1.773438 0.080078 0 868 | vt 1.679688 0.548828 0 869 | vt 1.613281 0.541504 0 870 | vt 1.605469 0.432129 0 871 | vt 1.757813 0.302246 0 872 | vt 1.959961 0.915283 0 873 | vt 1.910156 0.858521 0 874 | vt 1.915039 0.77002 0 875 | vt 0.393555 0.869629 0 876 | vt 1.393555 0.869629 0 877 | vt 1.637695 0.191406 0 878 | vt 1.908203 0.883667 0 879 | vt 0.668457 0.849854 0 880 | vt 1.667969 0.849854 0 881 | vt 0.591309 0.865234 0 882 | vt 1.59082 0.865234 0 883 | vt 1.600586 0.724609 0 884 | vt 1.669922 0.721924 0 885 | vt 1.275391 0.188477 0 886 | vt 1.874023 0.013184 0 887 | vt 1.890625 0.136719 0 888 | vt 1.197266 0.921875 0 889 | vt 1.008789 0.919373 0 890 | vt 1.836914 0.584473 0 891 | vt 0.211304 0.827759 0 892 | vt 1.210938 0.827759 0 893 | vt 0.498047 0.831787 0 894 | vt 1.498047 0.831787 0 895 | vt 0.399414 0.75769 0 896 | vt 1.399414 0.75769 0 897 | vt 1.887695 0.813477 0 898 | vt 1.956055 0.869995 0 899 | vt 1.735352 0.442871 0 900 | vt 1.891602 0.791626 0 901 | vt 1.950195 0.797119 0 902 | vt 1.938477 0.780151 0 903 | vt 1.894531 0.761719 0 904 | vt 1.954102 0.785034 0 905 | vt 0.833984 0.25293 0 906 | vt 1.833984 0.25293 0 907 | vt 0.84668 0.812256 0 908 | vt 0.981934 0.865112 0 909 | vt 1.84668 0.812256 0 910 | vt 1.981445 0.865112 0 911 | vt 1.929688 0.303711 0 912 | vt 1.891602 0.33252 0 913 | vt 1.87793 0.294434 0 914 | vt 1.916992 0.310059 0 915 | vt 1.899414 0.326172 0 916 | vt 1.947266 0.244141 0 917 | vt 1.866211 0.312012 0 918 | vt 1.948242 0.262207 0 919 | vt 1.875 0.350586 0 920 | vt 1.860352 0.251953 0 921 | vt 1.821289 0.21582 0 922 | vt 1.949219 0.146973 0 923 | vt 1.9375 0.269531 0 924 | vt 1.926758 0.243164 0 925 | vt 1.901367 0.302246 0 926 | vt 1.887695 0.278809 0 927 | vt 1.908203 0.29248 0 928 | vt 1.898438 0.262695 0 929 | vt 1.912109 0.290039 0 930 | vt 1.90625 0.246094 0 931 | vt 1.854492 0.268066 0 932 | vt 1.942383 0.219238 0 933 | vt 1.921875 0.206543 0 934 | vt 1.871094 0.236328 0 935 | vt 1.885742 0.223633 0 936 | vt 1.902344 0.214355 0 937 | vt 1.918945 0.334961 0 938 | vt 1.916016 0.337402 0 939 | vt 1.961914 0.30957 0 940 | vt 1.886719 0.420898 0 941 | vt 1.958008 0.299805 0 942 | vt 1.959961 0.297852 0 943 | vt 1.882813 0.409668 0 944 | vt 1.956055 0.304199 0 945 | vt 1.932617 0.277344 0 946 | vt 1.920898 0.341309 0 947 | vt 1.914063 0.347656 0 948 | vt 1.918945 0.347656 0 949 | vt 1.915039 0.339844 0 950 | vt 1.919922 0.275391 0 951 | vt 1.935547 0.334473 0 952 | vt 1.932617 0.338379 0 953 | vt 1.9375 0.342773 0 954 | vt 1.916016 0.380371 0 955 | vt 1.931641 0.343262 0 956 | vt 1.913086 0.368652 0 957 | vt 1.944336 0.323242 0 958 | vt 1.942383 0.32666 0 959 | vt 1.939453 0.291016 0 960 | vt 1.881836 0.34082 0 961 | vt 1.948242 0.321777 0 962 | vt 1.90332 0.395996 0 963 | vt 1.94043 0.333496 0 964 | vt 1.908203 0.389648 0 965 | vt 1.955078 0.311523 0 966 | vt 1.887695 0.406738 0 967 | vt 1.938477 0.331055 0 968 | vt 1.90918 0.377441 0 969 | vt 1.946289 0.333984 0 970 | vt 1.910156 0.402832 0 971 | vt 1.90625 0.621094 0 972 | vt 1.917969 0.622803 0 973 | vt 1.925781 0.706055 0 974 | vt 1.910156 0.700684 0 975 | vt 1.897461 0.628662 0 976 | vt 1.900391 0.712891 0 977 | vt 1.886719 0.653809 0 978 | vt 1.885742 0.622559 0 979 | vt 1.864258 0.618896 0 980 | vt 1.859375 0.625 0 981 | vt 1.989258 0.60083 0 982 | vt 1.856445 0.606934 0 983 | vt 1.988281 0.583008 0 984 | vt 1.864258 0.600342 0 985 | vt 1.983398 0.595947 0 986 | vt 1.865234 0.608154 0 987 | vt 1.87793 0.552002 0 988 | vt 1.874023 0.530029 0 989 | vt 1.985352 0.523926 0 990 | vt 1.873047 0.55249 0 991 | vt 1.869141 0.549072 0 992 | vt 1.983398 0.54248 0 993 | vt 1.891602 0.543457 0 994 | vt 1.895508 0.541504 0 995 | vt 1.964844 0.51123 0 996 | vt 1.916016 0.51001 0 997 | vt 1.916992 0.528076 0 998 | vt 1.912109 0.523682 0 999 | vt 1.936523 0.537598 0 1000 | vt 1.93457 0.523193 0 1001 | vt 1.941406 0.531006 0 1002 | vt 1.926758 0.529541 0 1003 | vt 1.929688 0.5354 0 1004 | vt 1.93457 0.537842 0 1005 | vt 1.926758 0.626465 0 1006 | vt 1.881836 0.616211 0 1007 | vt 1.974609 0.621338 0 1008 | vt 1.87793 0.672119 0 1009 | vt 1.974609 0.657471 0 1010 | vt 1.938477 0.719727 0 1011 | vt 1.9375 0.628174 0 1012 | vt 1.889648 0.727295 0 1013 | vt 1.967773 0.72168 0 1014 | vt 1.881836 0.543457 0 1015 | vt 1.978516 0.5354 0 1016 | vt 1.963867 0.620605 0 1017 | vt 1.897461 0.626709 0 1018 | vt 1.954102 0.614014 0 1019 | vt 1.905273 0.607422 0 1020 | vt 1.96875 0.525635 0 1021 | vt 1.899414 0.534912 0 1022 | vt 1.974609 0.528564 0 1023 | vt 1.884766 0.541016 0 1024 | vt 1.946289 0.604736 0 1025 | vt 1.918945 0.608398 0 1026 | vt 1.964844 0.52832 0 1027 | vt 1.907227 0.52002 0 1028 | vt 1.958984 0.526367 0 1029 | vt 1.921875 0.527344 0 1030 | vt 1.973633 0.510254 0 1031 | vt 1.890625 0.522705 0 1032 | 1033 | f 365/514 381/537 363/511 1034 | f 365/514 345/490 381/537 1035 | f 378/531 381/537 345/490 1036 | f 345/490 344/488 378/531 1037 | f 342/484 378/531 344/488 1038 | f 342/484 344/488 346/491 1039 | f 356/502 346/491 344/488 1040 | f 378/531 342/484 341/483 1041 | f 341/483 380/535 378/531 1042 | f 379/533 378/531 380/535 1043 | f 380/535 383/541 379/533 1044 | f 342/484 343/486 341/483 1045 | f 343/486 375/527 341/483 1046 | f 382/539 341/483 375/527 1047 | f 374/525 382/539 375/527 1048 | f 343/486 342/484 350/496 1049 | f 351/497 350/496 342/484 1050 | f 342/484 346/491 351/497 1051 | f 350/496 370/520 343/486 1052 | f 368/518 343/486 370/520 1053 | f 369/519 368/518 370/520 1054 | f 350/496 352/498 370/520 1055 | f 350/496 351/497 352/498 1056 | f 362/509 369/519 370/520 1057 | f 362/509 370/520 352/498 1058 | f 361/508 369/519 362/509 1059 | f 362/509 352/498 361/508 1060 | f 368/517 369/519 361/508 1061 | f 361/508 354/500 368/517 1062 | f 354/500 361/508 352/498 1063 | f 343/485 368/517 354/500 1064 | f 353/499 352/498 351/497 1065 | f 352/498 353/499 354/500 1066 | f 351/497 358/505 353/499 1067 | f 358/505 351/497 346/491 1068 | f 354/500 373/523 343/485 1069 | f 375/526 343/485 373/523 1070 | f 373/523 374/524 375/526 1071 | f 373/523 372/522 374/524 1072 | f 373/523 354/500 372/522 1073 | f 372/522 382/538 374/524 1074 | f 372/522 371/521 382/538 1075 | f 371/521 372/522 354/500 1076 | f 341/482 382/538 371/521 1077 | f 341/482 371/521 380/534 1078 | f 377/529 380/534 371/521 1079 | f 377/529 383/540 380/534 1080 | f 376/528 383/540 377/529 1081 | f 377/529 371/521 376/528 1082 | f 376/528 379/532 383/540 1083 | f 376/528 367/516 379/532 1084 | f 367/516 376/528 371/521 1085 | f 378/530 379/532 367/516 1086 | f 355/501 371/521 354/500 1087 | f 371/521 355/501 367/516 1088 | f 355/501 354/500 353/499 1089 | f 367/516 366/515 378/530 1090 | f 381/536 378/530 366/515 1091 | f 366/515 363/510 381/536 1092 | f 353/499 359/506 355/501 1093 | f 359/506 353/499 358/505 1094 | f 364/512 363/510 366/515 1095 | f 364/512 365/513 363/510 1096 | f 365/513 364/512 345/489 1097 | f 364/512 366/515 348/494 1098 | f 348/494 345/489 364/512 1099 | f 367/516 348/494 366/515 1100 | f 348/494 349/495 345/489 1101 | f 349/495 348/494 367/516 1102 | f 349/495 367/516 355/501 1103 | f 344/487 345/489 349/495 1104 | f 355/501 360/507 349/495 1105 | f 360/507 355/501 359/506 1106 | f 349/495 357/504 344/487 1107 | f 357/504 349/495 360/507 1108 | f 356/503 344/487 357/504 1109 | f 356/503 357/504 347/493 1110 | f 8/18 347/493 81/116 1111 | f 306/426 347/493 357/504 1112 | f 306/426 81/116 347/493 1113 | f 357/504 360/507 306/426 1114 | f 81/116 306/426 328/457 1115 | f 329/458 328/457 306/426 1116 | f 329/458 306/426 360/507 1117 | f 328/457 329/458 303/422 1118 | f 329/458 360/507 313/435 1119 | f 313/435 303/422 329/458 1120 | f 359/506 313/435 360/507 1121 | f 313/435 359/506 358/505 1122 | f 303/422 313/435 315/438 1123 | f 313/435 358/505 314/436 1124 | f 314/436 315/438 313/435 1125 | f 346/491 314/436 358/505 1126 | f 315/438 314/436 8/17 1127 | f 346/491 356/502 314/436 1128 | f 347/492 8/17 314/436 1129 | f 347/492 314/436 356/502 1130 | f 159/221 166/235 161/225 1131 | f 159/221 161/225 158/219 1132 | f 160/223 158/219 161/225 1133 | f 164/231 165/233 160/223 1134 | f 165/233 164/231 154/213 1135 | f 162/226 160/223 165/233 1136 | f 160/223 126/180 158/219 1137 | f 160/223 162/226 126/180 1138 | f 126/180 129/185 158/219 1139 | f 128/183 158/219 129/185 1140 | f 158/219 128/183 163/229 1141 | f 157/217 163/229 128/183 1142 | f 167/237 163/229 157/217 1143 | f 126/180 127/181 129/185 1144 | f 139/196 129/185 127/181 1145 | f 162/226 132/188 126/180 1146 | f 127/181 5/8 139/196 1147 | f 6/10 139/196 5/8 1148 | f 6/10 5/8 8/16 1149 | f 9/20 8/16 5/8 1150 | f 126/180 133/189 127/181 1151 | f 133/189 126/180 132/188 1152 | f 127/181 140/197 5/8 1153 | f 140/197 127/181 133/189 1154 | f 5/8 106/152 9/20 1155 | f 106/152 5/8 140/197 1156 | f 107/154 9/20 106/152 1157 | f 133/189 135/191 140/197 1158 | f 106/152 118/168 107/154 1159 | f 82/118 107/154 118/168 1160 | f 140/197 141/198 106/152 1161 | f 141/198 140/197 135/191 1162 | f 118/168 106/152 142/199 1163 | f 141/198 142/199 106/152 1164 | f 118/168 99/143 82/118 1165 | f 118/168 142/199 99/143 1166 | f 81/115 82/118 99/143 1167 | f 8/15 81/115 6/9 1168 | f 99/143 6/9 81/115 1169 | f 99/143 138/194 6/9 1170 | f 138/194 99/143 142/199 1171 | f 139/195 6/9 138/194 1172 | f 139/195 138/194 129/184 1173 | f 130/186 129/184 138/194 1174 | f 138/194 142/199 130/186 1175 | f 129/184 130/186 128/182 1176 | f 142/199 141/198 137/193 1177 | f 137/193 130/186 142/199 1178 | f 135/191 137/193 141/198 1179 | f 131/187 128/182 130/186 1180 | f 131/187 145/202 128/182 1181 | f 157/216 128/182 145/202 1182 | f 167/236 157/216 145/202 1183 | f 147/204 167/236 145/202 1184 | f 145/202 131/187 147/204 1185 | f 163/228 167/236 147/204 1186 | f 163/228 147/204 158/218 1187 | f 146/203 131/187 130/186 1188 | f 146/203 147/204 131/187 1189 | f 146/203 158/218 147/204 1190 | f 130/186 137/193 146/203 1191 | f 158/218 146/203 159/220 1192 | f 155/214 159/220 146/203 1193 | f 166/234 159/220 155/214 1194 | f 153/211 146/203 137/193 1195 | f 146/203 153/211 155/214 1196 | f 156/215 166/234 155/214 1197 | f 156/215 155/214 153/211 1198 | f 161/224 166/234 156/215 1199 | f 156/215 153/211 161/224 1200 | f 160/222 161/224 153/211 1201 | f 160/222 153/211 164/230 1202 | f 152/210 164/230 153/211 1203 | f 154/212 164/230 152/210 1204 | f 136/192 153/211 137/193 1205 | f 153/211 136/192 152/210 1206 | f 137/193 135/191 136/192 1207 | f 154/212 152/210 151/209 1208 | f 151/209 152/210 136/192 1209 | f 165/232 154/212 151/209 1210 | f 165/232 151/209 162/227 1211 | f 136/192 162/227 151/209 1212 | f 162/227 136/192 150/208 1213 | f 144/201 150/208 136/192 1214 | f 144/201 148/205 150/208 1215 | f 134/190 136/192 135/191 1216 | f 136/192 134/190 144/201 1217 | f 135/191 133/189 134/190 1218 | f 132/188 134/190 133/189 1219 | f 143/200 148/205 144/201 1220 | f 143/200 144/201 134/190 1221 | f 149/206 148/205 143/200 1222 | f 143/200 134/190 149/206 1223 | f 132/188 149/206 134/190 1224 | f 149/206 150/207 148/205 1225 | f 132/188 162/226 149/206 1226 | f 150/207 149/206 162/226 1227 | f 400/563 417/586 398/560 1228 | f 400/563 412/578 417/586 1229 | f 418/587 417/586 412/578 1230 | f 395/556 393/552 412/578 1231 | f 393/552 395/556 394/554 1232 | f 413/580 412/578 393/552 1233 | f 413/580 418/587 412/578 1234 | f 413/580 415/582 418/587 1235 | f 415/582 413/580 414/581 1236 | f 416/584 414/581 413/580 1237 | f 416/584 339/475 414/581 1238 | f 338/473 414/581 339/475 1239 | f 339/475 337/472 338/473 1240 | f 414/581 338/473 386/544 1241 | f 414/581 386/544 415/582 1242 | f 221/314 338/473 337/472 1243 | f 337/472 335/469 221/314 1244 | f 319/443 335/469 340/481 1245 | f 335/469 319/443 222/315 1246 | f 222/315 221/314 335/469 1247 | f 309/431 222/315 319/443 1248 | f 309/431 307/428 222/315 1249 | f 222/315 219/312 221/314 1250 | f 219/312 222/315 307/428 1251 | f 220/313 338/473 221/314 1252 | f 220/313 221/314 219/312 1253 | f 220/313 386/544 338/473 1254 | f 219/312 307/428 320/444 1255 | f 219/312 320/444 220/313 1256 | f 323/449 320/444 307/428 1257 | f 321/445 220/313 320/444 1258 | f 320/444 323/449 224/317 1259 | f 225/319 224/317 323/449 1260 | f 4/7 224/317 225/319 1261 | f 340/480 335/468 4/7 1262 | f 224/317 4/7 335/468 1263 | f 335/468 337/471 224/317 1264 | f 224/317 223/316 320/444 1265 | f 223/316 224/317 337/471 1266 | f 321/445 320/444 223/316 1267 | f 339/474 223/316 337/471 1268 | f 339/474 416/583 223/316 1269 | f 389/547 223/316 416/583 1270 | f 223/316 389/547 321/445 1271 | f 416/583 413/579 389/547 1272 | f 321/445 387/545 220/313 1273 | f 387/545 321/445 389/547 1274 | f 386/544 220/313 387/545 1275 | f 390/548 389/547 413/579 1276 | f 413/579 393/551 390/548 1277 | f 389/547 388/546 387/545 1278 | f 390/548 388/546 389/547 1279 | f 392/550 390/548 393/551 1280 | f 392/550 393/551 394/553 1281 | f 390/548 392/550 391/549 1282 | f 390/548 391/549 388/546 1283 | f 392/550 394/553 396/557 1284 | f 396/557 391/549 392/550 1285 | f 396/557 394/553 395/555 1286 | f 395/555 412/577 396/557 1287 | f 391/549 396/557 412/577 1288 | f 412/577 400/562 391/549 1289 | f 399/561 391/549 400/562 1290 | f 399/561 400/562 398/559 1291 | f 399/561 397/558 391/549 1292 | f 398/559 397/558 399/561 1293 | f 388/546 391/549 397/558 1294 | f 397/558 398/559 417/585 1295 | f 417/585 418/588 397/558 1296 | f 388/546 397/558 418/588 1297 | f 418/588 421/594 388/546 1298 | f 401/564 388/546 421/594 1299 | f 401/564 421/594 425/602 1300 | f 425/602 402/565 401/564 1301 | f 402/565 425/602 420/592 1302 | f 388/546 401/564 384/542 1303 | f 402/565 384/542 401/564 1304 | f 402/565 420/592 384/542 1305 | f 384/542 387/545 388/546 1306 | f 419/590 384/542 420/592 1307 | f 387/545 384/542 386/544 1308 | f 419/590 423/598 384/542 1309 | f 405/569 384/542 423/598 1310 | f 405/569 423/598 403/567 1311 | f 385/543 386/544 384/542 1312 | f 384/542 405/569 385/543 1313 | f 404/568 405/569 403/567 1314 | f 404/568 385/543 405/569 1315 | f 404/568 403/567 424/600 1316 | f 424/600 422/596 404/568 1317 | f 385/543 404/568 422/596 1318 | f 422/596 408/573 385/543 1319 | f 409/574 385/543 408/573 1320 | f 408/573 407/571 409/574 1321 | f 386/544 385/543 411/576 1322 | f 385/543 409/574 411/576 1323 | f 411/576 415/582 386/544 1324 | f 409/574 407/571 410/575 1325 | f 410/575 411/576 409/574 1326 | f 410/575 407/571 406/570 1327 | f 410/575 406/570 411/576 1328 | f 415/582 411/576 406/570 1329 | f 407/571 408/572 406/570 1330 | f 408/572 422/595 406/570 1331 | f 415/582 406/570 422/595 1332 | f 419/589 415/582 422/595 1333 | f 422/595 424/599 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-------------------------------------------------------------------------------- /models/fox.obj: -------------------------------------------------------------------------------- 1 | # Blender v2.74 (sub 0) OBJ File: '' 2 | # www.blender.org 3 | mtllib low-poly-fox-by-pixelmannen.mtl 4 | o fox1 5 | v 10.013863 57.761101 8.092894 6 | v 11.597156 30.546070 -26.744658 7 | v 11.532140 49.646450 -24.654264 8 | v 7.041744 42.900967 -37.667263 9 | v 10.698391 49.273220 -37.793137 10 | v 4.212160 43.850330 -40.912064 11 | v 9.038975 16.989401 15.505488 12 | v 11.207468 53.822937 21.917948 13 | v 10.067627 60.659023 22.694967 14 | v 6.766037 37.404408 27.425133 15 | v 7.787885 66.506470 32.700138 16 | v 4.684775 72.120506 41.261551 17 | v 10.391252 64.281273 40.747532 18 | v 6.704249 53.417492 52.455326 19 | v 4.759357 69.991417 51.111191 20 | v 9.525023 66.221077 48.920918 21 | v 2.446671 62.239990 57.674969 22 | v 5.348628 57.736511 58.438560 23 | v 1.544795 55.042629 66.616386 24 | v 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229/205/303 1541 | f 70/37/183 227/36/183 64/200/183 1542 | f 183/97/279 177/304/279 235/98/279 1543 | f 66/198/304 233/330/304 68/230/304 1544 | f 233/330/305 66/198/305 242/336/305 1545 | f 242/336/306 23/331/306 233/330/306 1546 | f 239/337/307 8/151/307 23/258/307 1547 | f 23/258/308 242/338/308 239/337/308 1548 | f 242/338/309 21/136/309 209/326/309 1549 | f 209/326/310 239/337/310 242/338/310 1550 | f 241/227/311 239/337/311 209/326/311 1551 | f 209/326/312 1/170/312 241/227/312 1552 | f 238/319/313 237/241/313 103/244/313 1553 | f 103/244/314 104/252/314 238/319/314 1554 | f 127/203/293 240/327/293 179/302/293 1555 | f 179/302/299 225/204/299 127/203/299 1556 | f 21/146/315 242/336/315 66/198/315 1557 | f 238/319/316 91/273/316 210/324/316 1558 | f 210/324/313 237/241/313 238/319/313 1559 | f 104/252/271 146/274/271 238/319/271 1560 | f 9/148/176 241/227/176 146/172/176 1561 | f 241/227/317 9/148/317 8/151/317 1562 | f 8/151/311 239/337/311 241/227/311 1563 | f 237/241/294 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0.05191 0.611328 0 640 | vt 0.723633 0.982315 0 641 | vt 0.76709 0.934875 0 642 | vt 0.627441 0.522461 0 643 | vt 0.787109 0.185547 0 644 | vt 0.763672 0.948914 0 645 | vt 0.749023 0.948486 0 646 | vt 0.718262 0.962006 0 647 | vt 0.700195 0.518311 0 648 | vt 0.92334 0.550049 0 649 | vt 0.130249 0.566895 0 650 | vt 0.077881 0.612305 0 651 | vt 0.054077 0.608154 0 652 | vt 0.76709 0.934875 0 653 | vt 0.717773 0.293457 0 654 | vt 0.86377 0.590576 0 655 | vt 0.757813 0.533691 0 656 | vt 0.787598 0.522705 0 657 | vt 0.145752 0.514648 0 658 | vt 0.769531 0.948151 0 659 | vt 0.728516 0.963013 0 660 | vt 0.736328 0.940002 0 661 | vt 0.687012 0.820313 0 662 | vt 0.867676 0.40918 0 663 | vt 0.872559 0.549072 0 664 | vt 0.845215 0.55542 0 665 | vt 0.712402 0.848755 0 666 | vt 0.741699 0.5 0 667 | vt 0.769531 0.330566 0 668 | vt 0.772949 0.296387 0 669 | vt 0.873047 0.512451 0 670 | vt 0.717773 0.293457 0 671 | vt 0.862305 0.419922 0 672 | vt 0.837891 0.414063 0 673 | vt 0.054382 0.603516 0 674 | vt 0.707031 0.868286 0 675 | vt 0.900879 0.614502 0 676 | vt 0.867188 0.578369 0 677 | vt 0.054077 0.608154 0 678 | vt 0.694336 0.873779 0 679 | vt 0.679688 0.519775 0 680 | vt 0.65918 0.478516 0 681 | vt 0.852539 0.604492 0 682 | vt 0.150635 0.523193 0 683 | vt 0.056458 0.624756 0 684 | vt 0.72168 0.982132 0 685 | vt 0.70459 0.979355 0 686 | vt 0.80127 0.675537 0 687 | vt 0.723633 0.982315 0 688 | vt 0.708984 0.971436 0 689 | vt 0.731934 0.916687 0 690 | vt 0.746582 0.710205 0 691 | vt 0.73877 0.668457 0 692 | vt 0.128662 0.526855 0 693 | vt 0.081177 0.622559 0 694 | vt 0.05191 0.611328 0 695 | vt 0.740723 0.860474 0 696 | vt 0.868652 0.396973 0 697 | vt 0.901855 0.555908 0 698 | vt 0.623535 0.760376 0 699 | vt 0.819336 0.424316 0 700 | vt 0.817871 0.557617 0 701 | vt 0.763184 0.947968 0 702 | vt 0.723633 0.98719 0 703 | vt 0.712402 0.848755 0 704 | vt 0.874023 0.523682 0 705 | vt 0.875 0.407227 0 706 | vt 0.841797 0.604736 0 707 | vt 0.146851 0.5896 0 708 | vt 0.115723 0.587646 0 709 | vt 0.087708 0.592773 0 710 | vt 0.629883 0.80481 0 711 | vt 0.848633 0.513672 0 712 | vt 0.641113 0.681641 0 713 | vt 0.758301 0.953247 0 714 | vt 0.716797 0.949341 0 715 | vt 0.758301 0.938629 0 716 | vt 0.787109 0.814819 0 717 | vt 0.628418 0.544922 0 718 | vt 0.061676 0.616455 0 719 | vt 0.048004 0.626709 0 720 | vt 0.735352 0.796875 0 721 | vt 0.91748 0.56665 0 722 | vt 0.858887 0.560059 0 723 | vt 0.057251 0.608643 0 724 | vt 0.915039 0.397461 0 725 | vt 0.778809 0.840698 0 726 | vt 0.866699 0.439941 0 727 | vt 0.058838 0.610352 0 728 | vt 0.054077 0.608154 0 729 | vt 0.767578 0.942078 0 730 | vt 0.712891 0.984741 0 731 | vt 0.754395 0.823853 0 732 | vt 0.852539 0.604492 0 733 | vt 0.828613 0.593506 0 734 | vt 0.743652 0.929321 0 735 | vt 0.758301 0.938629 0 736 | vt 0.679688 0.45752 0 737 | vt 0.702637 0.815796 0 738 | vt 0.687012 0.820313 0 739 | vt 0.678223 0.799805 0 740 | vt 0.696289 0.797729 0 741 | vt 0.120789 0.560547 0 742 | vt 0.056183 0.605225 0 743 | vt 0.75293 0.804199 0 744 | vt 0.866699 0.439941 0 745 | vt 0.132568 0.562744 0 746 | vt 0.054382 0.603516 0 747 | vt 0.939941 0.390137 0 748 | vt 0.762695 0.948456 0 749 | vt 0.707031 0.868286 0 750 | vt 0.719238 0.796387 0 751 | vt 0.738281 0.804932 0 752 | vt 0.910645 0.613525 0 753 | vt 0.094849 0.603271 0 754 | vt 0.058838 0.610352 0 755 | vt 0.049438 0.606689 0 756 | vt 0.765137 0.832642 0 757 | vt 0.73877 0.331543 0 758 | vt 0.92041 0.537354 0 759 | vt 0.162842 0.517334 0 760 | vt 0.865234 0.451172 0 761 | vt 0.80127 0.675537 0 762 | vt 0.80127 0.324707 0 763 | vt 0.677246 0.5 0 764 | vt 0.699219 0.5 0 765 | vt 0.873047 0.487793 0 766 | vt 0.875 0.593018 0 767 | vt 0.047821 0.597412 0 768 | vt 0.073975 0.621826 0 769 | vt 0.754395 0.823853 0 770 | vt 0.87207 0.5 0 771 | vt 0.814941 0.430664 0 772 | vt 0.094849 0.603271 0 773 | vt 0.069092 0.574219 0 774 | vt 0.077881 0.612305 0 775 | vt 0.670898 0.864014 0 776 | vt 0.881836 0.395508 0 777 | vt 0.911133 0.619141 0 778 | vt 0.135864 0.539551 0 779 | vt 0.931641 0.399414 0 780 | vt 0.696289 0.797729 0 781 | vt 0.89502 0.401367 0 782 | vt 0.856445 0.388672 0 783 | vt 0.875 0.593018 0 784 | vt 0.911133 0.380859 0 785 | vt 0.875 0.407227 0 786 | vt 0.86377 0.409668 0 787 | vt 0.868652 0.603516 0 788 | vt 0.147949 0.546631 0 789 | vt 0.847656 0.5 0 790 | vt 0.915039 0.602783 0 791 | vt 0.919922 0.601318 0 792 | vt 0.878906 0.575928 0 793 | vt 0.89502 0.598877 0 794 | vt 0.837891 0.586182 0 795 | vt 0.841309 0.611084 0 796 | vt 0.841797 0.604736 0 797 | vt 0.735352 0.796875 0 798 | vt 0.700195 0.481934 0 799 | vt 0.881836 0.395508 0 800 | vt 0.868652 0.396973 0 801 | vt 0.875 0.593018 0 802 | vt 0.862305 0.600098 0 803 | vt 0.706055 0.943695 0 804 | vt 0.86377 0.409668 0 805 | vt 0.866699 0.560059 0 806 | vt 0.867676 0.591309 0 807 | vt 0.712402 0.922852 0 808 | vt 0.772949 0.296387 0 809 | vt 0.910645 0.613525 0 810 | vt 0.939941 0.609863 0 811 | vt 0.837891 0.586182 0 812 | vt 0.056458 0.624756 0 813 | vt 0.723145 0.812988 0 814 | vt 0.822266 0.515869 0 815 | vt 0.875 0.407227 0 816 | vt 0.862305 0.400391 0 817 | vt 0.856445 0.611328 0 818 | vt 0.154175 0.537109 0 819 | vt 0.059326 0.585205 0 820 | vt 0.045807 0.618896 0 821 | vt 0.758301 0.938629 0 822 | vt 0.726563 0.940735 0 823 | vt 0.714844 0.934326 0 824 | vt 0.878906 0.424316 0 825 | vt 0.865234 0.451172 0 826 | vt 0.128662 0.526855 0 827 | vt 0.723633 0.98719 0 828 | vt 0.735352 0.928955 0 829 | vt 0.774414 0.922363 0 830 | vt 0.700195 0.53833 0 831 | vt 0.840332 0.453613 0 832 | vt 0.73877 0.957397 0 833 | vt 0.753418 0.859253 0 834 | vt 0.79834 0.541016 0 835 | vt 0.820801 0.5 0 836 | vt 0.907227 0.562256 0 837 | vt 0.866699 0.560059 0 838 | vt 0.059052 0.604248 0 839 | vt 0.076233 0.625488 0 840 | vt 0.753418 0.951385 0 841 | vt 0.765625 0.923279 0 842 | vt 0.873047 0.487793 0 843 | vt 0.897461 0.478027 0 844 | vt 0.888184 0.45166 0 845 | vt 0.922363 0.38623 0 846 | vt 0.775879 0.952911 0 847 | vt 0.94043 0.487305 0 848 | vt 0.757813 0.466309 0 849 | vt 0.172241 0.555664 0 850 | vt 0.123169 0.566162 0 851 | vt 0.049438 0.606689 0 852 | vt 0.754395 0.940033 0 853 | vt 0.724609 0.932617 0 854 | vt 0.878906 0.424316 0 855 | vt 0.73877 0.668457 0 856 | vt 0.145752 0.514648 0 857 | vt 0.121033 0.517822 0 858 | vt 0.719238 0.796387 0 859 | vt 0.717773 0.483398 0 860 | vt 0.825684 0.531006 0 861 | vt 0.819336 0.424316 0 862 | vt 0.817871 0.442383 0 863 | vt 0.900879 0.382324 0 864 | vt 0.743652 0.978409 0 865 | vt 0.715332 0.97966 0 866 | vt 0.743652 0.929321 0 867 | vt 0.723145 0.812988 0 868 | vt 0.88916 0.438965 0 869 | vt 0.845215 0.444824 0 870 | vt 0.911133 0.619141 0 871 | vt 0.881836 0.604492 0 872 | vt 0.166504 0.552002 0 873 | vt 0.052734 0.61792 0 874 | vt 0.736328 0.940002 0 875 | vt 0.741699 0.5 0 876 | vt 0.848633 0.513672 0 877 | vt 0.824707 0.403809 0 878 | vt 0.738281 0.804932 0 879 | vt 0.105164 0.532227 0 880 | vt 0.093262 0.547363 0 881 | vt 0.059326 0.585205 0 882 | vt 0.910645 0.386719 0 883 | vt 0.739746 0.962952 0 884 | vt 0.754395 0.823853 0 885 | vt 0.875 0.593018 0 886 | vt 0.060486 0.601563 0 887 | vt 0.72168 0.982132 0 888 | vt 0.725098 0.832275 0 889 | vt 0.700195 0.518311 0 890 | vt 0.922852 0.619629 0 891 | vt 0.108459 0.559082 0 892 | vt 0.716797 0.949341 0 893 | vt 0.701172 0.855225 0 894 | vt 0.73877 0.331543 0 895 | vt 0.862305 0.419922 0 896 | vt 0.921387 0.633057 0 897 | vt 0.922363 0.38623 0 898 | vt 0.740234 0.913879 0 899 | vt 0.76709 0.934875 0 900 | vt 0.767578 0.369629 0 901 | vt 0.848145 0.580078 0 902 | vt 0.730469 0.476074 0 903 | vt 0.828613 0.406738 0 904 | vt 0.822754 0.437012 0 905 | vt 0.75293 0.804199 0 906 | vt 0.76416 0.859741 0 907 | vt 0.769531 0.792236 0 908 | vt 0.695313 0.702881 0 909 | vt 0.731934 0.916687 0 910 | vt 0.679688 0.480469 0 911 | vt 0.868652 0.396973 0 912 | vt 0.89502 0.598877 0 913 | vt 0.833496 0.555664 0 914 | vt 0.146118 0.526855 0 915 | vt 0.705078 0.960846 0 916 | vt 0.706543 0.94989 0 917 | vt 0.6875 0.862183 0 918 | vt 0.779297 0.943756 0 919 | vt 0.679688 0.519775 0 920 | vt 0.865234 0.548828 0 921 | vt 0.782715 0.947998 0 922 | vt 0.700195 0.518311 0 923 | vt 0.723145 0.5 0 924 | vt 0.741699 0.5 0 925 | vt 0.845215 0.55542 0 926 | vt 0.735352 0.796875 0 927 | vt 0.067444 0.629395 0 928 | vt 0.762695 0.948456 0 929 | vt 0.943848 0.521729 0 930 | vt 0.896973 0.488281 0 931 | vt 0.045319 0.610352 0 932 | vt 0.753906 0.952515 0 933 | vt 0.741699 0.5 0 934 | vt 0.825684 0.531006 0 935 | vt 0.855957 0.421875 0 936 | vt 0.915527 0.539063 0 937 | vt 0.939453 0.545654 0 938 | vt 0.775879 0.952911 0 939 | vt 0.716797 0.949341 0 940 | vt 0.862305 0.580078 0 941 | vt 0.855957 0.578369 0 942 | vt 0.087708 0.592773 0 943 | vt 0.057251 0.608643 0 944 | vt 0.90625 0.374512 0 945 | vt 0.919922 0.398926 0 946 | vt 0.769531 0.208008 0 947 | vt 0.858887 0.44043 0 948 | vt 0.868652 0.396973 0 949 | vt 0.158081 0.524902 0 950 | vt 0.146118 0.526855 0 951 | vt 0.755859 0.946228 0 952 | vt 0.895996 0.5 0 953 | vt 0.627441 0.601563 0 954 | vt 0.62793 0.570313 0 955 | vt 0.661621 0.592773 0 956 | vt 0.166504 0.552002 0 957 | vt 0.130615 0.576416 0 958 | vt 0.052216 0.592041 0 959 | vt 0.670898 0.864014 0 960 | vt 0.654297 0.761353 0 961 | vt 0.710938 0.333008 0 962 | vt 0.683105 0.879272 0 963 | vt 0.670898 0.864014 0 964 | vt 0.646973 0.827026 0 965 | vt 0.773438 0.860962 0 966 | vt 0.792969 0.794434 0 967 | vt 0.716797 0.558838 0 968 | vt 0.069092 0.574219 0 969 | vt 0.067444 0.629395 0 970 | vt 0.048004 0.626709 0 971 | vt 0.660156 0.715332 0 972 | vt 0.750977 0.928833 0 973 | vt 0.717773 0.516602 0 974 | vt 0.867188 0.578369 0 975 | vt 0.848145 0.580078 0 976 | vt 0.749512 0.955933 0 977 | vt 0.746582 0.941101 0 978 | vt 0.740234 0.913879 0 979 | vt 0.082092 0.560303 0 980 | vt 0.726563 0.940735 0 981 | vt 0.746582 0.941101 0 982 | vt 0.73877 0.668457 0 983 | vt 0.62793 0.570313 0 984 | vt 0.661621 0.592773 0 985 | vt 0.858887 0.44043 0 986 | vt 0.933594 0.629639 0 987 | vt 0.933594 0.370605 0 988 | vt 0.632324 0.735352 0 989 | vt 0.757813 0.927124 0 990 | vt 0.776855 0.937958 0 991 | vt 0.141846 0.504883 0 992 | vt 0.06604 0.623291 0 993 | vt 0.730469 0.52417 0 994 | vt 0.717773 0.483398 0 995 | vt 0.82666 0.452637 0 996 | vt 0.923828 0.555664 0 997 | vt 0.595215 0.574219 0 998 | vt 0.919922 0.398926 0 999 | vt 0.76123 0.951813 0 1000 | vt 0.754395 0.952057 0 1001 | vt 0.757813 0.960541 0 1002 | vt 0.706055 0.943695 0 1003 | vt 0.166504 0.552002 0 1004 | vt 0.822754 0.437012 0 1005 | vt 0.878906 0.575928 0 1006 | vt 0.858887 0.560059 0 1007 | vt 0.86377 0.590576 0 1008 | vt 0.123169 0.566162 0 1009 | vt 0.056458 0.624756 0 1010 | vt 0.940918 0.381348 0 1011 | vt 0.730957 0.985596 0 1012 | vt 0.714844 0.934326 0 1013 | vt 0.679688 0.752319 0 1014 | vt 0.740723 0.860474 0 1015 | vt 0.787109 0.814819 0 1016 | vt 0.056458 0.624756 0 1017 | vt 0.060272 0.630371 0 1018 | vt 0.749023 0.948486 0 1019 | vt 0.654297 0.844971 0 1020 | vt 0.758301 0.938629 0 1021 | vt 0.775879 0.931396 0 1022 | vt 0.933594 0.56543 0 1023 | vt 0.048004 0.626709 0 1024 | vt 0.922852 0.380371 0 1025 | vt 0.718262 0.865112 0 1026 | vt 0.76709 0.934875 0 1027 | vt 0.767578 0.809692 0 1028 | vt 0.123962 0.556641 0 1029 | vt 0.900879 0.382324 0 1030 | vt 0.915039 0.397461 0 1031 | vt 0.621582 0.769531 0 1032 | vt 0.765625 0.923279 0 1033 | vt 0.828613 0.406738 0 1034 | vt 0.919922 0.601318 0 1035 | vt 0.111328 0.571045 0 1036 | vt 0.074402 0.626465 0 1037 | vt 0.749023 0.948486 0 1038 | vt 0.873047 0.512451 0 1039 | vt 0.75293 0.240723 0 1040 | vt 0.741699 0.5 0 1041 | vt 0.723145 0.5 0 1042 | vt 0.753906 0.5 0 1043 | vt 0.730469 0.476074 0 1044 | vt 0.70459 0.627441 0 1045 | vt 0.693848 0.588623 0 1046 | vt 0.077881 0.612305 0 1047 | vt 0.069397 0.614258 0 1048 | vt 0.654297 0.844971 0 1049 | vt 0.820801 0.5 0 1050 | vt 0.682129 0.333496 0 1051 | vt 0.862305 0.400391 0 1052 | vt 0.852539 0.395508 0 1053 | vt 0.910645 0.613525 0 1054 | vt 0.922363 0.614014 0 1055 | vt 0.683594 0.437012 0 1056 | vt 0.762695 0.948456 0 1057 | vt 0.726074 0.588135 0 1058 | vt 0.848633 0.513672 0 1059 | vt 0.632813 0.644043 0 1060 | vt 0.093262 0.547363 0 1061 | vt 0.739746 0.962952 0 1062 | vt 0.595215 0.574219 0 1063 | vt 0.746582 0.290039 0 1064 | vt 0.878906 0.424316 0 1065 | vt 0.069092 0.574219 0 1066 | vt 0.061676 0.616455 0 1067 | vt 0.717773 0.958801 0 1068 | vt 0.896973 0.488281 0 1069 | vt 0.866699 0.439941 0 1070 | vt 0.88916 0.561279 0 1071 | vt 0.719238 0.796387 0 1072 | vt 0.723145 0.812988 0 1073 | vt 0.725098 0.832275 0 1074 | vt 0.900879 0.385742 0 1075 | vt 0.679688 0.45752 0 1076 | vt 0.822754 0.437012 0 1077 | vt 0.817871 0.442383 0 1078 | vt 0.819336 0.575928 0 1079 | vt 0.822754 0.563477 0 1080 | vt 0.700195 0.53833 0 1081 | vt 0.700195 0.518311 0 1082 | vt 0.730469 0.52417 0 1083 | vt 0.087708 0.592773 0 1084 | vt 0.052734 0.61792 0 1085 | vt 0.754395 0.951202 0 1086 | vt 0.737305 0.948181 0 1087 | vt 0.895996 0.5 0 1088 | vt 0.862305 0.419922 0 1089 | vt 0.858887 0.44043 0 1090 | vt 0.707031 0.868286 0 1091 | vt 0.746582 0.710205 0 1092 | vt 0.841797 0.395508 0 1093 | vt 0.824707 0.403809 0 1094 | vt 0.822754 0.563477 0 1095 | vt 0.724609 0.932617 0 1096 | vt 0.701172 0.855225 0 1097 | vt 0.772949 0.703857 0 1098 | vt 0.788574 0.449707 0 1099 | vt 0.862305 0.600098 0 1100 | vt 0.132568 0.562744 0 1101 | vt 0.060272 0.630371 0 1102 | vt 0.759277 0.944916 0 1103 | vt 0.658203 0.563965 0 1104 | vt 0.754395 0.940033 0 1105 | vt 0.740723 0.860474 0 1106 | vt 0.756348 0.909241 0 1107 | vt 0.753418 0.859253 0 1108 | vt 0.767578 0.369629 0 1109 | vt 0.769043 0.394043 0 1110 | vt 0.05191 0.611328 0 1111 | vt 0.753418 0.951385 0 1112 | vt 0.706543 0.94989 0 1113 | vt 0.736328 0.940002 0 1114 | vt 0.646973 0.827026 0 1115 | vt 0.897461 0.478027 0 1116 | vt 0.867188 0.421875 0 1117 | vt 0.90625 0.374512 0 1118 | vt 0.750977 0.973083 0 1119 | vt 0.724609 0.932617 0 1120 | vt 0.627441 0.601563 0 1121 | vt 0.881836 0.408691 0 1122 | vt 0.855957 0.421875 0 1123 | vt 0.65918 0.521729 0 1124 | vt 0.679688 0.519775 0 1125 | vt 0.847656 0.5 0 1126 | vt 0.92334 0.550049 0 1127 | vt 0.631836 0.779785 0 1128 | vt 0.827148 0.726563 0 1129 | vt 0.054047 0.609619 0 1130 | vt 0.916016 0.369629 0 1131 | vt 0.792969 0.205566 0 1132 | vt 0.822754 0.437012 0 1133 | vt 0.822754 0.563477 0 1134 | vt 0.156006 0.547607 0 1135 | vt 0.093018 0.569336 0 1136 | vt 0.780762 0.962646 0 1137 | vt 0.717773 0.958801 0 1138 | vt 0.787598 0.477539 0 1139 | vt 0.858887 0.560059 0 1140 | vt 0.881836 0.408691 0 1141 | vt 0.862305 0.419922 0 1142 | vt 0.856445 0.388672 0 1143 | vt 0.147339 0.534668 0 1144 | vt 0.049438 0.606689 0 1145 | vt 0.759277 0.944916 0 1146 | vt 0.723633 0.982315 0 1147 | vt 0.88916 0.561279 0 1148 | vt 0.89502 0.575928 0 1149 | vt 0.814941 0.569824 0 1150 | vt 0.717773 0.706787 0 1151 | vt 0.900879 0.385742 0 1152 | vt 0.825684 0.469238 0 1153 | vt 0.867188 0.578369 0 1154 | vt 0.814941 0.569824 0 1155 | vt 0.75293 0.804199 0 1156 | vt 0.717773 0.706787 0 1157 | vt 0.710938 0.666992 0 1158 | vt 0.156006 0.547607 0 1159 | vt 0.147949 0.546631 0 1160 | vt 0.89502 0.575928 0 1161 | vt 0.824707 0.596436 0 1162 | vt 0.143677 0.561035 0 1163 | vt 0.077698 0.58252 0 1164 | vt 0.045807 0.618896 0 1165 | vt 0.719238 0.972748 0 1166 | vt 0.738281 0.822998 0 1167 | vt 0.858887 0.560059 0 1168 | vt 0.718262 0.865112 0 1169 | vt 0.712402 0.848755 0 1170 | vt 0.730469 0.862793 0 1171 | vt 0.703125 0.747314 0 1172 | vt 0.775391 0.237305 0 1173 | vt 0.797852 0.237305 0 1174 | vt 0.855957 0.421875 0 1175 | vt 0.162354 0.5 0 1176 | vt 0.150635 0.523193 0 1177 | vt 0.104065 0.580322 0 1178 | vt 0.94043 0.487305 0 1179 | vt 0.856445 0.450684 0 1180 | vt 0.874512 0.55957 0 1181 | vt 0.093262 0.547363 0 1182 | vt 0.735352 0.972809 0 1183 | vt 0.693848 0.411621 0 1184 | vt 0.70459 0.373047 0 1185 | vt 0.707031 0.868286 0 1186 | vt 0.694336 0.873779 0 1187 | vt 0.701172 0.855225 0 1188 | vt 0.6875 0.862183 0 1189 | vt 0.75293 0.240723 0 1190 | vt 0.731934 0.916687 0 1191 | vt 0.707031 0.868286 0 1192 | vt 0.700195 0.518311 0 1193 | vt 0.769531 0.330566 0 1194 | vt 0.874512 0.44043 0 1195 | vt 0.049438 0.606689 0 1196 | vt 0.754395 0.940033 0 1197 | vt 0.873047 0.512451 0 1198 | vt 0.775391 0.237305 0 1199 | vt 0.866699 0.560059 0 1200 | vt 0.841797 0.604736 0 1201 | vt 0.077698 0.58252 0 1202 | vt 0.679688 0.480469 0 1203 | vt 0.746582 0.290039 0 1204 | vt 0.848145 0.580078 0 1205 | vt 0.775879 0.952911 0 1206 | vt 0.752441 0.20459 0 1207 | vt 0.787109 0.185547 0 1208 | vt 0.856445 0.549805 0 1209 | vt 0.059052 0.604248 0 1210 | vt 0.723145 0.812988 0 1211 | vt 0.750977 0.928833 0 1212 | vt 0.820801 0.5 0 1213 | vt 0.848633 0.486328 0 1214 | vt 0.865234 0.451172 0 1215 | vt 0.104065 0.580322 0 1216 | vt 0.769531 0.948151 0 1217 | vt 0.679688 0.752319 0 1218 | vt 0.820801 0.5 0 1219 | vt 0.792969 0.205566 0 1220 | vt 0.819336 0.575928 0 1221 | vt 0.065369 0.607422 0 1222 | vt 0.730469 0.862793 0 1223 | vt 0.738281 0.804932 0 1224 | vt 0.756348 0.909241 0 1225 | vt 0.757813 0.466309 0 1226 | vt 0.824707 0.596436 0 1227 | vt 0.767578 0.942078 0 1228 | vt 0.763184 0.949097 0 1229 | vt 0.748047 0.963379 0 1230 | vt 0.75293 0.804199 0 1231 | vt 0.874512 0.55957 0 1232 | vt 0.755859 0.946228 0 1233 | vt 0.729004 0.95929 0 1234 | vt 0.557129 0.612793 0 1235 | vt 0.792969 0.794434 0 1236 | vt 0.702637 0.815796 0 1237 | vt 0.756348 0.909241 0 1238 | vt 0.746582 0.710205 0 1239 | vt 0.627441 0.601563 0 1240 | vt 0.769531 0.948151 0 1241 | vt 0.758301 0.953247 0 1242 | vt 0.757813 0.960541 0 1243 | vt 0.755859 0.946228 0 1244 | vt 0.765137 0.90918 0 1245 | vt 0.682129 0.666504 0 1246 | vt 0.059875 0.605225 0 1247 | vt 0.057251 0.608643 0 1248 | vt 0.714844 0.934326 0 1249 | vt 0.712402 0.922852 0 1250 | vt 0.712402 0.848755 0 1251 | vt 0.819336 0.424316 0 1252 | vt 0.855957 0.578369 0 1253 | vt 0.123962 0.556641 0 1254 | vt 0.76123 0.951813 0 1255 | vt 0.787109 0.814819 0 1256 | vt 0.769531 0.792236 0 1257 | vt 0.867676 0.40918 0 1258 | vt 0.817871 0.557617 0 1259 | vt 0.752441 0.795532 0 1260 | vt 0.130615 0.576416 0 1261 | vt 0.044708 0.604736 0 1262 | vt 0.730469 0.52417 0 1263 | vt 0.848633 0.486328 0 1264 | vt 0.874512 0.44043 0 1265 | vt 0.912109 0.556885 0 1266 | vt 0.145752 0.514648 0 1267 | vt 0.128662 0.526855 0 1268 | vt 0.867188 0.578369 0 1269 | vt 0.723633 0.98719 0 1270 | vt 0.705078 0.960846 0 1271 | vt 0.753418 0.859253 0 1272 | vt 0.896973 0.488281 0 1273 | vt 0.753906 0.5 0 1274 | vt 0.79834 0.458984 0 1275 | vt 0.775879 0.952911 0 1276 | vt 0.760742 0.967773 0 1277 | vt 0.70459 0.979355 0 1278 | vt 0.911133 0.549805 0 1279 | vt 0.727051 0.97348 0 1280 | vt 0.708984 0.971436 0 1281 | vt 0.719238 0.972748 0 1282 | vt 0.901855 0.552246 0 1283 | vt 0.173096 0.575928 0 1284 | vt 0.130249 0.566895 0 1285 | vt 0.054382 0.603516 0 1286 | vt 0.791504 0.96167 0 1287 | vt 0.729492 0.980682 0 1288 | vt 0.729004 0.95929 0 1289 | vt 0.717773 0.516602 0 1290 | vt 0.788574 0.449707 0 1291 | vt 0.755859 0.946228 0 1292 | vt 0.726563 0.940735 0 1293 | vt 0.147949 0.546631 0 1294 | vt 0.111328 0.571045 0 1295 | vt 0.074402 0.626465 0 1296 | vt 0.757813 0.533691 0 1297 | vt 0.82666 0.452637 0 1298 | vt 0.922852 0.380371 0 1299 | vt 0.759277 0.944916 0 1300 | vt 0.76123 0.951813 0 1301 | vt 0.791992 0.580322 0 1302 | vt 0.862305 0.400391 0 1303 | vt 0.939453 0.545654 0 1304 | vt 0.845215 0.55542 0 1305 | vt 0.822266 0.515869 0 1306 | vt 0.873047 0.512451 0 1307 | vt 0.910645 0.386719 0 1308 | vt 0.904785 0.393066 0 1309 | vt 0.758301 0.953247 0 1310 | vt 0.712402 0.848755 0 1311 | vt 0.679688 0.480469 0 1312 | vt 0.875 0.593018 0 1313 | vt 0.054077 0.608154 0 1314 | vt 0.719238 0.972748 0 1315 | vt 0.743652 0.929321 0 1316 | vt 0.757813 0.533691 0 1317 | vt 0.822266 0.484375 0 1318 | vt 0.791992 0.419922 0 1319 | vt 0.792969 0.205566 0 1320 | vt 0.862305 0.600098 0 1321 | vt 0.825684 0.531006 0 1322 | vt 0.897461 0.522217 0 1323 | vt 0.897461 0.478027 0 1324 | vt 0.825684 0.469238 0 1325 | vt 0.067688 0.59375 0 1326 | vt 0.729492 0.980682 0 1327 | vt 0.718262 0.865112 0 1328 | vt 0.738281 0.822998 0 1329 | vt 0.840332 0.546631 0 1330 | vt 0.111328 0.571045 0 1331 | vt 0.047821 0.597412 0 1332 | vt 0.716309 0.941895 0 1333 | vt 0.714844 0.934326 0 1334 | vt 0.875 0.407227 0 1335 | vt 0.115723 0.587646 0 1336 | vt 0.911133 0.380859 0 1337 | vt 0.922852 0.380371 0 1338 | vt 0.718262 0.865112 0 1339 | vt 0.65918 0.478516 0 1340 | vt 0.819336 0.424316 0 1341 | vt 0.916016 0.630371 0 1342 | vt 0.054077 0.608154 0 1343 | vt 0.706055 0.943695 0 1344 | vt 0.724609 0.932617 0 1345 | vt 0.730469 0.862793 0 1346 | vt 0.765137 0.832642 0 1347 | vt 0.866699 0.560059 0 1348 | vt 0.135864 0.539551 0 1349 | vt 0.108459 0.559082 0 1350 | vt 0.722168 0.920288 0 1351 | vt 0.867188 0.421875 0 1352 | vt 0.874512 0.55957 0 1353 | vt 0.17334 0.536621 0 1354 | vt 0.845215 0.444824 0 1355 | vt 0.856445 0.549805 0 1356 | vt 0.845215 0.55542 0 1357 | vt 0.833496 0.555664 0 1358 | vt 0.147949 0.546631 0 1359 | vt 0.111328 0.571045 0 1360 | vt 0.076233 0.625488 0 1361 | vt 0.72168 0.982132 0 1362 | vt 0.875 0.593018 0 1363 | vt 0.710938 0.666992 0 1364 | vt 0.058838 0.610352 0 1365 | vt 0.049438 0.606689 0 1366 | vt 0.60498 0.706787 0 1367 | vt 0.828613 0.593506 0 1368 | vt 0.819336 0.575928 0 1369 | vt 0.13208 0.548584 0 1370 | vt 0.059875 0.605225 0 1371 | vt 0.779297 0.943756 0 1372 | vt 0.682129 0.666504 0 1373 | vt 0.878906 0.575928 0 1374 | vt 0.862305 0.580078 0 1375 | vt 0.056183 0.605225 0 1376 | vt 0.073975 0.621826 0 1377 | vt 0.723633 0.98719 0 1378 | vt 0.715332 0.97966 0 1379 | vt 0.728027 0.948822 0 1380 | vt 0.741699 0.5 0 1381 | vt 0.875 0.407227 0 1382 | vt 0.88916 0.561279 0 1383 | vt 0.077881 0.612305 0 1384 | vt 0.735352 0.972809 0 1385 | vt 0.70459 0.979355 0 1386 | vt 0.601074 0.546875 0 1387 | vt 0.746582 0.290039 0 1388 | vt 0.94043 0.554688 0 1389 | vt 0.769531 0.948151 0 1390 | vt 0.712891 0.984741 0 1391 | vt 0.735352 0.796875 0 1392 | vt 0.710938 0.666992 0 1393 | vt 0.060486 0.601563 0 1394 | vt 0.081177 0.622559 0 1395 | vt 0.782715 0.947998 0 1396 | vt 0.703125 0.747314 0 1397 | vt 0.881836 0.591309 0 1398 | vt 0.867676 0.591309 0 1399 | vt 0.104065 0.580322 0 1400 | vt 0.654297 0.761353 0 1401 | vt 0.878906 0.424316 0 1402 | vt 0.858887 0.44043 0 1403 | vt 0.817871 0.442383 0 1404 | vt 0.915039 0.602783 0 1405 | vt 0.054382 0.603516 0 1406 | vt 0.716309 0.941895 0 1407 | vt 0.731934 0.916687 0 1408 | vt 0.757813 0.927124 0 1409 | vt 0.765625 0.923279 0 1410 | vt 0.875 0.593018 0 1411 | vt 0.057251 0.608643 0 1412 | vt 0.056458 0.624756 0 1413 | vt 0.780762 0.962646 0 1414 | vt 0.749512 0.955933 0 1415 | vt 0.72168 0.98716 0 1416 | vt 0.731934 0.916687 0 1417 | vt 0.717773 0.706787 0 1418 | vt 0.852539 0.395508 0 1419 | vt 0.765625 0.95755 0 1420 | vt 0.715332 0.97966 0 1421 | vt 0.717773 0.958801 0 1422 | vt 0.756348 0.909241 0 1423 | vt 0.724121 0.752563 0 1424 | vt 0.878906 0.575928 0 1425 | vt 0.717773 0.706787 0 1426 | vt 0.061676 0.616455 0 1427 | vt 0.737305 0.948181 0 1428 | vt 0.646973 0.827026 0 1429 | vt 0.726074 0.412109 0 1430 | vt 0.862305 0.400391 0 1431 | vt 0.933594 0.56543 0 1432 | vt 0.911133 0.619141 0 1433 | vt 0.775879 0.952911 0 1434 | vt 0.856445 0.388672 0 1435 | vt 0.841309 0.38916 0 1436 | vt 0.923828 0.555664 0 1437 | vt 0.746582 0.710205 0 1438 | vt 0.162354 0.5 0 1439 | vt 0.141846 0.504883 0 1440 | vt 0.073975 0.621826 0 1441 | vt 0.667969 0.830566 0 1442 | vt 0.922852 0.569092 0 1443 | vt 0.130615 0.576416 0 1444 | vt 0.073425 0.602539 0 1445 | vt 0.943848 0.478516 0 1446 | vt 0.88916 0.438965 0 1447 | vt 0.922852 0.619629 0 1448 | vt 0.145752 0.514648 0 1449 | vt 0.069397 0.614258 0 1450 | vt 0.747559 0.911011 0 1451 | vt 0.723145 0.5 0 1452 | vt 0.769043 0.394043 0 1453 | vt 0.89502 0.598877 0 1454 | vt 0.166626 0.606689 0 1455 | vt 0.72168 0.98716 0 1456 | vt 0.64209 0.775391 0 1457 | vt 0.775879 0.931396 0 1458 | vt 0.717773 0.516602 0 1459 | vt 0.856445 0.450684 0 1460 | vt 0.65918 0.542725 0 1461 | vt 0.743652 0.929321 0 1462 | vt 0.750977 0.928833 0 1463 | vt 0.703125 0.747314 0 1464 | vt 0.767578 0.369629 0 1465 | vt 0.921387 0.633057 0 1466 | vt 0.117676 0.54248 0 1467 | vt 0.740234 0.913879 0 1468 | vt 0.724121 0.752563 0 1469 | vt 0.874023 0.476563 0 1470 | vt 0.862305 0.400391 0 1471 | vt 0.833496 0.444824 0 1472 | vt 0.881836 0.604492 0 1473 | vt 0.128662 0.526855 0 1474 | vt 0.765625 0.95755 0 1475 | vt 0.754395 0.940033 0 1476 | vt 0.824707 0.403809 0 1477 | vt 0.94043 0.554688 0 1478 | vt 0.922852 0.619629 0 1479 | vt 0.758301 0.953247 0 1480 | vt 0.73877 0.957397 0 1481 | vt 0.743652 0.929321 0 1482 | vt 0.695313 0.702881 0 1483 | vt 0.873047 0.487793 0 1484 | vt 0.822754 0.437012 0 1485 | vt 0.841797 0.395508 0 1486 | vt 0.105164 0.532227 0 1487 | vt 0.07666 0.627686 0 1488 | vt 0.763672 0.948914 0 1489 | vt 0.728516 0.963013 0 1490 | vt 0.723145 0.812988 0 1491 | vt 0.841797 0.395508 0 1492 | vt 0.840332 0.546631 0 1493 | vt 0.73877 0.668457 0 1494 | vt 0.121033 0.517822 0 1495 | vt 0.757813 0.960541 0 1496 | vt 0.833496 0.444824 0 1497 | vt 0.82666 0.547607 0 1498 | vt 0.076233 0.625488 0 1499 | vt 0.729004 0.95929 0 1500 | vt 0.750977 0.928833 0 1501 | vt 0.756348 0.909241 0 1502 | vt 0.757813 0.927124 0 1503 | vt 0.700195 0.481934 0 1504 | vt 0.749512 0.955933 0 1505 | vt 0.712402 0.848755 0 1506 | vt 0.725098 0.832275 0 1507 | vt 0.76709 0.934875 0 1508 | vt 0.852539 0.395508 0 1509 | vt 0.82666 0.452637 0 1510 | vt 0.833496 0.555664 0 1511 | vt 0.081177 0.622559 0 1512 | vt 0.06604 0.623291 0 1513 | vt 0.76123 0.951813 0 1514 | vt 0.747559 0.911011 0 1515 | vt 0.677246 0.5 0 1516 | vt 0.814453 0.583496 0 1517 | vt 0.763184 0.949097 0 1518 | vt 0.725098 0.832275 0 1519 | vt 0.723145 0.812988 0 1520 | vt 0.700195 0.481934 0 1521 | vt 0.819336 0.575928 0 1522 | vt 0.147949 0.546631 0 1523 | vt 0.052216 0.592041 0 1524 | vt 0.775879 0.952911 0 1525 | vt 0.716797 0.949341 0 1526 | vt 0.873047 0.512451 0 1527 | vt 0.820801 0.5 0 1528 | vt 0.814453 0.583496 0 1529 | vt 0.073975 0.621826 0 1530 | vt 0.06604 0.623291 0 1531 | vt 0.922363 0.38623 0 1532 | vt 0.759277 0.944916 0 1533 | vt 0.679688 0.480469 0 1534 | vt 0.901855 0.555908 0 1535 | vt 0.814941 0.569824 0 1536 | vt 0.129395 0.601318 0 1537 | vt 0.748047 0.963379 0 1538 | vt 0.717773 0.958801 0 1539 | vt 0.841797 0.395508 0 1540 | vt 0.837891 0.414063 0 1541 | vt 0.905762 0.543945 0 1542 | vt 0.767578 0.942078 0 1543 | vt 0.729492 0.980682 0 1544 | vt 0.724609 0.932617 0 1545 | vt 0.738281 0.804932 0 1546 | vt 0.776855 0.937958 0 1547 | vt 0.700195 0.461914 0 1548 | vt 0.727051 0.97348 0 1549 | vt 0.624512 0.777832 0 1550 | vt 0.756348 0.909241 0 1551 | vt 0.824707 0.710449 0 1552 | vt 0.765625 0.95755 0 1553 | vt 0.730957 0.985596 0 1554 | vt 0.706055 0.956177 0 1555 | vt 0.64209 0.775391 0 1556 | vt 0.767578 0.942078 0 1557 | vt 0.767578 0.369629 0 1558 | vt 0.837891 0.414063 0 1559 | vt 0.154175 0.537109 0 1560 | vt 0.848633 0.513672 0 1561 | vt 0.797852 0.237305 0 1562 | vt 0.922852 0.569092 0 1563 | vt 0.868652 0.603516 0 1564 | vt 0.157959 0.532471 0 1565 | vt 0.699219 0.5 0 1566 | vt 0.848633 0.486328 0 1567 | vt 0.848145 0.419922 0 1568 | vt 0.828613 0.406738 0 1569 | vt 0.901855 0.552246 0 1570 | vt 0.1604 0.540771 0 1571 | vt 0.128662 0.526855 0 1572 | vt 0.130249 0.566895 0 1573 | vt 0.919922 0.398926 0 1574 | vt 0.874512 0.44043 0 1575 | vt 0.845215 0.444824 0 1576 | vt 0.143677 0.561035 0 1577 | vt 0.763184 0.949097 0 1578 | vt 0.896973 0.511719 0 1579 | vt 0.059052 0.604248 0 1580 | vt 0.054047 0.609619 0 1581 | vt 0.749023 0.948486 0 1582 | vt 0.775391 0.762939 0 1583 | vt 0.911133 0.619141 0 1584 | vt 0.787598 0.477539 0 1585 | vt 0.757813 0.466309 0 1586 | vt 0.082092 0.560303 0 1587 | vt 0.073425 0.602539 0 1588 | vt 0.73877 0.957397 0 1589 | vt 0.765625 0.923279 0 1590 | vt 0.146851 0.5896 0 1591 | vt 0.111328 0.571045 0 1592 | vt 0.728027 0.948822 0 1593 | vt 0.700195 0.518311 0 1594 | vt 0.814941 0.430664 0 1595 | vt 0.915527 0.539063 0 1596 | vt 0.165405 0.536377 0 1597 | vt 0.1604 0.540771 0 1598 | vt 0.093018 0.569336 0 1599 | vt 0.057251 0.608643 0 1600 | vt 0.045807 0.618896 0 1601 | vt 0.678223 0.799805 0 1602 | vt 0.767578 0.809692 0 1603 | vt 0.677246 0.5 0 1604 | vt 0.872559 0.451172 0 1605 | vt 0.130249 0.566895 0 1606 | vt 0.056458 0.624756 0 1607 | vt 0.788574 0.5 0 1608 | vt 0.87207 0.5 0 1609 | vt 0.743652 0.978409 0 1610 | vt 0.728027 0.948822 0 1611 | vt 0.767578 0.942078 0 1612 | vt 0.658203 0.436523 0 1613 | vt 0.769043 0.394043 0 1614 | vt 0.791992 0.580322 0 1615 | vt 0.788574 0.569336 0 1616 | vt 0.788574 0.431152 0 1617 | vt 0.791992 0.419922 0 1618 | vt 0.6875 0.862183 0 1619 | vt 0.776855 0.937958 0 1620 | vt 0.73877 0.331543 0 1621 | vt 0.872559 0.549072 0 1622 | vt 0.868652 0.603516 0 1623 | vt 0.049438 0.606689 0 1624 | vt 0.874023 0.523682 0 1625 | vt 0.814453 0.416504 0 1626 | vt 0.874512 0.55957 0 1627 | vt 0.858887 0.560059 0 1628 | vt 0.80127 0.578369 0 1629 | vt 0.881836 0.591309 0 1630 | vt 0.862305 0.580078 0 1631 | vt 0.856445 0.611328 0 1632 | vt 0.737305 0.948181 0 1633 | vt 0.728516 0.963013 0 1634 | vt 0.722168 0.920288 0 1635 | vt 0.731934 0.916687 0 1636 | vt 0.769531 0.948151 0 1637 | vt 0.754395 0.940033 0 1638 | vt 0.779297 0.943756 0 1639 | vt 0.714844 0.934326 0 1640 | vt 0.92334 0.550049 0 1641 | vt 0.060272 0.630371 0 1642 | vt 0.725098 0.832275 0 1643 | vt 0.723145 0.812988 0 1644 | vt 0.73877 0.331543 0 1645 | vt 0.746582 0.290039 0 1646 | vt 0.710938 0.333008 0 1647 | vt 0.717773 0.293457 0 1648 | vt 0.768555 0.964996 0 1649 | vt 0.739746 0.980804 0 1650 | vt 0.827148 0.273438 0 1651 | vt 0.848145 0.419922 0 1652 | vt 0.05191 0.611328 0 1653 | vt 0.735352 0.972809 0 1654 | vt 0.723633 0.982315 0 1655 | vt 0.850586 0.526855 0 1656 | vt 0.087708 0.592773 0 1657 | vt 0.719238 0.972748 0 1658 | vt 0.752441 0.20459 0 1659 | vt 0.769531 0.208008 0 1660 | vt 0.841309 0.38916 0 1661 | vt 0.833496 0.555664 0 1662 | vt 0.769531 0.948151 0 1663 | vt 0.737305 0.948181 0 1664 | vt 0.560547 0.575684 0 1665 | vt 0.730469 0.476074 0 1666 | vt 0.911133 0.549805 0 1667 | vt 0.059326 0.585205 0 1668 | vt 0.726563 0.940735 0 1669 | vt 0.878906 0.424316 0 1670 | vt 0.867188 0.421875 0 1671 | vt 0.819336 0.424316 0 1672 | vt 0.900879 0.614502 0 1673 | vt 0.875 0.593018 0 1674 | vt 0.841797 0.604736 0 1675 | vt 0.130615 0.576416 0 1676 | vt 0.706543 0.94989 0 1677 | vt 0.716309 0.941895 0 1678 | vt 0.659668 0.810913 0 1679 | vt 0.874512 0.44043 0 1680 | vt 0.05191 0.611328 0 1681 | vt 0.736328 0.940002 0 1682 | vt 0.722168 0.920288 0 1683 | vt 0.694336 0.873779 0 1684 | vt 0.687012 0.820313 0 1685 | vt 0.80127 0.324707 0 1686 | vt 0.05191 0.611328 0 1687 | vt 0.76123 0.951813 0 1688 | vt 0.591797 0.652832 0 1689 | vt 0.757813 0.927124 0 1690 | vt 0.678223 0.799805 0 1691 | vt 0.825684 0.469238 0 1692 | vt 0.796875 0.398926 0 1693 | vt 0.866699 0.439941 0 1694 | vt 0.940918 0.618896 0 1695 | vt 0.837891 0.586182 0 1696 | vt 0.123169 0.566162 0 1697 | vt 0.728027 0.948822 0 1698 | vt 0.729004 0.95929 0 1699 | vt 0.769531 0.792236 0 1700 | vt 0.757813 0.466309 0 1701 | vt 0.92041 0.537354 0 1702 | vt 0.669922 0.635254 0 1703 | vt 0.768555 0.964996 0 1704 | vt 0.712402 0.922852 0 1705 | vt 0.850586 0.473145 0 1706 | vt 0.80127 0.366211 0 1707 | vt 0.763184 0.947968 0 1708 | vt 0.80127 0.634277 0 1709 | vt 0.796875 0.601074 0 1710 | vt 0.874023 0.476563 0 1711 | vt 0.796875 0.398926 0 1712 | vt 0.80127 0.366211 0 1713 | vt 0.143677 0.561035 0 1714 | vt 0.065369 0.607422 0 1715 | vt 0.754395 0.951202 0 1716 | vt 0.748047 0.963379 0 1717 | vt 0.747559 0.911011 0 1718 | vt 0.788574 0.550293 0 1719 | vt 0.91748 0.56665 0 1720 | vt 0.86377 0.590576 0 1721 | vt 0.06604 0.623291 0 1722 | vt 0.911133 0.380859 0 1723 | vt 0.749512 0.955933 0 1724 | vt 0.700195 0.53833 0 1725 | vt 0.911133 0.549805 0 1726 | vt 0.922363 0.614014 0 1727 | vt 0.717773 0.958801 0 1728 | vt 0.687012 0.820313 0 1729 | vt 0.696289 0.797729 0 1730 | vt 0.900879 0.617676 0 1731 | vt 0.939941 0.609863 0 1732 | vt 0.75293 0.804199 0 1733 | vt 0.746582 0.941101 0 1734 | vt 0.87207 0.5 0 1735 | vt 0.145752 0.514648 0 1736 | vt 0.750977 0.973083 0 1737 | vt 0.659668 0.810913 0 1738 | vt 0.765625 0.923279 0 1739 | vt 0.769531 0.669678 0 1740 | vt 0.738281 0.822998 0 1741 | vt 0.067688 0.59375 0 1742 | vt 0.780762 0.962646 0 1743 | vt 0.735352 0.972809 0 1744 | vt 0.735352 0.928955 0 1745 | vt 0.700684 0.9245 0 1746 | vt 0.792969 0.794434 0 1747 | vt 0.733398 0.626221 0 1748 | vt 0.828613 0.593506 0 1749 | vt 0.763184 0.949097 0 1750 | vt 0.694336 0.873779 0 1751 | vt 0.667969 0.830566 0 1752 | vt 0.775879 0.931396 0 1753 | vt 0.693848 0.588623 0 1754 | vt 0.848633 0.486328 0 1755 | vt 0.922363 0.614014 0 1756 | vt 0.056183 0.605225 0 1757 | vt 0.763672 0.948914 0 1758 | vt 0.748047 0.963379 0 1759 | vt 0.729492 0.980682 0 1760 | vt 0.76709 0.934875 0 1761 | vt 0.669922 0.365234 0 1762 | vt 0.052734 0.61792 0 1763 | vt 0.762695 0.948456 0 1764 | vt 0.727051 0.97348 0 1765 | vt 0.797852 0.763062 0 1766 | vt 0.70459 0.627441 0 1767 | vt 0.86377 0.409668 0 1768 | vt 0.165405 0.536377 0 1769 | vt 0.1604 0.540771 0 1770 | vt 0.822754 0.563477 0 1771 | vt 0.828613 0.593506 0 1772 | vt 0.763184 0.947968 0 1773 | vt 0.717773 0.958801 0 1774 | vt 0.601074 0.546875 0 1775 | vt 0.822754 0.563477 0 1776 | vt 0.845215 0.444824 0 1777 | vt 0.833496 0.444824 0 1778 | vt 0.904785 0.607422 0 1779 | vt 0.867676 0.591309 0 1780 | vt 0.156006 0.547607 0 1781 | vt 0.067688 0.59375 0 1782 | vt 0.740723 0.860474 0 1783 | vt 0.769531 0.330566 0 1784 | vt 0.912109 0.556885 0 1785 | vt 0.931641 0.60083 0 1786 | vt 0.180664 0.520508 0 1787 | vt 0.702637 0.815796 0 1788 | vt 0.878906 0.424316 0 1789 | vt 0.858887 0.44043 0 1790 | vt 0.90625 0.625488 0 1791 | vt 0.878906 0.575928 0 1792 | vt 0.852539 0.604492 0 1793 | vt 0.045319 0.610352 0 1794 | vt 0.667969 0.830566 0 1795 | vt 0.696289 0.797729 0 1796 | vt 0.873047 0.487793 0 1797 | vt 0.89502 0.424316 0 1798 | vt 0.824707 0.403809 0 1799 | vt 0.077698 0.58252 0 1800 | vt 0.773438 0.860962 0 1801 | vt 0.895996 0.5 0 1802 | vt 0.840332 0.453613 0 1803 | vt 0.86377 0.590576 0 1804 | vt 0.837891 0.586182 0 1805 | vt 0.939941 0.390137 0 1806 | vt 0.758301 0.938629 0 1807 | vt 0.722168 0.920288 0 1808 | vt 0.94043 0.512695 0 1809 | vt 0.814941 0.430664 0 1810 | vt 0.822754 0.563477 0 1811 | vt 0.087708 0.592773 0 1812 | vt 0.749512 0.955933 0 1813 | vt 0.765137 0.832642 0 1814 | vt 0.775391 0.762939 0 1815 | vt 0.730469 0.52417 0 1816 | vt 0.862305 0.419922 0 1817 | vt 0.667969 0.830566 0 1818 | vt 0.659668 0.810913 0 1819 | vt 0.64209 0.775391 0 1820 | vt 0.755859 0.946228 0 1821 | vt 0.848633 0.486328 0 1822 | vt 0.797852 0.237305 0 1823 | vt 0.86377 0.409668 0 1824 | vt 0.845215 0.444824 0 1825 | vt 0.94043 0.554688 0 1826 | vt 0.881836 0.591309 0 1827 | vt 0.855957 0.578369 0 1828 | vt 0.073425 0.602539 0 1829 | vt 0.060486 0.601563 0 1830 | vt 0.065369 0.607422 0 1831 | vt 0.911133 0.380859 0 1832 | vt 0.687012 0.820313 0 1833 | vt 0.896973 0.511719 0 1834 | vt 0.054077 0.608154 0 1835 | vt 0.847656 0.5 0 1836 | vt 0.769531 0.208008 0 1837 | vt 0.80127 0.421875 0 1838 | vt 0.915527 0.539063 0 1839 | vt 0.866699 0.560059 0 1840 | vt 0.940918 0.381348 0 1841 | vt 0.767578 0.942078 0 1842 | vt 0.769531 0.948151 0 1843 | vt 0.814453 0.416504 0 1844 | vt 0.911133 0.549805 0 1845 | vt 0.156006 0.547607 0 1846 | vt 0.115723 0.587646 0 1847 | vt 0.045319 0.610352 0 1848 | vt 0.76123 0.951813 0 1849 | vt 0.749023 0.948486 0 1850 | vt 0.769531 0.208008 0 1851 | vt 0.86377 0.409668 0 1852 | vt 0.763184 0.947968 0 1853 | vt 0.755859 0.946228 0 1854 | vt 0.759277 0.944916 0 1855 | vt 0.896973 0.511719 0 1856 | vt 0.833496 0.444824 0 1857 | vt 0.819336 0.424316 0 1858 | vt 0.143677 0.561035 0 1859 | vt 0.061676 0.616455 0 1860 | vt 0.767578 0.942078 0 1861 | vt 0.749512 0.955933 0 1862 | vt 0.706055 0.943695 0 1863 | vt 0.901855 0.552246 0 1864 | vt 0.093018 0.569336 0 1865 | vt 0.044708 0.604736 0 1866 | vt 0.708984 0.971436 0 1867 | vt 0.737305 0.948181 0 1868 | vt 0.694336 0.873779 0 1869 | vt 0.878906 0.575928 0 1870 | vt 0.165649 0.547119 0 1871 | vt 0.111328 0.571045 0 1872 | vt 0.093018 0.569336 0 1873 | vt 0.753906 0.952515 0 1874 | vt 0.757813 0.927124 0 1875 | vt 0.627441 0.522461 0 1876 | vt 0.92334 0.550049 0 1877 | vt 0.061676 0.616455 0 1878 | vt 0.052734 0.61792 0 1879 | vt 0.758301 0.953247 0 1880 | vt 0.753906 0.952515 0 1881 | vt 0.699219 0.5 0 1882 | vt 0.717773 0.483398 0 1883 | vt 0.910645 0.386719 0 1884 | vt 0.922852 0.380371 0 1885 | vt 0.759277 0.944916 0 1886 | vt 0.719238 0.972748 0 1887 | vt 0.718262 0.865112 0 1888 | vt 0.752441 0.795532 0 1889 | vt 0.069397 0.614258 0 1890 | vt 0.754395 0.952057 0 1891 | vt 0.743652 0.929321 0 1892 | vt 0.700195 0.481934 0 1893 | vt 0.717773 0.483398 0 1894 | vt 0.900879 0.617676 0 1895 | vt 0.15625 0.567871 0 1896 | vt 0.143677 0.561035 0 1897 | vt 0.120789 0.560547 0 1898 | vt 0.081177 0.622559 0 1899 | vt 0.754395 0.952057 0 1900 | vt 0.723145 0.5 0 1901 | vt 0.132568 0.562744 0 1902 | vt 0.754395 0.951202 0 1903 | vt 0.741699 0.5 0 1904 | vt 0.923828 0.555664 0 1905 | vt 0.911133 0.619141 0 1906 | vt 0.077881 0.612305 0 1907 | vt 0.052216 0.592041 0 1908 | vt 0.722168 0.920288 0 1909 | vt 0.701172 0.855225 0 1910 | vt 0.750977 0.928833 0 1911 | vt 0.730469 0.476074 0 1912 | vt 0.081177 0.622559 0 1913 | vt 0.755859 0.946228 0 1914 | vt 0.687012 0.820313 0 1915 | vt 0.669922 0.635254 0 1916 | vt 0.922852 0.569092 0 1917 | vt 0.910645 0.613525 0 1918 | vt 0.922852 0.619629 0 1919 | vt 0.054382 0.603516 0 1920 | vt 0.716797 0.949341 0 1921 | vt 0.735352 0.928955 0 1922 | vt 0.881836 0.408691 0 1923 | vt 0.131348 0.556641 0 1924 | vt 0.058838 0.610352 0 1925 | vt 0.768555 0.964996 0 1926 | vt 0.912109 0.556885 0 1927 | vt 0.900879 0.614502 0 1928 | vt 0.933594 0.629639 0 1929 | vt 0.121033 0.517822 0 1930 | vt 0.069397 0.614258 0 1931 | vt 0.678223 0.799805 0 1932 | vt 0.047821 0.597412 0 1933 | vt 0.728516 0.963013 0 1934 | vt 0.736328 0.940002 0 1935 | vt 0.6875 0.862183 0 1936 | vt 0.693848 0.588623 0 1937 | vt 0.757813 0.533691 0 1938 | vt 0.89502 0.401367 0 1939 | vt 0.72168 0.982132 0 1940 | vt 0.729004 0.95929 0 1941 | vt 0.774414 0.922363 0 1942 | vt 0.753906 0.5 0 1943 | vt 0.156006 0.547607 0 1944 | vt 0.130249 0.566895 0 1945 | vt 0.060486 0.601563 0 1946 | vt 0.054382 0.603516 0 1947 | vt 0.727051 0.97348 0 1948 | vt 0.628418 0.544922 0 1949 | vt 0.848633 0.513672 0 1950 | vt 0.930664 0.536865 0 1951 | vt 0.120789 0.560547 0 1952 | vt 0.758301 0.953247 0 1953 | vt 0.737305 0.948181 0 1954 | vt 0.679688 0.752319 0 1955 | vt 0.758301 0.938629 0 1956 | vt 0.70459 0.627441 0 1957 | vt 0.06604 0.623291 0 1958 | vt 0.705078 0.960846 0 1959 | vt 0.772949 0.703857 0 1960 | vt 0.837891 0.414063 0 1961 | vt 0.862305 0.600098 0 1962 | vt 0.738281 0.804932 0 1963 | vt 0.120789 0.560547 0 1964 | vt 0.108459 0.559082 0 1965 | vt 0.921387 0.367188 0 1966 | vt 0.632324 0.735352 0 1967 | vt 0.730469 0.862793 0 1968 | vt 0.878906 0.575928 0 1969 | vt 0.819336 0.575928 0 1970 | vt 0.069397 0.614258 0 1971 | vt 0.059875 0.605225 0 1972 | vt 0.705078 0.960846 0 1973 | vt 0.765137 0.832642 0 1974 | vt 0.896973 0.488281 0 1975 | vt 0.716797 0.441406 0 1976 | vt 0.922363 0.614014 0 1977 | vt 0.154175 0.537109 0 1978 | vt 0.157959 0.532471 0 1979 | vt 0.147339 0.534668 0 1980 | vt 0.749023 0.948486 0 1981 | vt 0.896973 0.488281 0 1982 | vt 0.921387 0.367188 0 1983 | vt 0.765625 0.95755 0 1984 | vt 0.753418 0.859253 0 1985 | vt 0.769531 0.792236 0 1986 | vt 0.741699 0.5 0 1987 | vt 0.912109 0.556885 0 1988 | vt 0.845215 0.55542 0 1989 | vt 0.788574 0.550293 0 1990 | vt 0.79834 0.541016 0 1991 | vt 0.79834 0.458984 0 1992 | vt 0.788574 0.449707 0 1993 | vt 0.855957 0.421875 0 1994 | vt 0.848145 0.419922 0 1995 | vt 0.852539 0.395508 0 1996 | vt 0.108459 0.559082 0 1997 | vt 0.733398 0.626221 0 1998 | vt 0.850586 0.526855 0 1999 | vt 0.131348 0.556641 0 2000 | vt 0.123962 0.556641 0 2001 | vt 0.911133 0.380859 0 2002 | vt 0.758301 0.953247 0 2003 | vt 0.754395 0.940033 0 2004 | vt 0.754395 0.823853 0 2005 | vt 0.108459 0.559082 0 2006 | vt 0.754395 0.951202 0 2007 | vt 0.753418 0.951385 0 2008 | vt 0.760742 0.967773 0 2009 | vt 0.750977 0.928833 0 2010 | vt 0.774414 0.922363 0 2011 | vt 0.940918 0.618896 0 2012 | vt 0.75293 0.804199 0 2013 | vt 0.922852 0.380371 0 2014 | vt 0.754395 0.952057 0 2015 | vt 0.765625 0.95755 0 2016 | vt 0.735352 0.972809 0 2017 | vt 0.730957 0.985596 0 2018 | vt 0.756348 0.909241 0 2019 | vt 0.738281 0.822998 0 2020 | vt 0.130615 0.576416 0 2021 | vt 0.131348 0.556641 0 2022 | vt 0.123169 0.566162 0 2023 | vt 0.111328 0.571045 0 2024 | vt 0.105164 0.532227 0 2025 | vt 0.739746 0.980804 0 2026 | vt 0.737305 0.948181 0 2027 | vt 0.852539 0.604492 0 2028 | vt 0.073975 0.621826 0 2029 | vt 0.718262 0.962006 0 2030 | vt 0.702637 0.815796 0 2031 | vt 0.747559 0.911011 0 2032 | vt 0.787598 0.522705 0 2033 | vt 0.841309 0.611084 0 2034 | vt 0.117676 0.54248 0 2035 | vt 0.753906 0.952515 0 2036 | vt 0.743652 0.978409 0 2037 | vt 0.679688 0.519775 0 2038 | vt 0.753906 0.5 0 2039 | vt 0.723633 0.982315 0 2040 | vt 0.867676 0.40918 0 2041 | vt 0.848145 0.419922 0 2042 | vt 0.845215 0.55542 0 2043 | vt 0.757813 0.960541 0 2044 | vt 0.739746 0.962952 0 2045 | vt 0.660156 0.715332 0 2046 | vt 0.65918 0.521729 0 2047 | vt 0.895996 0.5 0 2048 | vt 0.848633 0.513672 0 2049 | vt 0.845215 0.444824 0 2050 | vt 0.120789 0.560547 0 2051 | vt 0.739746 0.962952 0 2052 | vt 0.719238 0.972748 0 2053 | vt 0.708984 0.971436 0 2054 | vt 0.728027 0.948822 0 2055 | vt 0.65918 0.542725 0 2056 | vt 0.714844 0.934326 0 2057 | vt 0.677246 0.5 0 2058 | vt 0.787598 0.522705 0 2059 | vt 0.87207 0.5 0 2060 | vt 0.757813 0.466309 0 2061 | vt 0.848145 0.580078 0 2062 | vt 0.082092 0.560303 0 2063 | vt 0.76123 0.951813 0 2064 | vt 0.722168 0.920288 0 2065 | vt 0.767578 0.809692 0 2066 | vt 0.769531 0.669678 0 2067 | vt 0.772949 0.703857 0 2068 | vt 0.848633 0.486328 0 2069 | vt 0.763672 0.948914 0 2070 | vt 0.712402 0.922852 0 2071 | vt 0.700684 0.9245 0 2072 | vt 0.6875 0.862183 0 2073 | vt 0.896973 0.511719 0 2074 | vt 0.847656 0.5 0 2075 | vt 0.117676 0.54248 0 2076 | vt 0.910645 0.386719 0 2077 | vt 0.719238 0.972748 0 2078 | vt 0.72168 0.982132 0 2079 | vt 0.765137 0.90918 0 2080 | vt 0.679688 0.542969 0 2081 | vt 0.660156 0.715332 0 2082 | vt 0.679688 0.752319 0 2083 | vt 0.065369 0.607422 0 2084 | vt 0.735352 0.928955 0 2085 | vt 0.778809 0.840698 0 2086 | vt 0.867676 0.40918 0 2087 | vt 0.922852 0.619629 0 2088 | vt 0.862305 0.580078 0 2089 | vt 0.629883 0.80481 0 2090 | vt 0.775391 0.762939 0 2091 | vt 0.797852 0.763062 0 2092 | vt 0.900879 0.385742 0 2093 | vt 0.762695 0.948456 0 2094 | vt 0.847656 0.5 0 2095 | vt 0.872559 0.451172 0 2096 | vt 0.872559 0.549072 0 2097 | vt 0.05072 0.633057 0 2098 | vt 0.735352 0.972809 0 2099 | vt 0.76416 0.859741 0 2100 | vt 0.824707 0.289551 0 2101 | vt 0.907227 0.562256 0 2102 | vt 0.060486 0.601563 0 2103 | vt 0.718262 0.962006 0 2104 | vt 0.787598 0.522705 0 2105 | vt 0.910645 0.613525 0 2106 | vt 0.123962 0.556641 0 2107 | vt 0.074402 0.626465 0 2108 | vt 0.736328 0.940002 0 2109 | vt 0.704102 0.935364 0 2110 | vt 0.765137 0.90918 0 2111 | vt 0.757813 0.533691 0 2112 | vt 0.787598 0.477539 0 2113 | vt 0.743652 0.929321 0 2114 | vt 0.696289 0.797729 0 2115 | vt 0.787109 0.814819 0 2116 | vt 0.769531 0.669678 0 2117 | vt 0.820801 0.5 0 2118 | vt 0.788574 0.431152 0 2119 | vt 0.654297 0.761353 0 2120 | vt 0.632324 0.735352 0 2121 | vt 0.06604 0.623291 0 2122 | vt 0.735352 0.928955 0 2123 | vt 0.769531 0.669678 0 2124 | vt 0.724121 0.247559 0 2125 | vt 0.852539 0.395508 0 2126 | vt 0.059875 0.605225 0 2127 | vt 0.757813 0.960541 0 2128 | vt 0.714844 0.934326 0 2129 | vt 0.773926 0.910217 0 2130 | vt 0.641113 0.318848 0 2131 | vt 0.073975 0.621826 0 2132 | vt 0.700684 0.9245 0 2133 | vt 0.695313 0.297363 0 2134 | vt 0.628418 0.544922 0 2135 | vt 0.627441 0.522461 0 2136 | vt 0.774414 0.269531 0 2137 | vt 0.939453 0.545654 0 2138 | vt 0.82666 0.547607 0 2139 | vt 0.13208 0.548584 0 2140 | vt 0.900879 0.382324 0 2141 | vt 0.922363 0.38623 0 2142 | vt 0.888184 0.45166 0 2143 | vt 0.923828 0.555664 0 2144 | vt 0.939941 0.609863 0 2145 | vt 0.682129 0.333496 0 2146 | vt 0.158081 0.524902 0 2147 | vt 0.757813 0.960541 0 2148 | vt 0.699707 0.975937 0 2149 | vt 0.694336 0.873779 0 2150 | vt 0.623535 0.760376 0 2151 | vt 0.767578 0.942078 0 2152 | vt 0.693848 0.411621 0 2153 | vt 0.135864 0.539551 0 2154 | vt 0.060486 0.601563 0 2155 | vt 0.065369 0.607422 0 2156 | vt 0.632813 0.356445 0 2157 | vt 0.910645 0.613525 0 2158 | vt 0.117676 0.54248 0 2159 | vt 0.132568 0.562744 0 2160 | vt 0.077881 0.612305 0 2161 | vt 0.912109 0.556885 0 2162 | vt 0.900879 0.617676 0 2163 | vt 0.117676 0.54248 0 2164 | vt 0.065369 0.607422 0 2165 | vt 0.669922 0.365234 0 2166 | vt 0.856445 0.611328 0 2167 | vt 0.130615 0.576416 0 2168 | vt 0.094849 0.603271 0 2169 | vt 0.704102 0.935364 0 2170 | vt 0.716797 0.558838 0 2171 | vt 0.911133 0.549805 0 2172 | vt 0.92041 0.537354 0 2173 | vt 0.13208 0.548584 0 2174 | vt 0.059052 0.604248 0 2175 | vt 0.940918 0.381348 0 2176 | vt 0.726563 0.940735 0 2177 | vt 0.788574 0.569336 0 2178 | vt 0.796875 0.398926 0 2179 | vt 0.901855 0.555908 0 2180 | vt 0.862305 0.600098 0 2181 | 2182 | f 211/997 167/784 105/489 2183 | f 223/1071 233/1127 221/1059 2184 | f 72/324 169/790 6/17 2185 | f 5/16 6/17 169/790 2186 | f 6/17 5/16 4/14 2187 | f 1/1 4/14 5/16 2188 | f 191/893 47/210 168/789 2189 | f 108/512 113/539 118/560 2190 | f 319/1596 281/1374 279/1366 2191 | f 327/1638 328/1646 329/1653 2192 | f 258/1262 239/1162 167/783 2193 | f 238/1155 240/1169 237/1150 2194 | f 168/788 320/1603 191/892 2195 | f 21/80 44/192 183/854 2196 | f 151/713 74/334 212/1002 2197 | f 41/172 287/1409 354/1772 2198 | f 42/178 53/239 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288/1413 24/95 268/1307 2230 | f 217/1032 211/996 213/1008 2231 | f 107/505 92/417 93/421 2232 | f 230/1106 226/1087 96/435 2233 | f 121/574 129/608 165/773 2234 | f 193/902 55/248 109/519 2235 | f 51/230 39/161 171/801 2236 | f 298/1473 258/1261 35/142 2237 | f 117/554 97/439 257/1255 2238 | f 168/787 202/946 320/1602 2239 | f 69/310 94/426 179/833 2240 | f 296/1460 89/400 116/546 2241 | f 217/1031 221/1058 219/1044 2242 | f 259/1263 95/427 136/639 2243 | f 170/794 136/639 95/427 2244 | f 167/782 214/1016 303/1503 2245 | f 185/865 345/1730 102/471 2246 | f 209/986 208/981 213/1007 2247 | f 174/814 290/1425 149/704 2248 | f 66/297 34/134 25/99 2249 | f 167/781 35/141 258/1260 2250 | f 289/1419 94/425 98/444 2251 | f 278/1360 355/1778 140/668 2252 | f 279/1365 283/1389 272/1328 2253 | f 14/59 13/55 21/79 2254 | f 46/204 61/269 144/688 2255 | f 328/1645 311/1552 313/1562 2256 | f 111/530 131/620 343/1721 2257 | f 144/687 27/111 46/203 2258 | f 321/1610 347/1739 225/1081 2259 | f 288/1412 268/1306 218/1038 2260 | f 98/443 94/424 69/309 2261 | f 313/1561 359/1796 358/1791 2262 | f 231/1112 222/1066 229/1099 2263 | f 107/504 110/524 85/386 2264 | f 309/1539 311/1551 307/1528 2265 | f 31/122 44/191 249/1217 2266 | f 279/1364 290/1424 49/219 2267 | f 207/975 91/411 43/185 2268 | f 317/1584 273/1335 120/571 2269 | f 261/1274 200/937 361/1806 2270 | f 354/1771 162/760 296/1459 2271 | f 86/392 298/1472 35/140 2272 | f 11/45 215/1022 304/1510 2273 | f 231/1111 223/1070 222/1065 2274 | f 224/1076 138/656 133/630 2275 | f 267/1300 63/282 120/570 2276 | f 46/202 27/110 61/268 2277 | f 241/1175 246/1203 252/1229 2278 | f 195/912 40/166 196/916 2279 | f 302/1497 240/1168 299/1478 2280 | f 309/1538 313/1560 311/1550 2281 | f 192/899 355/1777 278/1359 2282 | f 359/1795 361/1805 362/1813 2283 | f 277/1353 245/1196 289/1418 2284 | f 73/331 102/470 192/899 2285 | f 79/355 323/1621 346/1735 2286 | f 298/1471 90/405 258/1259 2287 | f 301/1491 299/1477 293/1443 2288 | f 252/1228 218/1037 268/1305 2289 | f 31/121 190/885 154/727 2290 | f 164/766 207/974 151/711 2291 | f 106/496 133/629 113/538 2292 | f 113/537 108/511 106/495 2293 | f 74/333 151/710 140/667 2294 | f 24/94 59/261 291/1432 2295 | f 223/1069 231/1110 233/1125 2296 | f 319/1594 49/218 136/638 2297 | f 246/1202 241/1174 232/1119 2298 | f 234/1130 232/1118 236/1143 2299 | f 24/93 288/1411 59/259 2300 | f 199/931 12/51 26/105 2301 | f 154/726 351/1759 266/1294 2302 | f 236/1142 241/1173 244/1192 2303 | f 166/776 59/260 325/1629 2304 | f 325/1628 59/259 288/1411 2305 | f 68/306 334/1675 144/686 2306 | f 296/1458 301/1490 292/1436 2307 | f 230/1105 247/1209 246/1201 2308 | f 101/465 227/1093 107/503 2309 | f 220/1052 222/1064 223/1068 2310 | f 53/238 57/254 48/213 2311 | f 96/434 92/416 230/1104 2312 | f 173/808 264/1285 335/1683 2313 | f 334/1675 10/39 144/685 2314 | f 290/1423 210/988 49/217 2315 | f 288/1410 218/1036 325/1627 2316 | f 174/813 87/394 290/1423 2317 | f 93/420 99/450 161/756 2318 | f 200/936 296/1457 116/545 2319 | f 166/775 325/1627 218/1036 2320 | f 120/569 294/1450 285/1401 2321 | f 66/296 73/330 300/1485 2322 | f 343/1720 97/438 111/529 2323 | f 191/891 2/6 47/209 2324 | f 334/1674 68/305 75/339 2325 | f 91/410 122/582 35/139 2326 | f 96/433 93/419 92/415 2327 | f 55/247 153/723 23/89 2328 | f 160/750 23/88 153/722 2329 | f 18/69 131/619 100/459 2330 | f 80/360 35/138 122/581 2331 | f 182/848 45/201 3/11 2332 | f 312/1556 315/1572 214/1015 2333 | f 247/1208 84/378 253/1238 2334 | f 345/1729 355/1776 192/898 2335 | f 225/1080 8/29 103/478 2336 | f 161/755 99/449 100/458 2337 | f 166/774 218/1035 59/258 2338 | f 209/985 105/488 206/968 2339 | f 268/1304 149/703 290/1422 2340 | f 269/1313 268/1303 272/1327 2341 | f 178/828 107/502 148/698 2342 | f 291/1431 59/258 218/1035 2343 | f 55/246 23/87 57/253 2344 | f 38/157 67/302 88/396 2345 | f 21/78 270/1319 14/58 2346 | f 88/396 67/301 276/1346 2347 | f 98/442 180/837 289/1417 2348 | f 159/742 276/1346 67/301 2349 | f 275/1340 244/1191 272/1326 2350 | f 346/1734 264/1284 262/1279 2351 | f 255/1247 362/1812 112/534 2352 | f 19/70 262/1279 264/1284 2353 | f 264/1284 173/807 19/70 2354 | f 159/743 15/60 276/1345 2355 | f 226/1086 229/1098 222/1063 2356 | f 256/1251 276/1345 15/60 2357 | f 41/170 354/1770 296/1456 2358 | f 245/1195 203/953 179/832 2359 | f 173/806 177/823 19/70 2360 | f 262/1279 19/70 177/823 2361 | f 266/1293 173/806 183/853 2362 | f 173/806 266/1293 177/823 2363 | f 164/765 62/277 122/580 2364 | f 262/1279 177/823 263/1281 2365 | f 47/208 2/5 181/841 2366 | f 215/1021 11/44 86/391 2367 | f 111/528 178/827 148/697 2368 | f 11/43 141/673 298/1470 2369 | f 300/1484 47/208 181/840 2370 | f 262/1278 30/118 67/301 2371 | f 159/742 67/301 30/118 2372 | f 30/118 15/60 159/742 2373 | f 262/1278 263/1280 30/118 2374 | f 126/595 257/1254 64/287 2375 | f 175/818 30/118 263/1280 2376 | f 351/1758 263/1281 177/823 2377 | f 177/823 266/1292 351/1758 2378 | f 61/267 68/304 144/684 2379 | f 263/1281 351/1758 353/1767 2380 | f 353/1767 356/1779 263/1281 2381 | f 175/818 263/1280 360/1799 2382 | f 356/1779 360/1799 263/1280 2383 | f 13/54 14/57 9/34 2384 | f 52/234 284/1395 357/1786 2385 | f 15/60 30/118 175/817 2386 | f 360/1799 356/1779 358/1790 2387 | f 175/817 145/689 15/60 2388 | f 352/1764 358/1790 356/1779 2389 | f 356/1779 353/1767 352/1764 2390 | f 16/61 15/60 145/689 2391 | f 15/60 16/61 256/1251 2392 | f 349/1752 203/952 321/1609 2393 | f 145/689 175/817 255/1246 2394 | f 16/61 250/1219 256/1250 2395 | f 324/1626 256/1250 250/1219 2396 | f 145/689 82/370 16/61 2397 | f 145/689 255/1246 82/370 2398 | f 16/61 58/257 250/1219 2399 | f 58/257 16/61 82/370 2400 | f 337/1694 348/1746 155/732 2401 | f 194/908 197/924 165/772 2402 | f 142/677 250/1219 58/257 2403 | f 250/1218 33/129 324/1625 2404 | f 204/958 324/1625 33/129 2405 | f 104/482 194/907 165/772 2406 | f 47/207 12/50 168/786 2407 | f 275/1339 272/1325 283/1388 2408 | f 32/127 338/1702 276/1344 2409 | f 250/1218 254/1241 33/129 2410 | f 254/1241 250/1218 142/676 2411 | f 203/951 349/1751 182/847 2412 | f 239/1161 45/200 18/68 2413 | f 232/1117 230/1103 246/1200 2414 | f 24/92 291/1430 160/749 2415 | f 345/1728 192/897 102/469 2416 | f 296/1455 162/759 89/399 2417 | f 119/564 204/957 33/128 2418 | f 103/477 321/1608 225/1079 2419 | f 90/404 103/476 8/28 2420 | f 33/128 254/1242 119/564 2421 | f 339/1708 183/852 335/1682 2422 | f 104/481 51/229 194/906 2423 | f 245/1194 179/831 94/423 2424 | f 90/404 298/1469 141/672 2425 | f 123/586 322/1615 280/1368 2426 | f 149/702 153/721 174/812 2427 | f 201/940 248/1212 254/1242 2428 | f 335/1681 337/1693 339/1707 2429 | f 248/1212 201/940 204/956 2430 | f 258/1258 36/147 239/1160 2431 | f 68/303 61/266 75/338 2432 | f 204/956 119/563 248/1212 2433 | f 326/1632 32/126 146/692 2434 | f 265/1289 317/1583 120/568 2435 | f 22/83 297/1467 27/109 2436 | f 301/1489 293/1442 292/1435 2437 | f 99/448 106/494 108/510 2438 | f 10/38 76/345 144/683 2439 | f 204/955 201/939 324/1624 2440 | f 182/846 18/68 45/199 2441 | f 65/290 324/1624 201/939 2442 | f 65/290 201/939 254/1241 2443 | f 102/468 332/1666 38/156 2444 | f 254/1241 142/676 65/290 2445 | f 203/950 277/1352 347/1738 2446 | f 348/1745 337/1692 333/1672 2447 | f 324/1623 65/289 256/1249 2448 | f 316/1576 214/1014 315/1571 2449 | f 38/155 184/859 67/300 2450 | f 267/1299 120/567 273/1334 2451 | f 128/601 256/1249 65/289 2452 | f 362/1811 361/1804 200/935 2453 | f 113/536 133/628 118/558 2454 | f 146/691 256/1248 128/601 2455 | f 256/1248 146/691 276/1343 2456 | f 307/1527 310/1545 235/1137 2457 | f 42/177 48/212 61/265 2458 | f 308/1534 309/1537 305/1516 2459 | f 106/493 96/432 226/1085 2460 | f 238/1154 242/1181 240/1167 2461 | f 82/370 116/544 58/257 2462 | f 89/398 142/675 58/256 2463 | f 202/945 151/709 207/973 2464 | f 116/544 89/397 58/256 2465 | f 305/1515 307/1526 237/1149 2466 | f 180/836 70/314 45/198 2467 | f 89/398 152/715 142/675 2468 | f 246/1199 253/1237 252/1227 2469 | f 118/557 197/923 108/509 2470 | f 227/1092 10/37 110/523 2471 | f 34/133 323/1620 25/98 2472 | f 129/607 118/556 133/627 2473 | f 152/716 65/289 142/674 2474 | f 192/896 278/1358 199/930 2475 | f 41/169 294/1449 63/281 2476 | f 128/601 65/289 152/714 2477 | f 178/826 117/553 101/464 2478 | f 162/758 152/715 89/397 2479 | f 152/714 341/1714 128/601 2480 | f 341/1714 152/714 162/758 2481 | f 60/262 128/601 341/1714 2482 | f 128/601 60/262 146/691 2483 | f 70/313 3/10 45/197 2484 | f 333/1671 337/1691 335/1680 2485 | f 60/262 341/1714 157/737 2486 | f 228/1094 341/1714 162/757 2487 | f 228/1094 157/737 341/1714 2488 | f 60/262 157/737 143/679 2489 | f 143/679 146/691 60/262 2490 | f 157/737 228/1094 124/588 2491 | f 125/589 143/679 157/737 2492 | f 157/737 124/588 125/589 2493 | f 354/1768 124/588 228/1094 2494 | f 187/873 131/618 18/67 2495 | f 78/351 336/1689 62/276 2496 | f 162/757 354/1769 228/1094 2497 | f 124/588 354/1768 134/631 2498 | f 131/617 148/696 161/754 2499 | f 317/1582 304/1509 215/1020 2500 | f 287/1408 134/631 354/1768 2501 | f 125/589 124/587 274/1336 2502 | f 125/589 274/1336 143/679 2503 | f 28/112 124/587 134/631 2504 | f 318/1590 315/1570 311/1549 2505 | f 124/587 28/112 147/693 2506 | f 147/693 274/1336 124/587 2507 | f 285/1400 282/1381 283/1387 2508 | f 146/691 143/679 326/1631 2509 | f 143/678 274/1336 169/791 2510 | f 143/678 169/791 326/1631 2511 | f 189/879 169/791 274/1336 2512 | f 274/1336 147/693 189/879 2513 | f 72/325 326/1631 169/791 2514 | f 216/1026 213/1006 220/1051 2515 | f 72/325 338/1700 326/1631 2516 | f 115/542 169/790 189/879 2517 | f 131/616 187/872 349/1750 2518 | f 169/790 115/542 5/16 2519 | f 243/1185 72/324 163/762 2520 | f 229/1097 230/1102 232/1116 2521 | f 221/1057 217/1030 216/1025 2522 | f 56/249 163/762 72/324 2523 | f 163/762 56/249 344/1725 2524 | f 72/324 6/17 56/249 2525 | f 249/1216 44/190 9/33 2526 | f 344/1724 56/249 6/17 2527 | f 285/1399 294/1448 282/1380 2528 | f 155/731 351/1757 154/725 2529 | f 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