diff --git a/d3/cameras/camera.py b/d3/camera.py similarity index 94% rename from d3/cameras/camera.py rename to d3/camera.py index 22e5610..8fbfa51 100644 --- a/d3/cameras/camera.py +++ b/d3/camera.py @@ -1,6 +1,6 @@ #!/usr/bin/env python3 -from ..conv.model import Vertex +from .conv.model import Vertex from OpenGL.GL import * from OpenGL.GLU import * diff --git a/d3/cameras/__init__.py b/d3/cameras/__init__.py deleted file mode 100644 index e69de29..0000000 diff --git a/d3/controls/controls.py b/d3/controls.py similarity index 97% rename from d3/controls/controls.py rename to d3/controls.py index e9355aa..670a89f 100644 --- a/d3/controls/controls.py +++ b/d3/controls.py @@ -1,6 +1,6 @@ #!/usr/bin/env python3 -from ..conv.model import Vertex +from .conv.model import Vertex import pygame diff --git a/d3/controls/__init__.py b/d3/controls/__init__.py deleted file mode 100644 index e69de29..0000000 diff --git a/d3/conv/model.py b/d3/conv/model.py index cd30deb..3591a81 100644 --- a/d3/conv/model.py +++ b/d3/conv/model.py @@ -2,58 +2,9 @@ from math import sqrt -class Vertex: - def __init__(self, x = 0.0, y = 0.0, z = 0.0): - self.x = x - self.y = y - self.z = z - - def from_array(self, arr): - self.x = float(arr[0]) if len(arr) > 0 else None - self.y = float(arr[1]) if len(arr) > 1 else None - self.z = float(arr[2]) if len(arr) > 2 else None - return self - - def __add__(self, other): - return Vertex(self.x + other.x, self.y + other.y, self.z + other.z) - - def __mul__(self, other): - return Vertex(self.x * other, self.y * other, self.z * other) - - def __rmul__(self, other): - return self.__mul__(other) - - def norm2(self): - return self.x * self.x + self.y * self.y + self.z * self.z - - def norm(self): - return sqrt(self.norm2()) - - def normalize(self): - norm = self.norm() - if abs(norm) > 0.0001: - self.x /= norm - self.y /= norm - self.z /= norm - - def cross_product(v1, v2): - return Vertex( - v1.y * v2.z - v1.z * v2.y, - v1.z * v2.x - v1.x * v2.z, - v1.x * v2.y - v1.y * v2.x) - - def from_points(v1, v2): - return Vertex( - v2.x - v1.x, - v2.y - v1.y, - v2.z - v1.z) - - def __str__(self): - return '(' + ", ".join([str(self.x), str(self.y), str(self.z)]) + ")" - - def dot(self, other): - return self.x * other.x + self.y * other.y + self.z * other.z +from ..geometry import Vector +Vertex = Vector Normal = Vertex TexCoord = Vertex diff --git a/d3/geometry.py b/d3/geometry.py new file mode 100644 index 0000000..a30d7bf --- /dev/null +++ b/d3/geometry.py @@ -0,0 +1,57 @@ +#!/usr/bin/env python3 + +from math import sqrt + +class Vector: + def __init__(self, x = 0.0, y = 0.0, z = 0.0): + self.x = x + self.y = y + self.z = z + + def from_array(self, arr): + self.x = float(arr[0]) if len(arr) > 0 else None + self.y = float(arr[1]) if len(arr) > 1 else None + self.z = float(arr[2]) if len(arr) > 2 else None + return self + + def __add__(self, other): + return Vector(self.x + other.x, self.y + other.y, self.z + other.z) + + def __mul__(self, other): + return Vector(self.x * other, self.y * other, self.z * other) + + def __rmul__(self, other): + return self.__mul__(other) + + def norm2(self): + return self.x * self.x + self.y * self.y + self.z * self.z + + def norm(self): + return sqrt(self.norm2()) + + def normalize(self): + norm = self.norm() + if abs(norm) > 0.0001: + self.x /= norm + self.y /= norm + self.z /= norm + + def cross_product(v1, v2): + return Vector( + v1.y * v2.z - v1.z * v2.y, + v1.z * v2.x - v1.x * v2.z, + v1.x * v2.y - v1.y * v2.x) + + def from_points(v1, v2): + return Vector( + v2.x - v1.x, + v2.y - v1.y, + v2.z - v1.z) + + def __str__(self): + return '(' + ", ".join([str(self.x), str(self.y), str(self.z)]) + ")" + + def dot(self, other): + return self.x * other.x + self.y * other.y + self.z * other.z + + diff --git a/models/cube.obj b/models/cube.obj deleted file mode 100644 index 905ecdb..0000000 --- a/models/cube.obj +++ /dev/null @@ -1,21 +0,0 @@ -v 0.5 -0.5 -0.5 -v 0.5 0.5 -0.5 -v -0.5 0.5 -0.5 -v -0.5 -0.5 -0.5 -v 0.5 -0.5 0.5 -v 0.5 0.5 0.5 -v -0.5 0.5 0.5 -v -0.5 -0.5 0.5 - -f 1 2 5 -f 2 6 5 -f 2 3 6 -f 3 7 6 -f 2 1 4 -f 2 4 3 -f 5 6 8 -f 6 7 8 -f 3 4 8 -f 3 8 7 -f 4 1 5 -f 4 5 8 diff --git a/models/link.obj b/models/link.obj deleted file mode 100644 index ea01d24..0000000 --- a/models/link.obj +++ /dev/null @@ -1,15645 +0,0 @@ -# ROI SUPPORTED -mtllib DolToonlinkR1.mtl - -# ROI BEGIN 6 -# Boucle de la ceinture -v 2.316337 6.647360 1.782534 -v 2.031238 6.632502 1.432427 -v 1.801365 6.878108 1.609193 -v 2.148536 6.280137 1.351863 -v 2.433635 6.294994 1.701971 -v 2.388763 5.921294 1.754370 -v 2.286485 6.271995 1.916482 -v 2.273911 6.014277 1.933315 -v 2.130815 6.111227 2.095154 -v 2.141003 5.828051 2.053790 -v 2.064360 6.003912 2.159261 -v 1.961202 5.950377 2.240099 -v 1.944560 6.224416 2.263772 -v 1.855451 5.976429 2.330545 -v 1.764308 6.063011 2.395653 -v 1.766389 5.778768 2.360937 -v 1.596038 5.925100 2.489104 -v 1.415738 5.793289 2.552155 -v 1.537256 6.173430 2.530776 -v 1.298440 6.145655 2.632719 -v 1.343312 6.519354 2.580319 -v 1.013341 6.130797 2.282611 -v 1.058213 6.504496 2.230211 -v 1.727673 6.196518 2.425257 -v 1.737028 6.336497 2.406261 -v 1.808802 6.444088 2.348686 -v 1.682738 6.617374 2.393467 -v 1.906641 6.497346 2.261316 -v 1.859290 6.728426 2.240641 -v 2.057353 6.666656 2.086320 -v 1.793612 6.946388 2.195509 -v 2.086464 6.892966 1.959301 -v 2.017711 6.471570 2.177401 -v 2.103534 6.384713 2.105762 -v 2.223455 6.520103 1.952936 -v 1.960202 5.716777 2.201399 -v 1.938463 5.494260 2.139181 -v 2.213209 5.622353 1.910014 -v 1.928109 5.607495 1.559906 -v 2.103663 5.906436 1.404262 -v 1.518867 6.818295 2.424675 -v 1.233768 6.803438 2.074567 -v 2.145489 6.251484 2.082689 -v 1.545581 6.430927 2.508725 -v 1.360512 5.532825 2.025280 -v 1.130638 5.778430 2.202047 -v 1.645611 5.547683 2.375388 -v 1.653363 5.479403 1.789073 -v 1.508513 6.931530 1.845401 - -vt 0.500941 0.074072 -vt 0.509013 0.078781 -vt 0.490458 0.098265 -vt 0.516435 0.052803 -vt 0.507017 0.052803 -vt 0.500941 0.031534 -vt 0.492554 0.052803 -vt 0.489881 0.037986 -vt 0.478213 0.044792 -vt 0.478517 0.028238 -vt 0.472308 0.039104 -vt 0.464480 0.036781 -vt 0.464480 0.052803 -vt 0.456651 0.039104 -vt 0.450746 0.044792 -vt 0.450442 0.028238 -vt 0.439078 0.037986 -vt 0.428019 0.031534 -vt 0.436405 0.052803 -vt 0.421942 0.052803 -vt 0.428019 0.074072 -vt 0.412524 0.052803 -vt 0.419946 0.078781 -vt 0.448823 0.052803 -vt 0.450746 0.060814 -vt 0.456651 0.066502 -vt 0.450442 0.077369 -vt 0.464480 0.068826 -vt 0.464480 0.082438 -vt 0.478517 0.077369 -vt 0.464480 0.095341 -vt 0.485748 0.090024 -vt 0.472308 0.066502 -vt 0.478213 0.060814 -vt 0.489881 0.067620 -vt 0.464480 0.023169 -vt 0.464480 0.010265 -vt 0.485748 0.015583 -vt 0.490458 0.007342 -vt 0.509013 0.026825 -vt 0.443211 0.090024 -vt 0.438502 0.098265 -vt 0.480136 0.052803 -vt 0.439078 0.067621 -vt 0.438502 0.007342 -vt 0.419946 0.026825 -vt 0.443211 0.015583 -vt 0.464480 0.002541 -vt 0.464480 0.104759 - -vn 0.872628 0.486035 0.047861 -vn 0.616672 0.584810 -0.526985 -vn 0.298771 0.911713 -0.281985 -vn 0.769334 0.101210 -0.630779 -vn 0.994660 0.100181 -0.024818 -vn 0.951691 -0.306579 0.017116 -vn 0.791967 0.055413 0.608044 -vn 0.779143 -0.062412 0.623732 -vn 0.724011 -0.024043 0.689370 -vn 0.722845 -0.155517 0.673283 -vn 0.680180 -0.058803 0.730683 -vn 0.638751 -0.104897 0.762229 -vn 0.631100 0.032890 0.775004 -vn 0.593345 -0.070227 0.801879 -vn 0.539781 -0.048279 0.840420 -vn 0.544856 -0.178932 0.819216 -vn 0.471920 -0.102828 0.875624 -vn -0.110519 -0.446317 0.888024 -vn 0.435989 0.008582 0.899911 -vn -0.222458 -0.059937 0.973098 -vn -0.189583 0.346297 0.918769 -vn -0.769334 -0.101209 0.630778 -vn -0.715855 0.409511 0.565555 -vn 0.540231 0.021256 0.841248 -vn 0.526070 0.089190 0.845752 -vn 0.573954 0.124162 0.809420 -vn 0.505112 0.219512 0.834672 -vn 0.611326 0.170043 0.772894 -vn 0.591229 0.261252 0.763017 -vn 0.683100 0.242926 0.688739 -vn 0.301991 0.812472 0.498689 -vn 0.622434 0.741305 0.251082 -vn 0.660790 0.135585 0.738223 -vn 0.710297 0.113427 0.694703 -vn 0.756276 0.166836 0.632623 -vn 0.636965 -0.197245 0.745231 -vn 0.460118 -0.772756 0.437196 -vn 0.758324 -0.621004 0.198239 -vn 0.470561 -0.810504 -0.348792 -vn 0.715854 -0.409510 -0.565557 -vn 0.013876 0.661247 0.750040 -vn -0.470562 0.810504 0.348792 -vn 0.713903 0.044103 0.698855 -vn 0.449051 0.126419 0.884518 -vn -0.298771 -0.911713 0.281985 -vn -0.616670 -0.584810 0.526986 -vn 0.149767 -0.701062 0.697196 -vn 0.099183 -0.994321 -0.038571 -vn -0.099184 0.994321 0.038571 - -g polygon0 -s 1 -usemtl mat4 -f 1/1/1 2/2/2 3/3/3 -f 1/1/1 4/4/4 2/2/2 -f 5/5/5 4/4/4 1/1/1 -f 5/5/5 6/6/6 4/4/4 -f 7/7/7 6/6/6 5/5/5 -f 7/7/7 8/8/8 6/6/6 -f 9/9/9 8/8/8 7/7/7 -f 9/9/9 10/10/10 8/8/8 -f 11/11/11 10/10/10 9/9/9 -f 11/11/11 12/12/12 10/10/10 -f 13/13/13 12/12/12 11/11/11 -f 13/13/13 14/14/14 12/12/12 -f 15/15/15 14/14/14 13/13/13 -f 15/15/15 16/16/16 14/14/14 -f 17/17/17 16/16/16 15/15/15 -f 17/17/17 18/18/18 16/16/16 -f 19/19/19 18/18/18 17/17/17 -f 19/19/19 20/20/20 18/18/18 -f 21/21/21 20/20/20 19/19/19 -f 21/21/21 22/22/22 20/20/20 -f 23/23/23 22/22/22 21/21/21 -f 15/15/15 19/19/19 17/17/17 -f 15/15/15 24/24/24 19/19/19 -f 13/13/13 24/24/24 15/15/15 -f 13/13/13 25/25/25 24/24/24 -f 26/26/26 25/25/25 13/13/13 -f 26/26/26 27/27/27 25/25/25 -f 28/28/28 27/27/27 26/26/26 -f 28/28/28 29/29/29 27/27/27 -f 30/30/30 29/29/29 28/28/28 -f 30/30/30 31/31/31 29/29/29 -f 32/32/32 31/31/31 30/30/30 -f 32/32/32 3/3/3 31/31/31 -f 1/1/1 3/3/3 32/32/32 -f 13/13/13 28/28/28 26/26/26 -f 13/13/13 33/33/33 28/28/28 -f 34/34/34 33/33/33 13/13/13 -f 34/34/34 30/30/30 33/33/33 -f 35/35/35 30/30/30 34/34/34 -f 35/35/35 1/1/1 30/30/30 -f 7/7/7 1/1/1 35/35/35 -f 7/7/7 5/5/5 1/1/1 -f 16/16/16 12/12/12 14/14/14 -f 16/16/16 36/36/36 12/12/12 -f 37/37/37 36/36/36 16/16/16 -f 37/37/37 10/10/10 36/36/36 -f 38/38/38 10/10/10 37/37/37 -f 38/38/38 6/6/6 10/10/10 -f 39/39/39 6/6/6 38/38/38 -f 39/39/39 40/40/40 6/6/6 -f 31/31/31 27/27/27 29/29/29 -f 31/31/31 41/41/41 27/27/27 -f 42/42/42 41/41/41 31/31/31 -f 42/42/42 21/21/21 41/41/41 -f 23/23/23 21/21/21 42/42/42 -f 34/34/34 7/7/7 35/35/35 -f 34/34/34 43/43/43 7/7/7 -f 13/13/13 43/43/43 34/34/34 -f 13/13/13 9/9/9 43/43/43 -f 11/11/11 9/9/9 13/13/13 -f 21/21/21 27/27/27 41/41/41 -f 21/21/21 44/44/44 27/27/27 -f 19/19/19 44/44/44 21/21/21 -f 19/19/19 25/25/25 44/44/44 -f 24/24/24 25/25/25 19/19/19 -f 45/45/45 18/18/18 46/46/46 -f 45/45/45 47/47/47 18/18/18 -f 37/37/37 47/47/47 45/45/45 -f 37/37/37 16/16/16 47/47/47 -f 37/37/37 39/39/39 38/38/38 -f 37/37/37 48/48/48 39/39/39 -f 45/45/45 48/48/48 37/37/37 -f 31/31/31 49/49/49 42/42/42 -f 31/31/31 3/3/3 49/49/49 -f 22/22/22 18/18/18 20/20/20 -f 22/22/22 46/46/46 18/18/18 -f 30/30/30 28/28/28 33/33/33 -f 36/36/36 10/10/10 12/12/12 -f 32/32/32 30/30/30 1/1/1 -f 44/44/44 25/25/25 27/27/27 -f 10/10/10 6/6/6 8/8/8 -f 7/7/7 43/43/43 9/9/9 -f 6/6/6 40/40/40 4/4/4 -f 47/47/47 16/16/16 18/18/18 -# ROI END 6 - -# ROI BEGIN 12 -# Bottes -v -0.847397 1.817674 2.055470 -v -0.866301 1.747820 1.460429 -v -0.865043 1.845072 1.481738 -v -0.851056 1.720720 2.064426 -v -1.168232 1.973073 2.450954 -v -1.195853 1.887913 2.483495 -v -1.698716 2.151461 2.472149 -v -1.590323 1.121157 2.473432 -v -2.110226 1.318009 2.458258 -v -2.047530 0.819926 2.487191 -v -2.463461 0.961462 2.313385 -v -2.380451 0.619815 2.548203 -v -2.828937 0.650220 2.146149 -v -2.342821 0.511193 2.395183 -v -2.783834 0.520744 2.034835 -v -2.834590 0.329951 2.165517 -v -2.969584 0.167437 1.706746 -v -2.998628 0.078403 2.118505 -v 0.835424 2.114944 0.193529 -v 1.421546 1.996264 0.234610 -v 0.886940 2.196120 0.167641 -v 1.398703 1.905106 0.260343 -v 1.110006 1.036844 0.097375 -v 1.427344 1.023291 -0.029502 -v 1.378083 0.718619 -0.250021 -v 1.537129 1.042457 -0.688393 -v 1.434168 0.771056 -0.790097 -v 1.200719 1.132345 -1.280149 -v 1.058700 0.769066 -1.358498 -v 0.646566 1.368320 -1.341817 -v 0.551717 1.125669 -1.387631 -v 0.162910 1.213083 -1.002141 -v -1.806099 0.481288 2.277455 -v -1.790446 0.608157 2.421926 -v -1.814044 0.292457 2.428280 -v -2.380476 0.358189 2.532304 -v -2.074005 0.210024 2.663647 -v -2.429372 0.228362 2.719115 -v -2.474225 0.119105 2.891671 -v -2.720167 0.228929 2.507658 -v -2.764418 0.118331 2.734228 -v -2.929070 0.103346 2.463351 -v -2.793499 0.018918 2.781885 -v -2.942989 0.042087 2.493891 -v 1.741268 0.050221 -0.811755 -v 1.911855 -0.000028 -0.502972 -v 1.778222 -0.007766 -0.799463 -v 1.849341 0.094337 -0.516656 -v 1.636959 0.181835 -0.629623 -v 1.791970 0.114123 -0.192129 -v 1.621467 0.205774 -0.271205 -v 1.358856 0.185631 -0.025587 -v 1.435825 0.316484 -0.357372 -v 0.995013 0.250565 0.019967 -v 1.292657 0.466127 -0.360759 -v 0.877213 0.438920 -0.047301 -v 0.989790 0.565274 0.028366 -v -2.495386 0.001894 2.965123 -v -2.144248 0.100187 2.883942 -v -1.875786 0.072529 2.717622 -v -1.840530 0.153871 2.552359 -v -1.664356 0.029383 2.462045 -v -1.514798 0.113351 2.084283 -v -1.276617 0.894560 2.052484 -v -1.459366 0.726433 2.196475 -v -1.374679 0.595280 1.839715 -v -1.507968 0.335097 1.682164 -v -2.761693 0.338944 1.403006 -v -2.920252 0.672230 1.426035 -v -2.661087 1.041920 1.759221 -v -2.512209 1.478070 1.994148 -v -2.065074 2.356981 2.037037 -v -2.545965 1.460255 1.402077 -v -2.080321 2.384080 1.433039 -v -2.194192 1.340528 0.986229 -v -1.735522 2.216887 1.013971 -v -1.232660 1.953339 1.025316 -v -1.682202 2.286381 1.051407 -v -1.210830 2.039217 1.065841 -v -2.568327 0.995118 1.227655 -v -2.062363 0.982477 0.945951 -v -1.802673 0.944409 0.967405 -v -1.895733 0.856862 0.816129 -v -1.445113 0.745821 1.190494 -v -1.906468 0.604217 0.820104 -v -2.793499 0.018918 2.781885 -v -2.145519 -0.000040 2.938313 -v -2.495386 0.001894 2.965123 -v -1.880727 0.011008 2.750331 -v -2.942989 0.042087 2.493891 -v -1.664356 0.029383 2.462045 -v -2.998628 0.078403 2.118505 -v -1.514798 0.113351 2.084283 -v -2.969584 0.167437 1.706746 -v -2.761693 0.338944 1.403006 -v 0.422180 0.900677 -1.457621 -v 0.362254 0.853772 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1360/1360/1360 1459/1459/1459 1457/1457/1457 -f 1360/1360/1360 1362/1362/1362 1459/1459/1459 -f 1684/1684/1684 1847/1847/1847 1426/1426/1426 -f 1684/1684/1684 1682/1682/1682 1847/1847/1847 -f 1390/1390/1390 1713/1713/1713 1388/1388/1388 -f 1390/1390/1390 1392/1392/1392 1713/1713/1713 -f 1928/1928/1928 1602/1602/1602 1604/1604/1604 -f 1928/1928/1928 1838/1838/1838 1602/1602/1602 -f 1481/1481/1481 1629/1629/1629 1483/1483/1483 -f 1481/1481/1481 1479/1479/1479 1629/1629/1629 -f 1427/1427/1427 1718/1718/1718 1425/1425/1425 -f 1427/1427/1427 1429/1429/1429 1718/1718/1718 -f 1429/1429/1429 1716/1716/1716 1718/1718/1718 -f 1429/1429/1429 1431/1431/1431 1716/1716/1716 -f 1717/1717/1717 1421/1421/1421 1423/1423/1423 -f 1717/1717/1717 1715/1715/1715 1421/1421/1421 -f 1929/1929/1929 1372/1372/1372 1748/1748/1748 -f 1929/1929/1929 1464/1464/1464 1372/1372/1372 -f 1358/1358/1358 1457/1457/1457 1455/1455/1455 -f 1358/1358/1358 1360/1360/1360 1457/1457/1457 -f 1716/1716/1716 1444/1444/1444 1442/1442/1442 -f 1716/1716/1716 1431/1431/1431 1444/1444/1444 -f 1356/1356/1356 1455/1455/1455 1354/1354/1354 -f 1356/1356/1356 1358/1358/1358 1455/1455/1455 -f 1484/1484/1484 1559/1559/1559 1561/1561/1561 -f 1484/1484/1484 1485/1485/1485 1559/1559/1559 -f 1930/1930/1930 1564/1564/1564 1566/1566/1566 -f 1930/1930/1930 1592/1592/1592 1564/1564/1564 -f 1592/1592/1592 1562/1562/1562 1564/1564/1564 -f 1592/1592/1592 1560/1560/1560 1562/1562/1562 -f 1815/1815/1815 1538/1538/1538 1540/1540/1540 -f 1815/1815/1815 1923/1923/1923 1538/1538/1538 -f 1783/1783/1783 1931/1931/1931 1785/1785/1785 -f 1783/1783/1783 1781/1781/1781 1931/1931/1931 -f 1689/1689/1689 1456/1456/1456 1458/1458/1458 -f 1689/1689/1689 1454/1454/1454 1456/1456/1456 -f 1379/1379/1379 1871/1871/1871 1381/1381/1381 -f 1379/1379/1379 1377/1377/1377 1871/1871/1871 -f 1363/1363/1363 1654/1654/1654 1365/1365/1365 -f 1363/1363/1363 1361/1361/1361 1654/1654/1654 -f 1569/1569/1569 1707/1707/1707 1705/1705/1705 -f 1569/1569/1569 1567/1567/1567 1707/1707/1707 -f 1707/1707/1707 1565/1565/1565 1563/1563/1563 -f 1707/1707/1707 1567/1567/1567 1565/1565/1565 -f 1932/1932/1932 1528/1528/1528 1527/1527/1527 -f 1932/1932/1932 1933/1933/1933 1528/1528/1528 -f 1491/1491/1491 1810/1810/1810 1490/1490/1490 -f 1491/1491/1491 1808/1808/1808 1810/1810/1810 -f 1934/1934/1934 1662/1662/1662 1664/1664/1664 -f 1934/1934/1934 1868/1868/1868 1662/1662/1662 -f 1704/1704/1704 1865/1865/1865 1672/1672/1672 -f 1704/1704/1704 1706/1706/1706 1865/1865/1865 -f 1378/1378/1378 1380/1380/1380 1646/1646/1646 -f 1787/1787/1787 1647/1647/1647 1645/1645/1645 -f 1709/1709/1709 1711/1711/1711 1876/1876/1876 -f 1529/1529/1529 1528/1528/1528 1933/1933/1933 -f 1386/1386/1386 1714/1714/1714 1384/1384/1384 -f 1535/1535/1535 1533/1533/1533 1537/1537/1537 -f 1632/1632/1632 1633/1633/1633 1635/1635/1635 -f 1666/1666/1666 1667/1667/1667 1850/1850/1850 -f 1781/1781/1781 1935/1935/1935 1931/1931/1931 -f 1849/1849/1849 1498/1498/1498 1500/1500/1500 -f 1575/1575/1575 1577/1577/1577 1789/1789/1789 -f 1750/1750/1750 1665/1665/1665 1837/1837/1837 -f 1530/1530/1530 1531/1531/1531 1877/1877/1877 -f 1887/1887/1887 1883/1883/1883 1922/1922/1922 -f 1699/1699/1699 1701/1701/1701 1780/1780/1780 -f 1778/1778/1778 1779/1779/1779 1936/1936/1936 -f 1601/1601/1601 1614/1614/1614 1603/1603/1603 -f 1639/1639/1639 1901/1901/1901 1641/1641/1641 -f 1902/1902/1902 1469/1469/1469 1465/1465/1465 -f 1937/1937/1937 1938/1938/1938 1939/1939/1939 -f 1474/1474/1474 1853/1853/1853 1472/1472/1472 -f 1799/1799/1799 1770/1770/1770 1772/1772/1772 -f 1845/1845/1845 1681/1681/1681 1683/1683/1683 -f 1804/1804/1804 1803/1803/1803 1419/1419/1419 -f 1433/1433/1433 1444/1444/1444 1431/1431/1431 -f 1673/1673/1673 1809/1809/1809 1675/1675/1675 -# ROI END 4 - -# ROI BEGIN 7 -# Ceinture (cuir) -v 2.351955 5.926479 1.184718 -v 1.696163 6.632213 2.026246 -v 1.771110 5.837296 1.990110 -v 2.317010 6.723478 1.269976 -v 2.564996 5.980708 0.334584 -v 2.485726 6.775396 0.365410 -v 2.313149 5.983368 -0.381621 -v 2.233879 6.778056 -0.350795 -v 1.663892 5.933747 -0.771991 -v 1.584622 6.728436 -0.741164 -v 0.711926 6.639830 -0.701100 -v -0.771219 6.444715 0.514933 -v -0.904990 5.595799 1.334240 -v -0.984260 6.390488 1.365066 -v -0.691949 5.650027 0.484107 -v -0.150371 6.535981 -0.241336 -v -0.071101 5.741293 -0.272162 -v 0.791197 5.845141 -0.731926 -v -0.653142 5.593139 2.050446 -v -0.083156 6.437449 2.471641 -v -0.732412 6.387827 2.081272 -v -0.003885 5.642760 2.440814 -v 0.833866 6.528363 2.486009 -v 0.868811 5.731365 2.400750 -v -0.732412 6.387827 2.081272 -v -0.653142 5.593139 2.050446 - -vt 0.575215 0.539974 -vt 0.508288 0.600816 -vt 0.508288 0.539974 -vt 0.572453 0.600816 -vt 0.625440 0.539974 -vt 0.625440 0.600816 -vt 0.666116 0.539974 -vt 0.666116 0.600816 -vt 0.706861 0.539974 -vt 0.706861 0.600816 -vt 0.757915 0.600816 -vt 0.897326 0.600816 -vt 0.948381 0.539974 -vt 0.948381 0.600816 -vt 0.897326 0.539974 -vt 0.827621 0.600816 -vt 0.827621 0.539974 -vt 0.757915 0.539974 -vt 0.335379 0.539974 -vt 0.391135 0.600816 -vt 0.335379 0.600816 -vt 0.391135 0.539974 -vt 0.444122 0.600816 -vt 0.441361 0.539974 -vt 0.989126 0.600816 -vt 0.989126 0.539974 - -vn 0.872330 0.097338 0.479131 -vn 0.603203 0.031232 0.796976 -vn 0.620014 0.115856 0.775989 -vn 0.894757 0.070227 0.440996 -vn 0.989158 0.142264 0.036444 -vn 0.990611 0.119728 -0.065995 -vn 0.828894 0.169483 -0.533114 -vn 0.768834 0.121674 -0.627766 -vn 0.264998 0.114282 -0.957453 -vn 0.303213 0.089847 -0.948678 -vn -0.181664 0.016950 -0.983215 -vn -0.914545 -0.110433 -0.389117 -vn -0.980065 0.191492 0.052943 -vn -0.989641 -0.108847 0.093613 -vn -0.871347 -0.025593 -0.489999 -vn -0.619489 -0.060033 -0.782707 -vn -0.629555 -0.047821 -0.775483 -vn -0.298817 -0.007641 -0.954280 -vn -0.613578 0.276744 0.739551 -vn -0.281093 -0.028640 0.959253 -vn -0.779544 -0.076457 0.621663 -vn -0.183799 -0.041093 0.982105 -vn 0.198171 -0.018688 0.979989 -vn 0.269394 0.055097 0.961453 -vn -0.779544 -0.076457 0.621663 -vn -0.613578 0.276744 0.739551 - -g polygon8 -s 1 -usemtl mat2 -f 1940/1940/1940 1941/1941/1941 1942/1942/1942 -f 1940/1940/1940 1943/1943/1943 1941/1941/1941 -f 1944/1944/1944 1943/1943/1943 1940/1940/1940 -f 1944/1944/1944 1945/1945/1945 1943/1943/1943 -f 1946/1946/1946 1945/1945/1945 1944/1944/1944 -f 1946/1946/1946 1947/1947/1947 1945/1945/1945 -f 1948/1948/1948 1947/1947/1947 1946/1946/1946 -f 1948/1948/1948 1949/1949/1949 1947/1947/1947 -f 1950/1950/1950 1949/1949/1949 1948/1948/1948 -f 1951/1951/1951 1952/1952/1952 1953/1953/1953 -f 1951/1951/1951 1954/1954/1954 1952/1952/1952 -f 1955/1955/1955 1954/1954/1954 1951/1951/1951 -f 1955/1955/1955 1956/1956/1956 1954/1954/1954 -f 1957/1957/1957 1956/1956/1956 1955/1955/1955 -f 1958/1958/1958 1959/1959/1959 1960/1960/1960 -f 1958/1958/1958 1961/1961/1961 1959/1959/1959 -f 1961/1961/1961 1962/1962/1962 1959/1959/1959 -f 1961/1961/1961 1963/1963/1963 1962/1962/1962 -f 1963/1963/1963 1941/1941/1941 1962/1962/1962 -f 1963/1963/1963 1942/1942/1942 1941/1941/1941 -f 1964/1964/1964 1952/1952/1952 1965/1965/1965 -f 1964/1964/1964 1953/1953/1953 1952/1952/1952 -f 1957/1957/1957 1950/1950/1950 1948/1948/1948 -f 1957/1957/1957 1955/1955/1955 1950/1950/1950 -# ROI END 7 -# Oeil gauche -# ROI BEGIN 2 -v 2.288676 12.667922 0.713653 -v 1.766875 12.014919 1.441594 -v 2.115979 11.851995 0.907762 -v 1.897749 12.770070 1.286189 -v 2.350005 13.387106 0.551233 -v 2.026468 13.526495 1.044353 -v 1.338275 13.698500 1.501682 -v 1.240739 12.935202 1.726862 -v 0.611550 13.847962 1.842637 -v 0.545194 13.077791 2.051158 -v 1.126502 12.167263 1.859486 -v 0.498187 12.701900 2.103988 -v 0.767555 12.547830 2.004020 -v 0.892230 12.275930 1.970325 - -vt 0.898396 0.541588 -vt 0.631908 0.159109 -vt 0.858221 0.155129 -vt 0.657773 0.513143 -vt 0.894019 0.877383 -vt 0.686885 0.875824 -vt 0.321200 0.876194 -vt 0.304683 0.512496 -vt -0.044655 0.875981 -vt -0.043613 0.511514 -vt 0.293259 0.153883 -vt -0.043613 0.337620 -vt 0.095517 0.291255 -vt 0.172650 0.179670 - -vn 0.828295 -0.004840 0.560271 -vn 0.749939 0.001421 0.661506 -vn 0.830019 -0.043396 0.556044 -vn 0.694002 0.074591 0.716098 -vn 0.834488 0.042719 0.549368 -vn 0.720828 0.096764 0.686326 -vn 0.534882 0.174071 0.826801 -vn 0.488277 0.134672 0.862235 -vn 0.313148 0.224108 0.922884 -vn 0.308256 0.172061 0.935614 -vn 0.526022 0.073613 0.847279 -vn 0.302619 0.120757 0.945431 -vn 0.438842 0.093833 0.893652 -vn 0.451783 0.088987 0.887679 - -g polygon10 -s 1 -usemtl mat6 -f 1966/1966/1966 1967/1967/1967 1968/1968/1968 -f 1966/1966/1966 1969/1969/1969 1967/1967/1967 -f 1970/1970/1970 1969/1969/1969 1966/1966/1966 -f 1970/1970/1970 1971/1971/1971 1969/1969/1969 -f 1972/1972/1972 1969/1969/1969 1971/1971/1971 -f 1972/1972/1972 1973/1973/1973 1969/1969/1969 -f 1974/1974/1974 1973/1973/1973 1972/1972/1972 -f 1974/1974/1974 1975/1975/1975 1973/1973/1973 -f 1969/1969/1969 1976/1976/1976 1967/1967/1967 -f 1969/1969/1969 1973/1973/1973 1976/1976/1976 -f 1977/1977/1977 1973/1973/1973 1975/1975/1975 -f 1977/1977/1977 1978/1978/1978 1973/1973/1973 -f 1973/1973/1973 1979/1979/1979 1976/1976/1976 -f 1973/1973/1973 1978/1978/1978 1979/1979/1979 - -# Oeil droit -v -1.064125 12.487818 2.287358 -v -1.670538 13.329281 1.896472 -v -1.674248 12.485128 2.040096 -v -1.024840 13.258267 2.159316 -v -0.288998 12.403713 2.282368 -v -0.220556 13.179301 2.163425 -v -0.012086 12.426987 2.240489 -v 0.185774 12.645012 2.177828 -v -1.590800 14.045391 1.728552 -v -1.029696 14.037005 1.957384 -v -0.189806 13.953754 1.958198 -v 0.611550 13.847962 1.842637 -v 0.545194 13.077791 2.051158 -v 0.498187 12.701900 2.103988 - -vt 0.632185 0.159109 -vt 0.898435 0.541588 -vt 0.858261 0.155129 -vt 0.657813 0.513143 -vt 0.292402 0.153883 -vt 0.303736 0.512496 -vt 0.171389 0.179670 -vt 0.094256 0.291255 -vt 0.894059 0.877383 -vt 0.686925 0.875824 -vt 0.320589 0.876194 -vt -0.044655 0.875981 -vt -0.043613 0.511514 -vt -0.043613 0.337620 - -vn -0.238421 0.166519 0.956779 -vn -0.356359 0.193049 0.914188 -vn -0.371513 0.157311 0.915003 -vn -0.143137 0.214429 0.966195 -vn 0.059481 0.151546 0.986659 -vn 0.115567 0.196931 0.973582 -vn 0.144355 0.140341 0.979523 -vn 0.159224 0.140541 0.977188 -vn -0.352863 0.241058 0.904090 -vn -0.173628 0.246178 0.953546 -vn 0.071568 0.251464 0.965217 -vn 0.313148 0.224108 0.922884 -vn 0.308256 0.172061 0.935614 -vn 0.302619 0.120757 0.945431 - -g polygon11 -s 1 -usemtl mat7 -f 1980/1980/1980 1981/1981/1981 1982/1982/1982 -f 1980/1980/1980 1983/1983/1983 1981/1981/1981 -f 1984/1984/1984 1983/1983/1983 1980/1980/1980 -f 1984/1984/1984 1985/1985/1985 1983/1983/1983 -f 1986/1986/1986 1985/1985/1985 1984/1984/1984 -f 1986/1986/1986 1987/1987/1987 1985/1985/1985 -f 1983/1983/1983 1988/1988/1988 1981/1981/1981 -f 1983/1983/1983 1989/1989/1989 1988/1988/1988 -f 1990/1990/1990 1989/1989/1989 1983/1983/1983 -f 1985/1985/1985 1990/1990/1990 1983/1983/1983 -f 1985/1985/1985 1991/1991/1991 1990/1990/1990 -f 1992/1992/1992 1991/1991/1991 1985/1985/1985 -f 1985/1985/1985 1993/1993/1993 1992/1992/1992 -f 1985/1985/1985 1987/1987/1987 1993/1993/1993 -# ROI END 2 - -# Truc degueux devant les yeux -v -1.003017 13.266332 2.161282 -v -1.008882 14.034764 1.958698 -v -1.641111 13.334660 1.901787 -v -0.179126 13.953533 1.959272 -v -0.208437 13.189305 2.165117 -v 0.612517 13.849526 1.845006 -v 0.548028 13.089496 2.054107 -v -1.563314 14.041462 1.732996 -v -0.985949 14.632367 1.736668 -v -1.439796 14.621325 1.509388 -v -1.008883 14.034765 1.958699 -v -1.003018 13.266332 2.161282 -v -1.563314 14.041464 1.732995 -v -0.985949 14.632368 1.736668 -v -0.158951 14.545875 1.713275 -v -1.003018 13.266330 2.161282 -v 0.629935 14.436602 1.575050 -v -1.439797 14.621325 1.509388 -v 2.051889 14.124918 0.829112 -v 2.329483 13.391193 0.570021 -v 2.285687 13.999013 0.396399 -v 2.010051 13.530475 1.056790 -v 1.359968 14.292152 1.259498 -v 1.330339 13.701390 1.508317 -v 2.269871 12.681358 0.733380 -v 1.883963 12.784081 1.298781 -v 1.235055 12.948179 1.733873 -v 1.883962 12.784081 1.298781 -v 2.010052 13.530474 1.056790 -v 2.269871 12.681358 0.733380 -v 2.329483 13.391194 0.570020 -v 1.359968 14.292152 1.259498 -v 2.285687 13.999013 0.396399 -v 2.329484 13.391193 0.570020 - -vt 0.338039 0.052705 -vt 0.308363 0.497292 -vt 0.107739 0.088550 -vt 0.647846 0.497292 -vt 0.662683 0.052705 -vt 0.987328 0.497292 -vt 0.987328 0.052705 -vt 0.111829 0.499721 -vt 0.304111 0.852642 -vt 0.149459 0.850971 -vt 0.308363 0.497292 -vt 0.338039 0.052705 -vt 0.111829 0.499721 -vt 0.304111 0.852642 -vt 0.645720 0.852642 -vt 0.338039 0.052705 -vt 0.987328 0.852642 -vt 0.149459 0.850971 -vt 0.304111 0.852642 -vt 0.111829 0.499721 -vt 0.149459 0.850971 -vt 0.308363 0.497292 -vt 0.645720 0.852642 -vt 0.647846 0.497292 -vt 0.107739 0.088550 -vt 0.338039 0.052705 -vt 0.662683 0.052705 -vt 0.338039 0.052705 -vt 0.308363 0.497292 -vt 0.107739 0.088550 -vt 0.111829 0.499721 -vt 0.645720 0.852642 -vt 0.149459 0.850971 -vt 0.111829 0.499721 - -vn -0.101348 0.254336 0.961791 -vn -0.159084 0.308605 0.937793 -vn -0.353112 0.245488 0.902800 -vn 0.108032 0.322222 0.940480 -vn 0.121475 0.253022 0.959804 -vn 0.317589 0.282233 0.905252 -vn 0.313402 0.227088 0.922068 -vn -0.378102 0.332599 0.863954 -vn -0.241382 0.371231 0.896617 -vn -0.417625 0.402995 0.814361 -vn -0.159084 0.308605 0.937793 -vn -0.101348 0.254336 0.961791 -vn -0.378102 0.332599 0.863954 -vn -0.241382 0.371231 0.896617 -vn 0.103371 0.366667 0.924592 -vn -0.101348 0.254336 0.961791 -vn 0.322145 0.370275 0.871274 -vn -0.417625 0.402995 0.814361 -vn 0.781320 0.200395 0.591085 -vn 0.860342 0.125725 0.493969 -vn 0.886101 0.185212 0.424877 -vn 0.719575 0.161827 0.675295 -vn 0.522472 0.296658 0.799386 -vn 0.513997 0.254405 0.819198 -vn 0.835315 0.046966 0.547762 -vn 0.670555 0.125386 0.731187 -vn 0.493017 0.190958 0.848805 -vn 0.670555 0.125386 0.731187 -vn 0.719575 0.161827 0.675295 -vn 0.835315 0.046966 0.547762 -vn 0.860342 0.125725 0.493969 -vn 0.522472 0.296658 0.799386 -vn 0.886101 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2205/2205/2205 2204/2204/2204 -f 2429/2429/2429 2430/2430/2430 2241/2241/2241 -f 2429/2429/2429 2431/2431/2431 2430/2430/2430 -f 2432/2432/2432 2433/2433/2433 2434/2434/2434 -f 2432/2432/2432 2435/2435/2435 2433/2433/2433 -f 2436/2436/2436 2437/2437/2437 2438/2438/2438 -f 2436/2436/2436 2439/2439/2439 2437/2437/2437 -f 2440/2440/2440 2441/2441/2441 2442/2442/2442 -f 2440/2440/2440 2443/2443/2443 2441/2441/2441 -f 2444/2444/2444 2426/2426/2426 2431/2431/2431 -f 2444/2444/2444 2424/2424/2424 2426/2426/2426 -f 2445/2445/2445 2446/2446/2446 2447/2447/2447 -f 2445/2445/2445 2448/2448/2448 2446/2446/2446 -f 2449/2449/2449 2450/2450/2450 2451/2451/2451 -f 2449/2449/2449 2452/2452/2452 2450/2450/2450 -f 2452/2452/2452 2330/2330/2330 2450/2450/2450 -f 2452/2452/2452 2331/2331/2331 2330/2330/2330 -f 2453/2453/2453 2249/2249/2249 2245/2245/2245 -f 2453/2453/2453 2446/2446/2446 2249/2249/2249 -f 2454/2454/2454 2455/2455/2455 2456/2456/2456 -f 2454/2454/2454 2457/2457/2457 2455/2455/2455 -f 2334/2334/2334 2103/2103/2103 2332/2332/2332 -f 2334/2334/2334 2101/2101/2101 2103/2103/2103 -f 2157/2157/2157 2153/2153/2153 2155/2155/2155 -f 2157/2157/2157 2458/2458/2458 2153/2153/2153 -f 2459/2459/2459 2107/2107/2107 2105/2105/2105 -f 2459/2459/2459 2460/2460/2460 2107/2107/2107 -f 2461/2461/2461 2375/2375/2375 2462/2462/2462 -f 2461/2461/2461 2373/2373/2373 2375/2375/2375 -f 2051/2051/2051 2460/2460/2460 2049/2049/2049 -f 2051/2051/2051 2107/2107/2107 2460/2460/2460 -f 2463/2463/2463 2464/2464/2464 2465/2465/2465 -f 2463/2463/2463 2208/2208/2208 2464/2464/2464 -f 2466/2466/2466 2377/2377/2377 2373/2373/2373 -f 2466/2466/2466 2467/2467/2467 2377/2377/2377 -f 2468/2468/2468 2343/2343/2343 2339/2339/2339 -f 2468/2468/2468 2469/2469/2469 2343/2343/2343 -f 2470/2470/2470 2471/2471/2471 2472/2472/2472 -f 2470/2470/2470 2473/2473/2473 2471/2471/2471 -f 2146/2146/2146 2150/2150/2150 2474/2474/2474 -f 2146/2146/2146 2148/2148/2148 2150/2150/2150 -f 2236/2236/2236 2475/2475/2475 2421/2421/2421 -f 2236/2236/2236 2238/2238/2238 2475/2475/2475 -f 2420/2420/2420 2476/2476/2476 2418/2418/2418 -f 2420/2420/2420 2477/2477/2477 2476/2476/2476 -f 2029/2029/2029 2478/2478/2478 2479/2479/2479 -f 2029/2029/2029 2031/2031/2031 2478/2478/2478 -f 2480/2480/2480 2287/2287/2287 2289/2289/2289 -f 2480/2480/2480 2481/2481/2481 2287/2287/2287 -f 2031/2031/2031 2482/2482/2482 2478/2478/2478 -f 2031/2031/2031 2033/2033/2033 2482/2482/2482 -f 2033/2033/2033 2483/2483/2483 2482/2482/2482 -f 2033/2033/2033 2035/2035/2035 2483/2483/2483 -f 2035/2035/2035 2484/2484/2484 2483/2483/2483 -f 2035/2035/2035 2037/2037/2037 2484/2484/2484 -f 2485/2485/2485 2290/2290/2290 2360/2360/2360 -f 2485/2485/2485 2294/2294/2294 2290/2290/2290 -f 2486/2486/2486 2487/2487/2487 2488/2488/2488 -f 2486/2486/2486 2343/2343/2343 2487/2487/2487 -f 2489/2489/2489 2293/2293/2293 2295/2295/2295 -f 2489/2489/2489 2490/2490/2490 2293/2293/2293 -f 2469/2469/2469 2487/2487/2487 2343/2343/2343 -f 2469/2469/2469 2491/2491/2491 2487/2487/2487 -f 2492/2492/2492 2039/2039/2039 2041/2041/2041 -f 2492/2492/2492 2493/2493/2493 2039/2039/2039 -f 2494/2494/2494 2471/2471/2471 2473/2473/2473 -f 2494/2494/2494 2495/2495/2495 2471/2471/2471 -f 2496/2496/2496 2296/2296/2296 2366/2366/2366 -f 2496/2496/2496 2299/2299/2299 2296/2296/2296 -f 2160/2160/2160 2164/2164/2164 2497/2497/2497 -f 2160/2160/2160 2162/2162/2162 2164/2164/2164 -f 2498/2498/2498 2455/2455/2455 2457/2457/2457 -f 2498/2498/2498 2499/2499/2499 2455/2455/2455 -f 2500/2500/2500 2278/2278/2278 2280/2280/2280 -f 2500/2500/2500 2501/2501/2501 2278/2278/2278 -f 2502/2502/2502 2437/2437/2437 2439/2439/2439 -f 2502/2502/2502 2503/2503/2503 2437/2437/2437 -f 2504/2504/2504 2364/2364/2364 2505/2505/2505 -f 2504/2504/2504 2362/2362/2362 2364/2364/2364 -f 2506/2506/2506 2507/2507/2507 2508/2508/2508 -f 2506/2506/2506 2509/2509/2509 2507/2507/2507 -f 2510/2510/2510 2441/2441/2441 2511/2511/2511 -f 2510/2510/2510 2442/2442/2442 2441/2441/2441 -f 2130/2130/2130 2126/2126/2126 2128/2128/2128 -f 2130/2130/2130 2512/2512/2512 2126/2126/2126 -f 2512/2512/2512 2124/2124/2124 2126/2126/2126 -f 2512/2512/2512 2513/2513/2513 2124/2124/2124 -f 2514/2514/2514 2124/2124/2124 2513/2513/2513 -f 2514/2514/2514 2125/2125/2125 2124/2124/2124 -f 2390/2390/2390 2515/2515/2515 2391/2391/2391 -f 2390/2390/2390 2516/2516/2516 2515/2515/2515 -f 2517/2517/2517 2428/2428/2428 2518/2518/2518 -f 2517/2517/2517 2427/2427/2427 2428/2428/2428 -f 2519/2519/2519 2393/2393/2393 2389/2389/2389 -f 2519/2519/2519 2520/2520/2520 2393/2393/2393 -f 2520/2520/2520 2521/2521/2521 2393/2393/2393 -f 2520/2520/2520 2522/2522/2522 2521/2521/2521 -f 2522/2522/2522 2314/2314/2314 2521/2521/2521 -f 2522/2522/2522 2312/2312/2312 2314/2314/2314 -f 2037/2037/2037 2493/2493/2493 2484/2484/2484 -f 2037/2037/2037 2039/2039/2039 2493/2493/2493 -f 2317/2317/2317 2516/2516/2516 2315/2315/2315 -f 2317/2317/2317 2515/2515/2515 2516/2516/2516 -f 2087/2087/2087 2523/2523/2523 2091/2091/2091 -f 2524/2524/2524 2310/2310/2310 2307/2307/2307 -f 2223/2223/2223 2219/2219/2219 2525/2525/2525 -f 2092/2092/2092 2088/2088/2088 2090/2090/2090 -f 2384/2384/2384 2526/2526/2526 2388/2388/2388 -f 2527/2527/2527 2213/2213/2213 2209/2209/2209 -f 2528/2528/2528 2529/2529/2529 2530/2530/2530 -f 2531/2531/2531 2503/2503/2503 2532/2532/2532 -f 2448/2448/2448 2249/2249/2249 2446/2446/2446 -f 2257/2257/2257 2533/2533/2533 2261/2261/2261 -f 2491/2491/2491 2534/2534/2534 2487/2487/2487 -f 2250/2250/2250 2535/2535/2535 2248/2248/2248 -f 2536/2536/2536 2377/2377/2377 2467/2467/2467 -f 2537/2537/2537 2346/2346/2346 2344/2344/2344 -f 2538/2538/2538 2507/2507/2507 2509/2509/2509 -f 2539/2539/2539 2540/2540/2540 2541/2541/2541 -f 2542/2542/2542 2543/2543/2543 2438/2438/2438 -f 2272/2272/2272 2544/2544/2544 2276/2276/2276 -f 2433/2433/2433 2435/2435/2435 2545/2545/2545 -f 2546/2546/2546 2547/2547/2547 2548/2548/2548 -f 2324/2324/2324 2549/2549/2549 2328/2328/2328 -f 2550/2550/2550 2551/2551/2551 2552/2552/2552 -f 2159/2159/2159 2553/2553/2553 2163/2163/2163 -f 2145/2145/2145 2554/2554/2554 2149/2149/2149 -f 2481/2481/2481 2285/2285/2285 2287/2287/2287 -f 2284/2284/2284 2555/2555/2555 2288/2288/2288 -f 2407/2407/2407 2080/2080/2080 2078/2078/2078 -f 2556/2556/2556 2415/2415/2415 2416/2416/2416 -f 2208/2208/2208 2170/2170/2170 2464/2464/2464 -f 2490/2490/2490 2291/2291/2291 2293/2293/2293 -f 2301/2301/2301 2302/2302/2302 2303/2303/2303 -f 2282/2282/2282 2278/2278/2278 2501/2501/2501 - -# Epee (lame) -v -1.074522 7.085156 -0.398593 -v -1.181278 6.039414 -0.204497 -v -0.691278 6.828937 -0.483871 -v -1.564521 6.295634 -0.119219 -v -1.947766 6.551854 -0.033940 -v -2.112773 5.412254 0.193367 -v -2.496018 5.668474 0.278646 -v -2.525217 4.747695 0.428523 -v -2.908463 5.003914 0.513802 -v -1.202420 7.025049 -0.792779 -v -2.075665 6.491747 -0.428127 -v -1.585665 7.281269 -0.707501 -v -1.692420 6.235527 -0.513406 -v -1.309176 5.979307 -0.598684 -v -2.240670 5.352149 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3.989962 0.561444 -v -2.706680 3.929853 0.167257 -v -3.213890 3.447867 0.405321 -v -0.052247 7.515704 -1.018356 -v -0.819175 6.768829 -0.878059 -v -0.361680 7.505978 -1.138901 -v -0.572815 6.676930 -0.721555 -v -0.691278 6.828937 -0.483871 -v -0.659078 7.958366 -1.287675 -v -0.972055 8.414319 -1.079363 -v -0.883555 8.548722 -1.224899 -v -0.730809 7.784943 -1.061669 -v -0.078924 7.817213 -1.278101 -v -3.475832 4.356978 0.574112 -v -3.154824 5.095813 0.357299 -v -3.295697 4.323644 0.298324 -v -3.167799 4.383750 0.692511 -v -3.380893 3.705134 0.865128 -v -3.800362 3.315906 0.838155 -v -3.508792 3.645027 0.470942 -v -1.128170 8.018417 -0.968342 -v -1.202420 7.025049 -0.792779 -v -1.585665 7.281269 -0.707501 -v -0.961168 7.413772 -0.930330 -v -0.361680 7.505978 -1.138901 -v -0.819175 6.768829 -0.878059 -v -0.233781 7.566085 -0.744713 -v -1.074522 7.085156 -0.398593 -v -0.691278 6.828937 -0.483871 -v -0.833269 7.473879 -0.536143 -v -1.000271 8.078525 -0.574156 -v -1.457767 7.341376 -0.313314 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3387/3387/3387 -f 3385/3385/3385 3388/3388/3388 3386/3386/3386 -f 3389/3389/3389 3388/3388/3388 3385/3385/3385 -f 3389/3389/3389 3390/3390/3390 3388/3388/3388 -f 3147/3147/3147 3332/3332/3332 3148/3148/3148 -f 3147/3147/3147 3331/3331/3331 3332/3332/3332 -f 3146/3146/3146 3331/3331/3331 3147/3147/3147 -f 3146/3146/3146 3145/3145/3145 3331/3331/3331 -f 3391/3391/3391 3392/3392/3392 3393/3393/3393 -f 3391/3391/3391 3394/3394/3394 3392/3392/3392 -f 3395/3395/3395 3394/3394/3394 3391/3391/3391 -f 3395/3395/3395 3396/3396/3396 3394/3394/3394 -f 3202/3202/3202 3264/3264/3264 3203/3203/3203 -f 3202/3202/3202 3397/3397/3397 3264/3264/3264 -f 3318/3318/3318 3397/3397/3397 3202/3202/3202 -f 3318/3318/3318 3319/3319/3319 3397/3397/3397 -f 3396/3396/3396 3398/3398/3398 3399/3399/3399 -f 3396/3396/3396 3400/3400/3400 3398/3398/3398 -f 3395/3395/3395 3400/3400/3400 3396/3396/3396 -f 3395/3395/3395 3401/3401/3401 3400/3400/3400 -f 3324/3324/3324 3402/3402/3402 3326/3326/3326 -f 3324/3324/3324 3403/3403/3403 3402/3402/3402 -f 3320/3320/3320 3403/3403/3403 3324/3324/3324 -f 3404/3404/3404 3405/3405/3405 3406/3406/3406 -f 3404/3404/3404 3407/3407/3407 3405/3405/3405 -f 3408/3408/3408 3407/3407/3407 3404/3404/3404 -f 3211/3211/3211 2864/2864/2864 3409/3409/3409 -f 3211/3211/3211 2862/2862/2862 2864/2864/2864 -f 2860/2860/2860 2862/2862/2862 3211/3211/3211 -f 3349/3349/3349 3108/3108/3108 3110/3110/3110 -f 3349/3349/3349 2902/2902/2902 3108/3108/3108 -f 2904/2904/2904 2902/2902/2902 3349/3349/3349 -f 3372/3372/3372 3410/3410/3410 3370/3370/3370 -f 3372/3372/3372 3411/3411/3411 3410/3410/3410 -f 3342/3342/3342 3411/3411/3411 3372/3372/3372 -f 3409/3409/3409 2868/2868/2868 2946/2946/2946 -f 3409/3409/3409 2866/2866/2866 2868/2868/2868 -f 2864/2864/2864 2866/2866/2866 3409/3409/3409 -f 2891/2891/2891 2887/2887/2887 2889/2889/2889 -f 2891/2891/2891 3412/3412/3412 2887/2887/2887 -f 3253/3253/3253 3412/3412/3412 2891/2891/2891 -f 3339/3339/3339 3288/3288/3288 3287/3287/3287 -f 3339/3339/3339 3413/3413/3413 3288/3288/3288 -f 3117/3117/3117 3413/3413/3413 3339/3339/3339 -f 3311/3311/3311 3194/3194/3194 3214/3214/3214 -f 3311/3311/3311 3192/3192/3192 3194/3194/3194 -f 3190/3190/3190 3192/3192/3192 3311/3311/3311 -f 3300/3300/3300 2962/2962/2962 2961/2961/2961 -f 3300/3300/3300 3414/3414/3414 2962/2962/2962 -f 3335/3335/3335 3414/3414/3414 3300/3300/3300 -f 3415/3415/3415 3321/3321/3321 3323/3323/3323 -f 3415/3415/3415 3416/3416/3416 3321/3321/3321 -f 3417/3417/3417 3416/3416/3416 3415/3415/3415 -f 3418/3418/3418 3419/3419/3419 3420/3420/3420 -f 3418/3418/3418 3421/3421/3421 3419/3419/3419 -f 3422/3422/3422 3421/3421/3421 3418/3418/3418 -f 3423/3423/3423 3424/3424/3424 3425/3425/3425 -f 3423/3423/3423 3426/3426/3426 3424/3424/3424 -f 3359/3359/3359 3426/3426/3426 3423/3423/3423 -f 3427/3427/3427 3428/3428/3428 3429/3429/3429 -f 3427/3427/3427 3430/3430/3430 3428/3428/3428 -f 3431/3431/3431 3430/3430/3430 3427/3427/3427 -f 3432/3432/3432 3433/3433/3433 3434/3434/3434 -f 3432/3432/3432 3435/3435/3435 3433/3433/3433 -f 3436/3436/3436 3435/3435/3435 3432/3432/3432 -f 3437/3437/3437 3438/3438/3438 3439/3439/3439 -f 3437/3437/3437 3440/3440/3440 3438/3438/3438 -f 3441/3441/3441 3440/3440/3440 3437/3437/3437 -f 3415/3415/3415 3327/3327/3327 3417/3417/3417 -f 3415/3415/3415 3325/3325/3325 3327/3327/3327 -f 3323/3323/3323 3325/3325/3325 3415/3415/3415 -f 3442/3442/3442 3443/3443/3443 3444/3444/3444 -f 3442/3442/3442 3445/3445/3445 3443/3443/3443 -f 3446/3446/3446 3447/3447/3447 3448/3448/3448 -f 3446/3446/3446 3449/3449/3449 3447/3447/3447 -f 3450/3450/3450 3451/3451/3451 3452/3452/3452 -f 3450/3450/3450 3453/3453/3453 3451/3451/3451 -f 3454/3454/3454 3455/3455/3455 3456/3456/3456 -f 3454/3454/3454 3457/3457/3457 3455/3455/3455 -f 3458/3458/3458 3459/3459/3459 3460/3460/3460 -f 3458/3458/3458 3461/3461/3461 3459/3459/3459 -f 3462/3462/3462 3330/3330/3330 2949/2949/2949 -f 3462/3462/3462 3463/3463/3463 3330/3330/3330 -f 2944/2944/2944 2868/2868/2868 2870/2870/2870 -f 2944/2944/2944 2946/2946/2946 2868/2868/2868 -f 3464/3464/3464 3388/3388/3388 3390/3390/3390 -f 3464/3464/3464 3465/3465/3465 3388/3388/3388 -f 3465/3465/3465 3466/3466/3466 3388/3388/3388 -f 3465/3465/3465 3467/3467/3467 3466/3466/3466 -f 3468/3468/3468 3469/3469/3469 3470/3470/3470 -f 3468/3468/3468 3471/3471/3471 3469/3469/3469 -f 3471/3471/3471 3472/3472/3472 3469/3469/3469 -f 3471/3471/3471 3473/3473/3473 3472/3472/3472 -f 3474/3474/3474 3475/3475/3475 3476/3476/3476 -f 3474/3474/3474 3477/3477/3477 3475/3475/3475 -f 3478/3478/3478 3479/3479/3479 3480/3480/3480 -f 3478/3478/3478 3481/3481/3481 3479/3479/3479 -f 3481/3481/3481 3482/3482/3482 3479/3479/3479 -f 3481/3481/3481 3483/3483/3483 3482/3482/3482 -f 3484/3484/3484 3485/3485/3485 3486/3486/3486 -f 3484/3484/3484 3487/3487/3487 3485/3485/3485 -f 3487/3487/3487 3488/3488/3488 3485/3485/3485 -f 3487/3487/3487 3489/3489/3489 3488/3488/3488 -f 3483/3483/3483 3490/3490/3490 3482/3482/3482 -f 3483/3483/3483 3491/3491/3491 3490/3490/3490 -f 3492/3492/3492 3489/3489/3489 3493/3493/3493 -f 3492/3492/3492 3488/3488/3488 3489/3489/3489 -f 3494/3494/3494 3400/3400/3400 3401/3401/3401 -f 3494/3494/3494 3398/3398/3398 3400/3400/3400 -f 3495/3495/3495 3371/3371/3371 3496/3496/3496 -f 3495/3495/3495 3341/3341/3341 3371/3371/3371 -f 3459/3459/3459 3497/3497/3497 3498/3498/3498 -f 3459/3459/3459 3461/3461/3461 3497/3497/3497 -f 3499/3499/3499 3500/3500/3500 3501/3501/3501 -f 3499/3499/3499 3502/3502/3502 3500/3500/3500 -f 3503/3503/3503 3255/3255/3255 2893/2893/2893 -f 3503/3503/3503 3504/3504/3504 3255/3255/3255 -f 2893/2893/2893 3258/3258/3258 3260/3260/3260 -f 2893/2893/2893 2895/2895/2895 3258/3258/3258 -f 2895/2895/2895 3256/3256/3256 3258/3258/3258 -f 2895/2895/2895 2897/2897/2897 3256/3256/3256 -f 2926/2926/2926 3144/3144/3144 3143/3143/3143 -f 2926/2926/2926 2928/2928/2928 3144/3144/3144 -f 2928/2928/2928 3145/3145/3145 3144/3144/3144 -f 2928/2928/2928 2930/2930/2930 3145/3145/3145 -f 3308/3308/3308 2919/2919/2919 2871/2871/2871 -f 3308/3308/3308 3309/3309/3309 2919/2919/2919 -f 3473/3473/3473 3505/3505/3505 3472/3472/3472 -f 3473/3473/3473 3506/3506/3506 3505/3505/3505 -f 3309/3309/3309 2921/2921/2921 2919/2919/2919 -f 3309/3309/3309 2923/2923/2923 2921/2921/2921 -f 3507/3507/3507 3508/3508/3508 3509/3509/3509 -f 3507/3507/3507 3510/3510/3510 3508/3508/3508 -f 2952/2952/2952 3194/3194/3194 2950/2950/2950 -f 2952/2952/2952 3214/3214/3214 3194/3194/3194 -f 3511/3511/3511 3512/3512/3512 3513/3513/3513 -f 3511/3511/3511 3514/3514/3514 3512/3512/3512 -f 3515/3515/3515 3357/3357/3357 3516/3516/3516 -f 3515/3515/3515 3355/3355/3355 3357/3357/3357 -f 3316/3316/3316 3517/3517/3517 3314/3314/3314 -f 3316/3316/3316 3518/3518/3518 3517/3517/3517 -f 3518/3518/3518 3519/3519/3519 3517/3517/3517 -f 3518/3518/3518 3520/3520/3520 3519/3519/3519 -f 3520/3520/3520 3521/3521/3521 3519/3519/3519 -f 3520/3520/3520 3522/3522/3522 3521/3521/3521 -f 3522/3522/3522 3523/3523/3523 3521/3521/3521 -f 3522/3522/3522 3524/3524/3524 3523/3523/3523 -f 3313/3313/3313 3524/3524/3524 3315/3315/3315 -f 3313/3313/3313 3523/3523/3523 3524/3524/3524 -f 3525/3525/3525 3394/3394/3394 3396/3396/3396 -f 3525/3525/3525 3392/3392/3392 3394/3394/3394 -f 3373/3373/3373 3342/3342/3342 3372/3372/3372 -f 3373/3373/3373 3526/3526/3526 3342/3342/3342 -f 3527/3527/3527 3367/3367/3367 3369/3369/3369 -f 3527/3527/3527 3528/3528/3528 3367/3367/3367 -f 3529/3529/3529 3530/3530/3530 3531/3531/3531 -f 3529/3529/3529 3532/3532/3532 3530/3530/3530 -f 3346/3346/3346 3526/3526/3526 3348/3348/3348 -f 3346/3346/3346 3342/3342/3342 3526/3526/3526 -f 3533/3533/3533 3534/3534/3534 3535/3535/3535 -f 3533/3533/3533 3536/3536/3536 3534/3534/3534 -f 3537/3537/3537 3534/3534/3534 3536/3536/3536 -f 3537/3537/3537 3538/3538/3538 3534/3534/3534 -f 3539/3539/3539 3540/3540/3540 3513/3513/3513 -f 3539/3539/3539 3541/3541/3541 3540/3540/3540 -f 3542/3542/3542 3543/3543/3543 3544/3544/3544 -f 3542/3542/3542 3545/3545/3545 3543/3543/3543 -f 3546/3546/3546 3547/3547/3547 3548/3548/3548 -f 3546/3546/3546 3549/3549/3549 3547/3547/3547 -f 3550/3550/3550 3551/3551/3551 3552/3552/3552 -f 3550/3550/3550 3553/3553/3553 3551/3551/3551 -f 3397/3397/3397 2964/2964/2964 3264/3264/3264 -f 3397/3397/3397 3319/3319/3319 2964/2964/2964 -f 3554/3554/3554 3555/3555/3555 3556/3556/3556 -f 3554/3554/3554 3557/3557/3557 3555/3555/3555 -f 3558/3558/3558 3559/3559/3559 3560/3560/3560 -f 3558/3558/3558 3561/3561/3561 3559/3559/3559 -f 3562/3562/3562 3563/3563/3563 3564/3564/3564 -f 3562/3562/3562 3565/3565/3565 3563/3563/3563 -f 3566/3566/3566 3567/3567/3567 3568/3568/3568 -f 3566/3566/3566 3569/3569/3569 3567/3567/3567 -f 3570/3570/3570 3571/3571/3571 3572/3572/3572 -f 3570/3570/3570 3573/3573/3573 3571/3571/3571 -f 3574/3574/3574 3575/3575/3575 3576/3576/3576 -f 3574/3574/3574 3577/3577/3577 3575/3575/3575 -f 3578/3578/3578 3368/3368/3368 3364/3364/3364 -f 3578/3578/3578 3579/3579/3579 3368/3368/3368 -f 3580/3580/3580 3581/3581/3581 3582/3582/3582 -f 3583/3583/3583 3560/3560/3560 3584/3584/3584 -f 3585/3585/3585 3586/3586/3586 3587/3587/3587 -f 3555/3555/3555 3557/3557/3557 3588/3588/3588 -f 3589/3589/3589 3431/3431/3431 3427/3427/3427 -f 3289/3289/3289 3288/3288/3288 3413/3413/3413 -f 2934/2934/2934 2936/2936/2936 3236/3236/3236 -f 3510/3510/3510 3590/3590/3590 3508/3508/3508 -f 3528/3528/3528 3365/3365/3365 3367/3367/3367 -f 2972/2972/2972 2970/2970/2970 3196/3196/3196 -f 3319/3319/3319 2968/2968/2968 2964/2964/2964 -f 3330/3330/3330 3463/3463/3463 3329/3329/3329 -f 3159/3159/3159 2890/2890/2890 2888/2888/2888 -f 2900/2900/2900 3108/3108/3108 2902/2902/2902 -f 3255/3255/3255 3504/3504/3504 3257/3257/3257 -f 2963/2963/2963 2962/2962/2962 3414/3414/3414 -f 2903/2903/2903 3337/3337/3337 2901/2901/2901 -f 2897/2897/2897 2899/2899/2899 3336/3336/3336 -f 2920/2920/2920 2922/2922/2922 2924/2924/2924 -# ROI END 10 diff --git a/shaders/shader.frag b/shaders/shader.frag deleted file mode 100644 index d1fe7ef..0000000 --- a/shaders/shader.frag +++ /dev/null @@ -1,14 +0,0 @@ -varying vec3 fNormal; - -vec3 ambientLight = vec3(0.2,0.2,0.2); -vec3 directionnalLight = normalize(vec3(10,5,7)); -vec3 directionnalLightFactor = vec3(0.5,0.5,0.5); - - -void main() { - - vec3 ambientFactor = ambientLight; - vec3 lambertFactor = max(vec3(0.0,0.0,0.0), dot(directionnalLight, fNormal) * directionnalLightFactor); - - gl_FragColor = vec4(ambientFactor + lambertFactor, 1.0); -} diff --git a/shaders/shader.vert b/shaders/shader.vert deleted file mode 100644 index 7cfea69..0000000 --- a/shaders/shader.vert +++ /dev/null @@ -1,6 +0,0 @@ -varying vec3 fNormal; - -void main() { - fNormal = gl_Normal; - gl_Position = gl_ModelViewProjectionMatrix * gl_Vertex; -} diff --git a/viewer.py b/viewer.py index 6f77345..aa66099 100755 --- a/viewer.py +++ b/viewer.py @@ -14,8 +14,8 @@ from OpenGL.GLU import * from d3.conv.loadmodel import load_model from d3.conv.model import Vertex -from d3.controls.controls import TrackBallControls -from d3.cameras.camera import Camera +from d3.controls import TrackBallControls +from d3.camera import Camera WINDOW_WIDTH = 1024 WINDOW_HEIGHT = 768 @@ -53,9 +53,9 @@ def main(args): VERTEX_SHADER = None FRAGMENT_SHADER = None - with open('shaders/shader.vert') as f: + with open('assets/shaders/shader.vert') as f: VERTEX_SHADER = compileShader(f.read(), GL_VERTEX_SHADER) - with open('shaders/shader.frag') as f: + with open('assets/shaders/shader.frag') as f: FRAGMENT_SHADER = compileShader(f.read(), GL_FRAGMENT_SHADER) SHADER = compileProgram(VERTEX_SHADER, FRAGMENT_SHADER)