Replace .obj models with .iqm (#232)
http://sauerbraten.org/iqm/ The iqms were converted from the objs with the official iqm "compiler", but can be also exported directly from Blender with a script from the SDK. In addition, indexed rendering was fixed (it's not useless anymore), and the winding order convention changed from counter-clockwise to clockwise to facilitate faster model loading. A limited subset of IQM functionality is currently supported: - One mesh per model. - Only floating point data in vertex arrays. - Only standard vertex arrays: positions, UVs, normals, tangents. - No animations etc. The "standard" shader interface now receives an additional vec4 tangent attribute. This attribute is currently ignored by shaders. The bitangent vector can be computed in a vertex shader as: vec3 bitangent = cross(normal, tangent.xyz) * tangent.w; * iqm: remove axis scrambling and re-export models * remove debug stuff
This commit is contained in:
parent
d9ba91ecac
commit
ee3bec1c22
30 changed files with 671 additions and 7158 deletions
BIN
resources/00-taisei.pkgdir/models/hud.iqm
Normal file
BIN
resources/00-taisei.pkgdir/models/hud.iqm
Normal file
Binary file not shown.
|
@ -1,28 +0,0 @@
|
|||
# Blender v2.79 (sub 0) OBJ File: 'hud.blend'
|
||||
# www.blender.org
|
||||
v -400.000000 300.000000 0.000000
|
||||
v 400.000000 300.000000 0.000000
|
||||
v -400.000000 -300.000000 0.000000
|
||||
v 400.000000 -300.000000 0.000000
|
||||
v -360.000000 -280.000000 0.000000
|
||||
v 120.000000 280.000000 0.000000
|
||||
v 120.000000 -280.000000 0.000000
|
||||
v -360.000000 280.000000 0.000000
|
||||
vt 1.000000 0.000000
|
||||
vt 0.650000 0.966667
|
||||
vt 0.650000 0.033333
|
||||
vt 0.000000 1.000000
|
||||
vt 0.000000 0.000000
|
||||
vt 0.050000 0.966667
|
||||
vt 0.050000 0.033333
|
||||
vt 1.000000 1.000000
|
||||
vn 0.0000 0.0000 -1.0000
|
||||
s off
|
||||
f 2/1/1 7/2/1 6/3/1
|
||||
f 3/4/1 1/5/1 5/6/1
|
||||
f 8/7/1 1/5/1 6/3/1
|
||||
f 1/5/1 2/1/1 6/3/1
|
||||
f 2/1/1 4/8/1 7/2/1
|
||||
f 1/5/1 8/7/1 5/6/1
|
||||
f 5/6/1 7/2/1 3/4/1
|
||||
f 7/2/1 4/8/1 3/4/1
|
BIN
resources/00-taisei.pkgdir/models/lake.iqm
Normal file
BIN
resources/00-taisei.pkgdir/models/lake.iqm
Normal file
Binary file not shown.
|
@ -1,789 +0,0 @@
|
|||
# Blender v2.63 (sub 0) OBJ File: 'lake.blend'
|
||||
# www.blender.org
|
||||
v 28.047695 -8.000000 1.000000
|
||||
v -28.044088 -8.000000 1.000000
|
||||
v 8.613546 8.125398 1.249045
|
||||
v -8.609940 8.125398 1.249045
|
||||
v 0.001803 -22.534513 0.000000
|
||||
v 0.001803 8.125398 1.249045
|
||||
v -15.773268 0.125398 1.249045
|
||||
v 15.776874 0.125398 1.249045
|
||||
v 0.001803 0.000000 0.000000
|
||||
v -27.685486 -22.534513 0.000000
|
||||
v -4.304069 8.125398 1.249045
|
||||
v -22.258490 -3.874603 1.249045
|
||||
v 11.466192 4.125398 1.249045
|
||||
v 27.689091 -22.534513 0.000000
|
||||
v 4.307674 8.126955 1.254609
|
||||
v -11.462585 4.125398 1.249045
|
||||
v 22.262096 -3.874603 1.249045
|
||||
v 0.001803 -4.000000 0.000000
|
||||
v 0.001803 4.000000 0.000000
|
||||
v 7.889338 0.000000 0.000000
|
||||
v -7.885732 0.000000 0.000000
|
||||
v -11.128344 -4.000000 0.000000
|
||||
v 11.131949 -4.000000 0.000000
|
||||
v 5.162551 3.442316 0.868348
|
||||
v -5.350373 3.546700 0.593759
|
||||
v -6.457005 8.125398 1.249045
|
||||
v 10.039868 6.125398 1.249045
|
||||
v 6.460610 8.125476 1.249325
|
||||
v -10.036263 6.125398 1.249045
|
||||
v 0.007152 5.898179 2.160872
|
||||
v 11.800315 -0.013914 2.003766
|
||||
v -2.151133 8.125398 1.249045
|
||||
v -19.015879 -1.874603 1.249045
|
||||
v 13.621532 2.125398 1.249045
|
||||
v 2.154739 8.125398 1.249045
|
||||
v -13.617926 2.125398 1.249045
|
||||
v 19.019485 -1.874603 1.249045
|
||||
v -11.796035 -0.015248 2.008227
|
||||
v -9.507038 -2.000000 0.000000
|
||||
v -16.693413 -4.000005 1.932348
|
||||
v 9.510644 -2.000000 0.000000
|
||||
v 16.674873 -4.021495 2.048647
|
||||
v 6.811667 2.000000 0.000000
|
||||
v 5.008836 5.851763 2.317612
|
||||
v 8.361708 3.912450 2.310017
|
||||
v 2.867900 4.000000 0.000000
|
||||
v -6.808062 2.000000 0.000000
|
||||
v -4.955305 5.858686 2.409195
|
||||
v -2.864294 4.000000 0.000000
|
||||
v -8.549683 3.975393 2.036206
|
||||
v -10.199676 1.995572 1.960016
|
||||
v -14.231349 -2.015420 2.015471
|
||||
v 14.092648 -2.084994 2.405016
|
||||
v 10.054428 1.945146 2.215192
|
||||
v 7.530234 5.999910 1.933195
|
||||
v 2.511842 5.902708 2.146255
|
||||
v -2.485534 5.864730 2.217485
|
||||
v -7.520859 5.997010 2.005464
|
||||
v -7.533472 8.125398 1.249045
|
||||
v 9.326708 7.125398 1.249045
|
||||
v 7.537078 8.125398 1.249045
|
||||
v -9.323102 7.125398 1.249045
|
||||
v 0.004778 7.009606 1.959076
|
||||
v 13.803661 -0.000386 1.957398
|
||||
v -1.074665 8.125398 1.249045
|
||||
v -17.394573 -0.874603 1.249045
|
||||
v 14.699203 1.125398 1.249045
|
||||
v 1.078271 8.125398 1.249045
|
||||
v -14.695596 1.125398 1.249045
|
||||
v 17.398178 -0.874603 1.249045
|
||||
v -13.801384 0.000000 1.932335
|
||||
v 19.479559 -4.000000 1.932335
|
||||
v 4.664135 7.073699 2.302470
|
||||
v 10.039702 4.002751 1.962669
|
||||
v -4.652912 7.059561 2.269006
|
||||
v -5.380536 8.125398 1.249045
|
||||
v 10.753031 5.125398 1.249045
|
||||
v 5.384142 8.126296 1.252257
|
||||
v -10.749424 5.125398 1.249045
|
||||
v -3.227601 8.125398 1.249045
|
||||
v -20.637184 -2.874603 1.249045
|
||||
v 12.543862 3.125398 1.249045
|
||||
v 3.231207 8.125398 1.249045
|
||||
v -12.540256 3.125398 1.249045
|
||||
v 20.640791 -2.874603 1.249045
|
||||
v -19.475952 -4.000000 1.932335
|
||||
v -10.055403 4.006605 1.987963
|
||||
v -10.973898 0.984441 2.026963
|
||||
v -9.314640 2.971722 2.068004
|
||||
v -12.024987 2.055977 2.245435
|
||||
v -15.338201 -3.077687 2.279938
|
||||
v -13.021359 -1.012260 1.987184
|
||||
v -16.638670 -2.000000 1.932335
|
||||
v 15.426720 -3.026804 2.087381
|
||||
v 12.950060 -1.048433 2.213986
|
||||
v 16.646940 -1.996545 1.950439
|
||||
v 10.967306 0.977752 2.061487
|
||||
v 9.184906 2.920122 2.368515
|
||||
v 11.918808 1.999978 1.934776
|
||||
v 7.877609 4.979561 2.606477
|
||||
v 6.985831 6.987241 1.895367
|
||||
v 8.785110 6.000000 1.932335
|
||||
v 6.255460 5.993293 1.960896
|
||||
v 2.307205 7.064669 2.127093
|
||||
v 3.763148 5.845556 2.314202
|
||||
v 1.256305 5.984866 1.967049
|
||||
v -2.314948 7.085443 2.209995
|
||||
v -1.240716 5.893699 2.167759
|
||||
v -3.738394 5.807237 2.426590
|
||||
v -7.987367 4.928787 2.300467
|
||||
v -6.995922 7.030600 2.057511
|
||||
v -6.210736 5.933118 2.243284
|
||||
v -8.814359 6.011505 1.987418
|
||||
v -12.876128 1.008055 1.981794
|
||||
v -18.057310 -3.000000 1.932335
|
||||
v -9.437740 5.008054 1.996903
|
||||
v -10.992486 3.009463 1.984373
|
||||
v -15.220027 -1.000000 1.932335
|
||||
v 18.060917 -3.000000 1.932335
|
||||
v 15.232511 -0.993150 1.971483
|
||||
v 12.862029 1.000000 1.932335
|
||||
v 10.974896 2.999971 1.944919
|
||||
v 9.411054 5.001438 1.948722
|
||||
v 8.151854 6.991313 1.903792
|
||||
v 5.828595 7.056609 2.179435
|
||||
v 3.497751 7.046204 2.208520
|
||||
v 1.164830 7.022400 1.996840
|
||||
v -1.154450 7.058635 2.114583
|
||||
v -3.495976 7.048450 2.195051
|
||||
v -5.821334 7.067568 2.215290
|
||||
v -8.177136 7.016252 1.976118
|
||||
v 28.047695 37.753166 1.000000
|
||||
v -28.044088 37.753166 1.000000
|
||||
v 14.699203 37.657745 1.249045
|
||||
v -6.457005 37.657364 1.249045
|
||||
v 2.154739 37.657547 1.249045
|
||||
v -9.323102 37.657318 1.249045
|
||||
v 10.753031 37.657677 1.249045
|
||||
v -22.258490 37.657154 1.249045
|
||||
v 22.262096 37.657936 1.249045
|
||||
v -17.394573 37.657257 1.249045
|
||||
v 17.398178 37.657791 1.249045
|
||||
v 3.231207 37.657532 1.249045
|
||||
v 4.307674 37.657551 1.249045
|
||||
v 13.621532 37.657730 1.249045
|
||||
v -15.773268 37.657234 1.249045
|
||||
v -10.749424 37.657295 1.249045
|
||||
v -4.304069 37.657394 1.249045
|
||||
v -13.617926 37.657261 1.249045
|
||||
v 15.776874 37.657806 1.249045
|
||||
v 9.326708 37.657692 1.249045
|
||||
v -11.462585 37.657291 1.249045
|
||||
v -1.074665 37.657452 1.249045
|
||||
v -8.609940 37.657372 1.249045
|
||||
v 11.466192 37.657726 1.249045
|
||||
v 7.537078 37.657658 1.249045
|
||||
v -2.151133 37.657433 1.249045
|
||||
v -19.015879 37.657192 1.249045
|
||||
v 19.019485 37.657867 1.249045
|
||||
v -5.380536 37.657425 1.249045
|
||||
v 12.543862 37.657745 1.249045
|
||||
v 1.078271 37.657494 1.249045
|
||||
v -10.036263 37.657352 1.249045
|
||||
v 10.039868 37.657700 1.249045
|
||||
v -20.637184 37.657234 1.249045
|
||||
v 20.640791 37.657845 1.249045
|
||||
v 8.613546 37.657631 1.249045
|
||||
v 0.001803 37.657509 1.249045
|
||||
v 5.384142 37.657616 1.249045
|
||||
v -7.533472 37.657349 1.249045
|
||||
v -14.695596 37.657288 1.249045
|
||||
v 6.460610 37.657589 1.249045
|
||||
v -3.227601 37.657455 1.249045
|
||||
v -12.540256 37.657314 1.249045
|
||||
vt 0.676493 0.301859
|
||||
vt 0.498150 0.299438
|
||||
vt 0.499797 -0.000084
|
||||
vt 0.948665 0.005109
|
||||
vt 0.542459 0.424219
|
||||
vt 0.498002 0.424705
|
||||
vt 0.498006 0.362497
|
||||
vt 0.603173 0.394359
|
||||
vt 0.622232 0.364470
|
||||
vt 0.319596 0.300146
|
||||
vt 0.050360 -0.000086
|
||||
vt 0.373494 0.363517
|
||||
vt 0.346634 0.332034
|
||||
vt 0.649499 0.333309
|
||||
vt 0.453728 0.423749
|
||||
vt 0.392145 0.394141
|
||||
vt 0.179449 0.305483
|
||||
vt 0.133100 0.307749
|
||||
vt 0.039504 0.237554
|
||||
vt 0.224691 0.305676
|
||||
vt 0.286340 0.388579
|
||||
vt 0.254332 0.392436
|
||||
vt 0.236871 0.375937
|
||||
vt 0.270831 0.372092
|
||||
vt 0.202339 0.322030
|
||||
vt 0.158889 0.324985
|
||||
vt 0.816951 0.308687
|
||||
vt 0.956999 0.242031
|
||||
vt 0.863289 0.311288
|
||||
vt 0.771605 0.308645
|
||||
vt 0.730858 0.341435
|
||||
vt 0.751283 0.325011
|
||||
vt 0.663489 0.406077
|
||||
vt 0.678632 0.389927
|
||||
vt 0.692815 0.373474
|
||||
vt 0.601982 0.472519
|
||||
vt 0.581460 0.467987
|
||||
vt 0.626880 0.454585
|
||||
vt 0.581228 0.423573
|
||||
vt 0.635493 0.437654
|
||||
vt 0.518474 0.469608
|
||||
vt 0.497095 0.469925
|
||||
vt 0.540209 0.469070
|
||||
vt 0.413555 0.421512
|
||||
vt 0.456252 0.468917
|
||||
vt 0.436139 0.468772
|
||||
vt 0.416976 0.468410
|
||||
vt 0.343811 0.454123
|
||||
vt 0.318906 0.458508
|
||||
vt 0.306940 0.442061
|
||||
vt 0.333015 0.437518
|
||||
vt 0.330445 0.403573
|
||||
vt 0.317162 0.387398
|
||||
vt 0.303513 0.371573
|
||||
vt 0.358481 0.436334
|
||||
vt 0.345058 0.420101
|
||||
vt 0.317104 0.420765
|
||||
vt 0.289214 0.425697
|
||||
vt 0.271827 0.409064
|
||||
vt 0.301097 0.404504
|
||||
vt 0.263799 0.338866
|
||||
vt 0.245444 0.322434
|
||||
vt 0.283600 0.355328
|
||||
vt 0.247682 0.355449
|
||||
vt 0.210753 0.359142
|
||||
vt 0.184828 0.342050
|
||||
vt 0.224728 0.339170
|
||||
vt 0.794207 0.325159
|
||||
vt 0.748981 0.358606
|
||||
vt 0.712429 0.357213
|
||||
vt 0.771308 0.341746
|
||||
vt 0.710226 0.390786
|
||||
vt 0.725960 0.374647
|
||||
vt 0.678885 0.423728
|
||||
vt 0.649297 0.422067
|
||||
vt 0.694461 0.407191
|
||||
vt 0.652824 0.456450
|
||||
vt 0.663504 0.440231
|
||||
vt 0.631873 0.488871
|
||||
vt 0.612886 0.489091
|
||||
vt 0.621939 0.473276
|
||||
vt 0.642166 0.472747
|
||||
vt 0.593590 0.488542
|
||||
vt 0.575240 0.487694
|
||||
vt 0.560966 0.468282
|
||||
vt 0.556503 0.487759
|
||||
vt 0.536843 0.488239
|
||||
vt 0.517414 0.488102
|
||||
vt 0.497568 0.488644
|
||||
vt 0.476710 0.469611
|
||||
vt 0.477975 0.488655
|
||||
vt 0.459074 0.488624
|
||||
vt 0.440048 0.488341
|
||||
vt 0.421479 0.487718
|
||||
vt 0.396687 0.469596
|
||||
vt 0.375334 0.470823
|
||||
vt 0.368379 0.452576
|
||||
vt 0.402938 0.487718
|
||||
vt 0.383835 0.487593
|
||||
vt 0.364699 0.487146
|
||||
vt 0.342913 0.491800
|
||||
vt 0.330873 0.475127
|
||||
vt 0.354263 0.470822
|
||||
vt 0.837423 0.328295
|
||||
vt 0.811480 0.345170
|
||||
vt 0.785494 0.362023
|
||||
vt 0.759577 0.378824
|
||||
vt 0.742106 0.395062
|
||||
vt 0.724480 0.411381
|
||||
vt 0.706853 0.427847
|
||||
vt 0.689282 0.444380
|
||||
vt 0.677427 0.460720
|
||||
vt 0.665449 0.477114
|
||||
vt 0.653355 0.493556
|
||||
vt 0.640891 0.509994
|
||||
vt 0.622737 0.510578
|
||||
vt 0.604815 0.510955
|
||||
vt 0.587039 0.511350
|
||||
vt 0.569343 0.511432
|
||||
vt 0.551604 0.511288
|
||||
vt 0.533756 0.511049
|
||||
vt 0.515820 0.510875
|
||||
vt 0.497844 0.510980
|
||||
vt 0.479931 0.511234
|
||||
vt 0.462127 0.511465
|
||||
vt 0.444416 0.511509
|
||||
vt 0.426766 0.511368
|
||||
vt 0.409129 0.510977
|
||||
vt 0.391425 0.510310
|
||||
vt 0.373561 0.509500
|
||||
vt 0.355370 0.508475
|
||||
vt 0.587629 0.999599
|
||||
vt 0.569541 0.999703
|
||||
vt 0.352224 0.999302
|
||||
vt 0.340153 0.999177
|
||||
vt 0.328062 0.999043
|
||||
vt 0.315965 0.998897
|
||||
vt 0.623785 0.999327
|
||||
vt 0.605711 0.999472
|
||||
vt 0.150044 0.996867
|
||||
vt 0.122991 0.996481
|
||||
vt 0.285715 0.998548
|
||||
vt 0.267571 0.998344
|
||||
vt 0.204210 0.997575
|
||||
vt 0.177116 0.997232
|
||||
vt 0.653889 0.998996
|
||||
vt 0.641851 0.999162
|
||||
vt 0.406561 0.999694
|
||||
vt 0.388447 0.999582
|
||||
vt 0.551448 0.999787
|
||||
vt 0.497132 0.999914
|
||||
vt 0.479019 0.999914
|
||||
vt 0.533347 0.999851
|
||||
vt 0.515241 0.999892
|
||||
vt 0.249443 0.998128
|
||||
vt 0.231325 0.997897
|
||||
vt 0.690049 0.998454
|
||||
vt 0.677998 0.998641
|
||||
vt 0.665942 0.998823
|
||||
vt 0.442792 0.999850
|
||||
vt 0.424677 0.999783
|
||||
vt 0.460906 0.999893
|
||||
vt 0.869948 0.996261
|
||||
vt 0.843061 0.996613
|
||||
vt 0.762240 0.997554
|
||||
vt 0.744214 0.997795
|
||||
vt 0.816149 0.996950
|
||||
vt 0.789210 0.997263
|
||||
vt 0.026789 0.996639
|
||||
vt 0.303867 0.998742
|
||||
vt 0.965582 0.996778
|
||||
vt 0.708120 0.998250
|
||||
vt 0.726174 0.998029
|
||||
vt 0.370335 0.999451
|
||||
vn 0.000000 -0.000000 1.000000
|
||||
vn -0.060183 0.059053 0.996429
|
||||
vn -0.006439 -0.023072 0.999695
|
||||
vn 0.041810 -0.101016 0.993988
|
||||
vn 0.057649 -0.155705 0.986114
|
||||
vn 0.141667 -0.162908 0.976409
|
||||
vn 0.037416 -0.068789 0.996918
|
||||
vn -0.203162 0.124332 0.971191
|
||||
vn -0.178289 0.150273 0.972411
|
||||
vn -0.151921 0.204199 0.967040
|
||||
vn -0.162908 0.165838 0.972594
|
||||
vn -0.151799 0.166540 0.974242
|
||||
vn -0.112980 0.171758 0.978607
|
||||
vn 0.057619 0.069979 0.995880
|
||||
vn -0.041719 -0.103397 0.993744
|
||||
vn 0.006500 -0.024415 0.999664
|
||||
vn -0.061922 -0.108249 0.992187
|
||||
vn -0.140019 -0.185217 0.972655
|
||||
vn -0.037385 -0.070406 0.996796
|
||||
vn -0.137730 -0.129551 0.981933
|
||||
vn -0.215003 -0.194464 0.957030
|
||||
vn -0.123478 -0.225898 0.966277
|
||||
vn -0.154210 -0.207251 0.966033
|
||||
vn -0.260048 -0.338389 0.904324
|
||||
vn -0.227088 -0.180273 0.957030
|
||||
vn -0.194403 -0.183294 0.963622
|
||||
vn -0.224708 -0.162664 0.960723
|
||||
vn -0.004547 -0.083743 0.996460
|
||||
vn -0.078280 -0.268685 0.960021
|
||||
vn 0.023377 0.048708 0.998535
|
||||
vn -0.326395 -0.627308 0.707022
|
||||
vn -0.061647 -0.249550 0.966369
|
||||
vn -0.021485 -0.354930 0.934629
|
||||
vn 0.040345 -0.364208 0.930418
|
||||
vn 0.003876 -0.406476 0.913633
|
||||
vn -0.122715 -0.371563 0.920225
|
||||
vn -0.095218 -0.428419 0.898526
|
||||
vn 0.072329 -0.440565 0.894772
|
||||
vn 0.260292 -0.577746 0.773553
|
||||
vn 0.246864 -0.271798 0.930113
|
||||
vn 0.087497 -0.382305 0.919858
|
||||
vn 0.122837 -0.327219 0.936918
|
||||
vn 0.078463 -0.273080 0.958770
|
||||
vn -0.292978 0.169164 0.941008
|
||||
vn -0.232734 0.154393 0.960173
|
||||
vn -0.223304 0.196234 0.954772
|
||||
vn -0.241127 0.163640 0.956572
|
||||
vn 0.257424 -0.200201 0.945311
|
||||
vn 0.215827 -0.162175 0.962859
|
||||
vn 0.254769 -0.206915 0.944578
|
||||
vn 0.211615 -0.200720 0.956511
|
||||
vn 0.125034 -0.291910 0.948210
|
||||
vn 0.197668 -0.237465 0.951048
|
||||
vn -0.187017 0.241798 0.952116
|
||||
vn -0.205542 0.255806 0.944609
|
||||
vn -0.215217 0.186010 0.958678
|
||||
vn -0.186804 0.193213 0.963195
|
||||
vn 0.197516 -0.203833 0.958861
|
||||
vn 0.168798 -0.153630 0.973571
|
||||
vn 0.144505 -0.116825 0.982574
|
||||
vn 0.186163 -0.185492 0.964843
|
||||
vn -0.148747 0.227699 0.962279
|
||||
vn -0.129154 0.196295 0.971984
|
||||
vn -0.120579 0.183264 0.975616
|
||||
vn -0.157659 0.281655 0.946440
|
||||
vn 0.149998 0.194037 0.969451
|
||||
vn 0.195288 0.326731 0.924680
|
||||
vn -0.192541 -0.072665 0.978576
|
||||
vn 0.190283 0.215033 0.957884
|
||||
vn 0.193426 0.177007 0.964995
|
||||
vn 0.173315 0.244819 0.953917
|
||||
vn 0.280129 0.242286 0.928861
|
||||
vn -0.102664 -0.230506 0.967620
|
||||
vn 0.237159 0.192450 0.952208
|
||||
vn 0.349803 0.227577 0.908750
|
||||
vn 0.315958 0.225471 0.921567
|
||||
vn 0.150395 0.284097 0.946898
|
||||
vn 0.066591 0.281045 0.957366
|
||||
vn 0.070376 0.260689 0.962828
|
||||
vn 0.292428 0.299661 0.908078
|
||||
vn 0.138829 0.332774 0.932707
|
||||
vn 0.035737 0.372692 0.927244
|
||||
vn -0.163305 -0.326395 0.930998
|
||||
vn -0.057588 0.369823 0.927305
|
||||
vn -0.081362 0.336009 0.938322
|
||||
vn -0.036042 0.316660 0.947844
|
||||
vn 0.047060 0.342479 0.938322
|
||||
vn 0.042695 -0.383648 0.922483
|
||||
vn 0.062044 0.358715 0.931364
|
||||
vn 0.040651 0.378491 0.924680
|
||||
vn 0.033509 0.410565 0.911191
|
||||
vn -0.009522 0.418928 0.907956
|
||||
vn -0.002014 -0.145970 0.989257
|
||||
vn -0.109561 0.148106 0.982879
|
||||
vn 0.009247 -0.134648 0.990844
|
||||
vn -0.082888 0.394391 0.915189
|
||||
vn -0.084902 0.340831 0.936247
|
||||
vn -0.189184 0.309549 0.931852
|
||||
vn -0.207556 0.195349 0.958495
|
||||
vn -0.243446 0.165166 0.955718
|
||||
vn -0.286203 0.234565 0.928983
|
||||
vn 0.113407 0.171392 0.978637
|
||||
vn 0.123386 0.182623 0.975402
|
||||
vn 0.134739 0.201575 0.970153
|
||||
vn 0.154271 0.217383 0.963805
|
||||
vn 0.159459 0.165014 0.973296
|
||||
vn 0.168584 0.169347 0.971007
|
||||
vn 0.181677 0.180548 0.966613
|
||||
vn 0.212348 0.186468 0.959227
|
||||
vn 0.217536 0.149236 0.964538
|
||||
vn 0.223243 0.154668 0.962401
|
||||
vn 0.187475 0.179052 0.965789
|
||||
vn 0.082919 0.148412 0.985412
|
||||
vn 0.041841 0.241218 0.969543
|
||||
vn 0.038667 0.297830 0.953825
|
||||
vn 0.041169 0.352062 0.935057
|
||||
vn -0.002686 0.367626 0.929929
|
||||
vn -0.016999 0.353893 0.935118
|
||||
vn -0.021973 0.328623 0.944182
|
||||
vn -0.019379 0.299417 0.953917
|
||||
vn 0.013611 0.296213 0.955016
|
||||
vn 0.029176 0.326029 0.944884
|
||||
vn 0.007569 0.353221 0.935484
|
||||
vn 0.001801 0.359691 0.933042
|
||||
vn 0.005158 0.363781 0.931455
|
||||
vn -0.018586 0.360485 0.932554
|
||||
vn -0.027589 0.332041 0.942839
|
||||
vn -0.058931 0.282449 0.957457
|
||||
vn -0.092410 0.165380 0.981872
|
||||
vn 0.001221 0.000092 0.999969
|
||||
vn -0.000732 0.000092 0.999969
|
||||
vn 0.000000 0.000000 0.999969
|
||||
vn 0.000061 0.000000 1.000000
|
||||
vn 0.000732 0.000031 0.999969
|
||||
vn -0.021607 0.000000 0.999756
|
||||
vn -0.001282 0.000031 0.999969
|
||||
vn 0.021607 0.000000 0.999756
|
||||
vn -0.043001 0.000000 0.999054
|
||||
vn 0.043001 0.000000 0.999054
|
||||
s off
|
||||
f 23/1/1 18/2/1 5/3/1
|
||||
f 23/1/1 5/3/1 14/4/1
|
||||
f 46/5/1 19/6/1 9/7/1
|
||||
f 46/5/1 9/7/1 43/8/1
|
||||
f 9/7/1 20/9/1 43/8/1
|
||||
f 18/2/1 22/10/1 10/11/1
|
||||
f 18/2/1 10/11/1 5/3/1
|
||||
f 9/7/1 21/12/1 39/13/1
|
||||
f 9/7/1 39/13/1 18/2/1
|
||||
f 39/13/1 22/10/1 18/2/1
|
||||
f 20/9/1 9/7/1 18/2/1
|
||||
f 20/9/1 18/2/1 41/14/1
|
||||
f 18/2/1 23/1/1 41/14/1
|
||||
f 19/6/1 49/15/1 47/16/1
|
||||
f 19/6/1 47/16/1 9/7/1
|
||||
f 47/16/1 21/12/1 9/7/1
|
||||
s 1
|
||||
f 86/17/2 12/18/3 2/19/4
|
||||
f 40/20/5 86/17/2 2/19/4
|
||||
f 22/10/6 40/20/5 10/11/7
|
||||
f 40/20/5 2/19/4 10/11/7
|
||||
f 114/21/8 69/22/9 7/23/10
|
||||
f 114/21/8 7/23/10 71/24/11
|
||||
f 115/25/12 81/26/13 12/18/3
|
||||
f 115/25/12 12/18/3 86/17/2
|
||||
f 72/27/14 1/28/15 17/29/16
|
||||
f 42/30/17 23/1/18 14/4/19
|
||||
f 42/30/17 1/28/15 72/27/14
|
||||
f 14/4/19 1/28/15 42/30/17
|
||||
f 53/31/20 41/14/21 23/1/18
|
||||
f 53/31/20 23/1/18 94/32/22
|
||||
f 23/1/18 42/30/17 94/32/22
|
||||
f 54/33/23 43/8/24 20/9/25
|
||||
f 54/33/23 20/9/25 97/34/26
|
||||
f 20/9/25 31/35/27 97/34/26
|
||||
f 103/36/28 44/37/29 100/38/30
|
||||
f 44/37/29 24/39/31 100/38/30
|
||||
f 24/39/31 45/40/32 100/38/30
|
||||
f 106/41/33 30/42/34 19/6/35
|
||||
f 56/43/36 106/41/33 46/5/37
|
||||
f 106/41/33 19/6/35 46/5/37
|
||||
f 49/15/38 25/44/39 47/16/40
|
||||
f 57/45/41 109/46/42 48/47/43
|
||||
f 57/45/41 48/47/43 25/44/39
|
||||
f 57/45/41 25/44/39 49/15/38
|
||||
f 116/48/44 79/49/45 16/50/46
|
||||
f 116/48/44 16/50/46 87/51/47
|
||||
f 24/39/31 46/5/37 43/8/24
|
||||
f 47/16/40 51/52/48 21/12/49
|
||||
f 51/52/48 88/53/50 21/12/49
|
||||
f 88/53/50 38/54/51 21/12/49
|
||||
f 25/44/39 50/55/52 89/56/53
|
||||
f 25/44/39 89/56/53 47/16/40
|
||||
f 89/56/53 51/52/48 47/16/40
|
||||
f 117/57/54 84/58/55 36/59/56
|
||||
f 117/57/54 36/59/56 90/60/57
|
||||
f 39/13/58 52/61/59 22/10/6
|
||||
f 52/61/59 91/62/60 22/10/6
|
||||
f 91/62/60 40/20/5 22/10/6
|
||||
f 21/12/49 38/54/51 39/13/58
|
||||
f 38/54/51 92/63/61 39/13/58
|
||||
f 92/63/61 52/61/59 39/13/58
|
||||
f 118/64/62 66/65/63 33/66/64
|
||||
f 118/64/62 33/66/64 93/67/65
|
||||
f 119/68/66 94/32/22 42/30/17
|
||||
f 119/68/66 42/30/17 72/27/14
|
||||
f 120/69/67 95/70/68 53/31/20
|
||||
f 120/69/67 53/31/20 96/71/69
|
||||
f 31/35/27 20/9/25 41/14/21
|
||||
f 31/35/27 41/14/21 95/70/68
|
||||
f 41/14/21 53/31/20 95/70/68
|
||||
f 121/72/70 97/34/26 31/35/27
|
||||
f 121/72/70 31/35/27 64/73/71
|
||||
f 122/74/72 98/75/73 54/33/23
|
||||
f 122/74/72 54/33/23 99/76/74
|
||||
f 45/40/32 24/39/31 98/75/73
|
||||
f 24/39/31 43/8/24 98/75/73
|
||||
f 43/8/24 54/33/23 98/75/73
|
||||
f 123/77/75 100/38/30 45/40/32
|
||||
f 123/77/75 45/40/32 74/78/76
|
||||
f 124/79/77 101/80/78 55/81/79
|
||||
f 124/79/77 55/81/79 102/82/80
|
||||
f 125/83/81 73/84/82 44/37/29
|
||||
f 125/83/81 44/37/29 103/36/28
|
||||
f 105/85/83 56/43/36 46/5/37
|
||||
f 44/37/29 105/85/83 24/39/31
|
||||
f 105/85/83 46/5/37 24/39/31
|
||||
f 126/86/84 104/87/85 56/43/36
|
||||
f 126/86/84 56/43/36 105/85/83
|
||||
f 127/88/86 63/89/87 30/42/34
|
||||
f 127/88/86 30/42/34 106/41/33
|
||||
f 108/90/88 57/45/41 49/15/38
|
||||
f 30/42/34 108/90/88 49/15/38
|
||||
f 30/42/34 49/15/38 19/6/35
|
||||
f 128/91/89 107/92/90 57/45/41
|
||||
f 128/91/89 57/45/41 108/90/88
|
||||
f 129/93/91 75/94/92 48/47/43
|
||||
f 129/93/91 48/47/43 109/46/42
|
||||
f 112/95/93 58/96/94 110/97/95
|
||||
f 130/98/96 111/99/97 58/96/94
|
||||
f 130/98/96 58/96/94 112/95/93
|
||||
f 131/100/98 62/101/99 29/102/100
|
||||
f 131/100/98 29/102/100 113/103/101
|
||||
f 88/53/50 114/21/8 71/24/11
|
||||
f 88/53/50 71/24/11 38/54/51
|
||||
f 51/52/48 90/60/57 114/21/8
|
||||
f 51/52/48 114/21/8 88/53/50
|
||||
f 90/60/57 36/59/56 69/22/9
|
||||
f 90/60/57 69/22/9 114/21/8
|
||||
f 91/62/60 115/25/12 86/17/2
|
||||
f 91/62/60 86/17/2 40/20/5
|
||||
f 52/61/59 93/67/65 115/25/12
|
||||
f 52/61/59 115/25/12 91/62/60
|
||||
f 93/67/65 33/66/64 81/26/13
|
||||
f 93/67/65 81/26/13 115/25/12
|
||||
f 55/81/79 103/36/28 100/38/30
|
||||
f 110/97/95 116/48/44 87/51/47
|
||||
f 110/97/95 87/51/47 50/55/52
|
||||
f 58/96/94 113/103/101 116/48/44
|
||||
f 58/96/94 116/48/44 110/97/95
|
||||
f 113/103/101 29/102/100 79/49/45
|
||||
f 113/103/101 79/49/45 116/48/44
|
||||
f 89/56/53 117/57/54 90/60/57
|
||||
f 89/56/53 90/60/57 51/52/48
|
||||
f 50/55/52 87/51/47 117/57/54
|
||||
f 50/55/52 117/57/54 89/56/53
|
||||
f 87/51/47 16/50/46 84/58/55
|
||||
f 87/51/47 84/58/55 117/57/54
|
||||
f 92/63/61 118/64/62 93/67/65
|
||||
f 92/63/61 93/67/65 52/61/59
|
||||
f 38/54/51 71/24/11 118/64/62
|
||||
f 38/54/51 118/64/62 92/63/61
|
||||
f 71/24/11 7/23/10 66/65/63
|
||||
f 71/24/11 66/65/63 118/64/62
|
||||
f 85/104/102 119/68/66 72/27/14
|
||||
f 85/104/102 72/27/14 17/29/16
|
||||
f 37/105/103 96/71/69 119/68/66
|
||||
f 37/105/103 119/68/66 85/104/102
|
||||
f 96/71/69 53/31/20 94/32/22
|
||||
f 96/71/69 94/32/22 119/68/66
|
||||
f 70/106/104 120/69/67 96/71/69
|
||||
f 70/106/104 96/71/69 37/105/103
|
||||
f 8/107/105 64/73/71 120/69/67
|
||||
f 8/107/105 120/69/67 70/106/104
|
||||
f 64/73/71 31/35/27 95/70/68
|
||||
f 64/73/71 95/70/68 120/69/67
|
||||
f 67/108/106 121/72/70 64/73/71
|
||||
f 67/108/106 64/73/71 8/107/105
|
||||
f 34/109/107 99/76/74 121/72/70
|
||||
f 34/109/107 121/72/70 67/108/106
|
||||
f 99/76/74 54/33/23 97/34/26
|
||||
f 99/76/74 97/34/26 121/72/70
|
||||
f 82/110/108 122/74/72 99/76/74
|
||||
f 82/110/108 99/76/74 34/109/107
|
||||
f 13/111/109 74/78/76 122/74/72
|
||||
f 13/111/109 122/74/72 82/110/108
|
||||
f 74/78/76 45/40/32 98/75/73
|
||||
f 74/78/76 98/75/73 122/74/72
|
||||
f 77/112/110 123/77/75 74/78/76
|
||||
f 77/112/110 74/78/76 13/111/109
|
||||
f 27/113/111 102/82/80 123/77/75
|
||||
f 27/113/111 123/77/75 77/112/110
|
||||
f 102/82/80 55/81/79 100/38/30
|
||||
f 102/82/80 100/38/30 123/77/75
|
||||
f 60/114/112 124/79/77 102/82/80
|
||||
f 60/114/112 102/82/80 27/113/111
|
||||
f 3/115/113 61/116/114 124/79/77
|
||||
f 3/115/113 124/79/77 60/114/112
|
||||
f 61/116/114 28/117/115 101/80/78
|
||||
f 61/116/114 101/80/78 124/79/77
|
||||
f 101/80/78 125/83/81 103/36/28
|
||||
f 101/80/78 103/36/28 55/81/79
|
||||
f 28/117/115 78/118/116 125/83/81
|
||||
f 28/117/115 125/83/81 101/80/78
|
||||
f 78/118/116 15/119/117 73/84/82
|
||||
f 78/118/116 73/84/82 125/83/81
|
||||
f 73/84/82 126/86/84 105/85/83
|
||||
f 73/84/82 105/85/83 44/37/29
|
||||
f 15/119/117 83/120/118 126/86/84
|
||||
f 15/119/117 126/86/84 73/84/82
|
||||
f 83/120/118 35/121/119 104/87/85
|
||||
f 83/120/118 104/87/85 126/86/84
|
||||
f 104/87/85 127/88/86 106/41/33
|
||||
f 104/87/85 106/41/33 56/43/36
|
||||
f 35/121/119 68/122/120 127/88/86
|
||||
f 35/121/119 127/88/86 104/87/85
|
||||
f 68/122/120 6/123/121 63/89/87
|
||||
f 68/122/120 63/89/87 127/88/86
|
||||
f 63/89/87 128/91/89 108/90/88
|
||||
f 63/89/87 108/90/88 30/42/34
|
||||
f 6/123/121 65/124/122 128/91/89
|
||||
f 6/123/121 128/91/89 63/89/87
|
||||
f 65/124/122 32/125/123 107/92/90
|
||||
f 65/124/122 107/92/90 128/91/89
|
||||
f 107/92/90 129/93/91 109/46/42
|
||||
f 107/92/90 109/46/42 57/45/41
|
||||
f 32/125/123 80/126/124 129/93/91
|
||||
f 32/125/123 129/93/91 107/92/90
|
||||
f 80/126/124 11/127/125 75/94/92
|
||||
f 80/126/124 75/94/92 129/93/91
|
||||
f 48/47/43 112/95/93 110/97/95
|
||||
f 48/47/43 110/97/95 25/44/39
|
||||
f 110/97/95 50/55/52 25/44/39
|
||||
f 75/94/92 130/98/96 112/95/93
|
||||
f 75/94/92 112/95/93 48/47/43
|
||||
f 11/127/125 76/128/126 130/98/96
|
||||
f 11/127/125 130/98/96 75/94/92
|
||||
f 76/128/126 26/129/127 111/99/97
|
||||
f 76/128/126 111/99/97 130/98/96
|
||||
f 111/99/97 131/100/98 113/103/101
|
||||
f 111/99/97 113/103/101 58/96/94
|
||||
f 26/129/127 59/130/128 131/100/98
|
||||
f 26/129/127 131/100/98 111/99/97
|
||||
f 59/130/128 4/131/129 62/101/99
|
||||
f 59/130/128 62/101/99 131/100/98
|
||||
f 169/132/130 144/133/131 15/119/117
|
||||
f 169/132/130 15/119/117 78/118/116
|
||||
f 62/101/99 4/131/129 154/134/1
|
||||
f 62/101/99 154/134/1 137/135/1
|
||||
f 79/49/45 29/102/100 163/136/1
|
||||
f 79/49/45 163/136/1 147/137/132
|
||||
f 156/138/133 172/139/134 28/117/115
|
||||
f 156/138/133 28/117/115 61/116/114
|
||||
f 165/140/1 139/141/135 12/18/3
|
||||
f 165/140/1 12/18/3 81/26/13
|
||||
f 174/142/1 149/143/1 36/59/56
|
||||
f 174/142/1 36/59/56 84/58/55
|
||||
f 141/144/1 158/145/132 33/66/64
|
||||
f 141/144/1 33/66/64 66/65/63
|
||||
f 151/146/132 167/147/1 3/115/113
|
||||
f 151/146/132 3/115/113 60/114/112
|
||||
f 160/148/1 135/149/1 26/129/127
|
||||
f 160/148/1 26/129/127 76/128/126
|
||||
f 81/26/13 33/66/64 158/145/132
|
||||
f 81/26/13 158/145/132 165/140/1
|
||||
f 83/120/118 15/119/117 144/133/131
|
||||
f 83/120/118 144/133/131 143/150/136
|
||||
f 65/124/122 6/123/121 168/151/1
|
||||
f 65/124/122 168/151/1 153/152/132
|
||||
f 68/122/120 35/121/119 136/153/1
|
||||
f 68/122/120 136/153/1 162/154/1
|
||||
f 171/155/1 146/156/1 7/23/10
|
||||
f 171/155/1 7/23/10 69/22/9
|
||||
f 77/112/110 13/111/109 155/157/1
|
||||
f 77/112/110 155/157/1 138/158/1
|
||||
f 61/116/114 3/115/113 167/147/1
|
||||
f 61/116/114 167/147/1 156/138/133
|
||||
f 78/118/116 28/117/115 172/139/134
|
||||
f 78/118/116 172/139/134 169/132/130
|
||||
f 60/114/112 27/113/111 164/159/1
|
||||
f 60/114/112 164/159/1 151/146/132
|
||||
f 173/160/1 148/161/1 11/127/125
|
||||
f 173/160/1 11/127/125 80/126/124
|
||||
f 143/150/136 136/153/1 35/121/119
|
||||
f 143/150/136 35/121/119 83/120/118
|
||||
f 153/152/132 157/162/1 32/125/123
|
||||
f 153/152/132 32/125/123 65/124/122
|
||||
f 85/104/102 17/29/16 140/163/137
|
||||
f 85/104/102 140/163/137 166/164/1
|
||||
f 67/108/106 8/107/105 150/165/1
|
||||
f 67/108/106 150/165/1 134/166/1
|
||||
f 70/106/104 37/105/103 159/167/132
|
||||
f 70/106/104 159/167/132 142/168/1
|
||||
f 133/169/138 2/19/4 12/18/3
|
||||
f 133/169/138 12/18/3 139/141/135
|
||||
f 147/137/132 152/170/1 16/50/46
|
||||
f 147/137/132 16/50/46 79/49/45
|
||||
f 17/29/16 1/28/15 132/171/139
|
||||
f 17/29/16 132/171/139 140/163/137
|
||||
f 80/126/124 32/125/123 157/162/1
|
||||
f 80/126/124 157/162/1 173/160/1
|
||||
f 137/135/1 163/136/1 29/102/100
|
||||
f 137/135/1 29/102/100 62/101/99
|
||||
f 161/172/1 155/157/1 13/111/109
|
||||
f 161/172/1 13/111/109 82/110/108
|
||||
f 166/164/1 159/167/132 37/105/103
|
||||
f 166/164/1 37/105/103 85/104/102
|
||||
f 134/166/1 145/173/1 34/109/107
|
||||
f 134/166/1 34/109/107 67/108/106
|
||||
f 162/154/1 168/151/1 6/123/121
|
||||
f 162/154/1 6/123/121 68/122/120
|
||||
f 76/128/126 11/127/125 148/161/1
|
||||
f 76/128/126 148/161/1 160/148/1
|
||||
f 138/158/1 164/159/1 27/113/111
|
||||
f 138/158/1 27/113/111 77/112/110
|
||||
f 59/130/128 26/129/127 135/149/1
|
||||
f 59/130/128 135/149/1 170/174/132
|
||||
f 82/110/108 34/109/107 145/173/1
|
||||
f 82/110/108 145/173/1 161/172/1
|
||||
f 84/58/55 16/50/46 152/170/1
|
||||
f 84/58/55 152/170/1 174/142/1
|
||||
f 66/65/63 7/23/10 146/156/1
|
||||
f 66/65/63 146/156/1 141/144/1
|
||||
f 69/22/9 36/59/56 149/143/1
|
||||
f 69/22/9 149/143/1 171/155/1
|
||||
f 142/168/1 150/165/1 8/107/105
|
||||
f 142/168/1 8/107/105 70/106/104
|
||||
f 170/174/132 154/134/1 4/131/129
|
||||
f 170/174/132 4/131/129 59/130/128
|
BIN
resources/00-taisei.pkgdir/models/mansion.iqm
Normal file
BIN
resources/00-taisei.pkgdir/models/mansion.iqm
Normal file
Binary file not shown.
|
@ -1,195 +0,0 @@
|
|||
# Blender v2.63 (sub 0) OBJ File: 'mansion.blend'
|
||||
# www.blender.org
|
||||
v 7.200000 15.051811 0.000000
|
||||
v 7.200000 -4.703387 0.000000
|
||||
v -7.200001 -4.703386 0.000000
|
||||
v -7.199998 15.051812 0.000000
|
||||
v 7.200004 15.051809 5.216212
|
||||
v 7.199996 -4.703390 5.216212
|
||||
v -7.200003 -4.703385 5.216212
|
||||
v -7.200000 15.051811 5.216212
|
||||
v 9.173008 16.890579 4.248897
|
||||
v 9.172999 -6.542161 4.248897
|
||||
v -9.173006 -6.542155 4.248897
|
||||
v -9.173003 16.890583 4.248897
|
||||
v 6.059046 16.611769 6.134467
|
||||
v 6.059039 -3.958062 6.134467
|
||||
v -6.059045 -3.958058 6.134467
|
||||
v -6.059043 16.611771 6.134467
|
||||
v 9.399996 17.248425 0.000000
|
||||
v 9.399996 -6.900001 0.000000
|
||||
v -9.400002 -6.900000 0.000000
|
||||
v -9.399999 17.248426 0.000000
|
||||
v 10.399996 18.248425 0.000000
|
||||
v 10.399996 -7.900001 0.000000
|
||||
v -10.400002 -7.900000 0.000000
|
||||
v -10.399999 18.248426 0.000000
|
||||
v 10.399996 18.248425 -1.114107
|
||||
v 10.399996 -7.900001 -1.114107
|
||||
v -10.400002 -7.900000 -1.114107
|
||||
v -10.399999 18.248426 -1.114107
|
||||
v -3.010826 -4.703386 5.216212
|
||||
v -3.010877 -4.703386 0.000000
|
||||
v 2.982398 -4.703389 5.216212
|
||||
v 2.982400 -4.703386 0.000000
|
||||
v -4.000000 -7.900000 -1.114107
|
||||
v -4.000000 -7.900000 0.000000
|
||||
v 4.016253 -7.900001 -1.114107
|
||||
v 4.016253 -7.900001 0.000000
|
||||
v -4.000000 -7.900000 -0.557054
|
||||
v 4.016253 -7.900001 -0.557054
|
||||
v -4.000000 -9.076103 -1.114107
|
||||
v 4.016253 -9.076104 -1.114107
|
||||
v -4.000000 -9.076103 -0.557054
|
||||
v 4.016253 -9.076104 -0.557054
|
||||
v -3.010837 -4.703386 4.142046
|
||||
v 2.982398 -4.703388 4.142024
|
||||
v 2.853450 -6.900000 0.000000
|
||||
v -2.883174 -6.900000 0.000000
|
||||
vt 0.162027 0.621535
|
||||
vt 0.536231 0.621536
|
||||
vt 0.577840 0.648759
|
||||
vt 0.120418 0.648758
|
||||
vt 0.939245 0.646629
|
||||
vt 0.939245 0.786154
|
||||
vt 0.737148 0.786155
|
||||
vt 0.897110 0.646629
|
||||
vt 0.737147 0.646631
|
||||
vt 0.052205 0.319428
|
||||
vt 0.000000 0.295014
|
||||
vt 0.000000 0.294973
|
||||
vt 0.000000 0.169018
|
||||
vt 0.000000 0.116829
|
||||
vt 0.052205 0.092415
|
||||
vt 0.093487 0.365928
|
||||
vt 0.537355 0.365928
|
||||
vt 0.502525 0.411843
|
||||
vt 0.128318 0.411843
|
||||
vt 0.537355 0.045915
|
||||
vt 0.093487 0.045915
|
||||
vt 0.128318 0.000000
|
||||
vt 0.502525 0.000000
|
||||
vt 0.532074 0.130947
|
||||
vt 0.532074 0.280896
|
||||
vt 0.142436 0.280896
|
||||
vt 0.142436 0.130947
|
||||
vt 0.577637 0.763083
|
||||
vt 0.120210 0.763082
|
||||
vt 0.101270 0.750710
|
||||
vt 0.596577 0.750710
|
||||
vt 0.676708 0.859429
|
||||
vt 0.676707 0.642378
|
||||
vt 0.536028 0.790305
|
||||
vt 0.161819 0.790305
|
||||
vt 0.101472 0.661134
|
||||
vt 0.596784 0.661134
|
||||
vt 0.596784 0.705922
|
||||
vt 0.101472 0.705922
|
||||
vt 0.677516 0.858032
|
||||
vt 0.677516 0.858167
|
||||
vt 0.636175 0.891472
|
||||
vt 0.677516 0.450055
|
||||
vt 0.677516 0.232010
|
||||
vt 0.636176 0.198703
|
||||
vt 0.636175 0.411322
|
||||
vt 0.101270 0.705922
|
||||
vt 0.596577 0.705923
|
||||
vt 0.022278 0.661134
|
||||
vt 0.022278 0.683528
|
||||
vt 0.022278 0.705922
|
||||
vt 0.939245 0.306546
|
||||
vt 0.939245 0.447018
|
||||
vt 0.897109 0.447018
|
||||
vt 0.737148 0.306545
|
||||
vt 0.737147 0.447017
|
||||
vt 0.022278 0.750709
|
||||
vt 0.022278 0.728316
|
||||
vt 0.000000 0.728316
|
||||
vt 0.000000 0.705922
|
||||
vt 0.000000 0.683528
|
||||
vt 0.676707 0.451312
|
||||
vt 0.676708 0.233271
|
||||
vt 0.537355 0.044672
|
||||
vt 0.537355 0.022394
|
||||
vt 0.636548 0.022394
|
||||
vt 0.636548 0.044672
|
||||
vt 0.537355 0.000000
|
||||
vt 0.636548 0.000000
|
||||
vt 0.636548 0.067066
|
||||
vt 0.537355 0.067066
|
||||
vn -0.000000 0.000000 1.000000
|
||||
vn -0.000000 -1.000000 0.000000
|
||||
vn 0.000000 0.465574 -0.885009
|
||||
vn 0.440215 -0.000000 -0.897892
|
||||
vn -0.440215 0.000000 -0.897892
|
||||
vn -0.000000 -0.589444 0.807809
|
||||
vn -0.517964 0.000000 0.855402
|
||||
vn 0.517964 -0.000000 0.855402
|
||||
vn -1.000000 0.000000 0.000000
|
||||
vn 1.000000 0.000000 -0.000000
|
||||
vn -0.000000 -1.000000 -0.000001
|
||||
s off
|
||||
f 3/1/1 4/2/1 20/3/1
|
||||
f 3/1/1 20/3/1 19/4/1
|
||||
f 29/5/2 7/6/2 3/7/2
|
||||
f 43/8/2 29/5/2 3/7/2
|
||||
f 30/9/2 43/8/2 3/7/2
|
||||
f 11/10/3 7/11/3 29/12/3
|
||||
f 11/10/3 29/12/3 31/13/3
|
||||
f 11/10/3 31/13/3 6/14/3
|
||||
f 10/15/3 11/10/3 6/14/3
|
||||
f 11/16/4 12/17/4 8/18/4
|
||||
f 11/16/4 8/18/4 7/19/4
|
||||
f 9/20/5 10/21/5 6/22/5
|
||||
f 9/20/5 6/22/5 5/23/5
|
||||
f 13/24/1 16/25/1 15/26/1
|
||||
f 13/24/1 15/26/1 14/27/1
|
||||
f 14/27/6 15/26/6 11/10/6
|
||||
f 14/27/6 11/10/6 10/15/6
|
||||
f 15/26/7 16/25/7 12/17/7
|
||||
f 15/26/7 12/17/7 11/16/7
|
||||
f 13/24/8 14/27/8 10/21/8
|
||||
f 13/24/8 10/21/8 9/20/8
|
||||
f 17/28/1 18/29/1 22/30/1
|
||||
f 17/28/1 22/30/1 21/31/1
|
||||
f 30/9/1 3/7/1 19/32/1
|
||||
f 30/9/1 19/32/1 46/33/1
|
||||
f 1/34/1 2/35/1 18/29/1
|
||||
f 1/34/1 18/29/1 17/28/1
|
||||
f 23/36/9 24/37/9 28/38/9
|
||||
f 23/36/9 28/38/9 27/39/9
|
||||
f 46/40/1 19/41/1 23/42/1
|
||||
f 45/43/1 46/40/1 23/42/1
|
||||
f 18/44/1 45/43/1 23/42/1
|
||||
f 18/44/1 23/42/1 22/45/1
|
||||
f 23/42/1 34/42/1 22/45/1
|
||||
f 34/42/1 36/46/1 22/45/1
|
||||
f 19/4/1 20/3/1 24/37/1
|
||||
f 19/4/1 24/37/1 23/36/1
|
||||
f 21/31/10 22/30/10 26/47/10
|
||||
f 21/31/10 26/47/10 25/48/10
|
||||
f 34/49/2 23/36/2 27/39/2
|
||||
f 34/49/2 27/39/2 37/50/2
|
||||
f 27/39/2 33/51/2 37/50/2
|
||||
f 6/52/11 31/53/11 44/54/11
|
||||
f 2/55/11 6/52/11 44/54/11
|
||||
f 2/55/2 44/54/2 32/56/2
|
||||
f 22/30/2 36/57/2 38/58/2
|
||||
f 22/30/2 38/58/2 26/47/2
|
||||
f 38/58/2 35/51/2 26/47/2
|
||||
f 42/59/10 40/60/10 35/51/10
|
||||
f 42/59/10 35/51/10 38/58/10
|
||||
f 37/50/9 33/51/9 39/60/9
|
||||
f 37/50/9 39/60/9 41/61/9
|
||||
f 44/54/2 31/53/2 29/5/2
|
||||
f 44/54/2 29/5/2 43/8/2
|
||||
f 2/55/1 32/56/1 45/62/1
|
||||
f 2/55/1 45/62/1 18/63/1
|
||||
f 32/56/1 30/9/1 46/33/1
|
||||
f 32/56/1 46/33/1 45/62/1
|
||||
f 37/64/1 41/65/1 42/66/1
|
||||
f 37/64/1 42/66/1 38/67/1
|
||||
f 42/66/2 41/65/2 39/68/2
|
||||
f 42/66/2 39/68/2 40/69/2
|
||||
f 37/64/2 38/67/2 36/70/2
|
||||
f 37/64/2 36/70/2 34/71/2
|
BIN
resources/00-taisei.pkgdir/models/skysphere.iqm
Normal file
BIN
resources/00-taisei.pkgdir/models/skysphere.iqm
Normal file
Binary file not shown.
|
@ -1,636 +0,0 @@
|
|||
# Blender v2.63 (sub 14) OBJ File: 'skysphere.blend'
|
||||
# www.blender.org
|
||||
v -0.382683 0.000000 0.923880
|
||||
v -0.707107 0.000000 0.707107
|
||||
v -1.000000 0.000000 -0.000000
|
||||
v -0.923880 0.000000 -0.382684
|
||||
v -0.382683 0.000000 -0.923880
|
||||
v -0.000000 0.000000 -1.000000
|
||||
v -0.356842 0.138241 0.923880
|
||||
v -0.659357 0.255436 0.707107
|
||||
v -0.861492 0.333744 0.382683
|
||||
v -0.932472 0.361242 -0.000000
|
||||
v -0.861492 0.333744 -0.382684
|
||||
v -0.659357 0.255436 -0.707107
|
||||
v -0.356842 0.138241 -0.923880
|
||||
v -0.282807 0.257812 0.923880
|
||||
v -0.522558 0.476375 0.707107
|
||||
v -0.682755 0.622414 0.382683
|
||||
v -0.739009 0.673696 -0.000000
|
||||
v -0.682755 0.622414 -0.382684
|
||||
v -0.522558 0.476375 -0.707107
|
||||
v -0.282807 0.257812 -0.923880
|
||||
v -0.170577 0.342564 0.923880
|
||||
v -0.315185 0.632976 0.707107
|
||||
v -0.411809 0.827023 0.382683
|
||||
v -0.445738 0.895163 -0.000000
|
||||
v -0.411809 0.827023 -0.382684
|
||||
v -0.315185 0.632976 -0.707107
|
||||
v -0.170577 0.342564 -0.923880
|
||||
v -0.035310 0.381051 0.923880
|
||||
v -0.065244 0.704090 0.707107
|
||||
v -0.085245 0.919938 0.382683
|
||||
v -0.092268 0.995734 -0.000000
|
||||
v -0.085245 0.919938 -0.382684
|
||||
v -0.065244 0.704090 -0.707107
|
||||
v -0.035310 0.381051 -0.923880
|
||||
v -0.000000 -0.000000 1.000000
|
||||
v 0.104726 0.368075 0.923880
|
||||
v 0.193509 0.680113 0.707107
|
||||
v 0.252831 0.888611 0.382683
|
||||
v 0.273663 0.961826 -0.000000
|
||||
v 0.252831 0.888611 -0.382684
|
||||
v 0.193509 0.680113 -0.707107
|
||||
v 0.104726 0.368075 -0.923880
|
||||
v 0.230618 0.305388 0.923880
|
||||
v 0.426127 0.564283 0.707107
|
||||
v 0.556762 0.737272 0.382683
|
||||
v 0.602634 0.798017 -0.000000
|
||||
v 0.556762 0.737272 -0.382684
|
||||
v 0.426127 0.564283 -0.707107
|
||||
v 0.230618 0.305388 -0.923880
|
||||
v 0.325364 0.201457 0.923880
|
||||
v 0.601194 0.372244 0.707107
|
||||
v 0.785498 0.486360 0.382683
|
||||
v 0.850217 0.526432 -0.000000
|
||||
v 0.785498 0.486360 -0.382684
|
||||
v 0.601194 0.372244 -0.707107
|
||||
v 0.325364 0.201457 -0.923880
|
||||
v 0.376167 0.070318 0.923880
|
||||
v 0.695067 0.129930 0.707107
|
||||
v 0.908148 0.169762 0.382683
|
||||
v 0.982973 0.183749 -0.000000
|
||||
v 0.908148 0.169762 -0.382684
|
||||
v 0.695067 0.129931 -0.707107
|
||||
v 0.376167 0.070318 -0.923880
|
||||
v 0.376167 -0.070318 0.923880
|
||||
v 0.695067 -0.129931 0.707107
|
||||
v 0.908148 -0.169762 0.382683
|
||||
v 0.982973 -0.183750 -0.000000
|
||||
v 0.908148 -0.169762 -0.382684
|
||||
v 0.695067 -0.129930 -0.707107
|
||||
v 0.376167 -0.070318 -0.923880
|
||||
v 0.325364 -0.201457 0.923880
|
||||
v 0.601194 -0.372244 0.707107
|
||||
v 0.785498 -0.486360 0.382683
|
||||
v 0.850217 -0.526432 -0.000000
|
||||
v 0.785498 -0.486360 -0.382684
|
||||
v 0.601194 -0.372244 -0.707107
|
||||
v 0.325364 -0.201457 -0.923880
|
||||
v 0.230618 -0.305388 0.923880
|
||||
v 0.426127 -0.564283 0.707107
|
||||
v 0.556762 -0.737272 0.382683
|
||||
v 0.602634 -0.798017 -0.000000
|
||||
v 0.556761 -0.737272 -0.382684
|
||||
v 0.426127 -0.564283 -0.707107
|
||||
v 0.230618 -0.305388 -0.923880
|
||||
v 0.104726 -0.368075 0.923880
|
||||
v 0.193509 -0.680113 0.707107
|
||||
v 0.252831 -0.888611 0.382683
|
||||
v 0.273663 -0.961825 -0.000000
|
||||
v 0.252831 -0.888611 -0.382684
|
||||
v 0.193509 -0.680113 -0.707107
|
||||
v 0.104726 -0.368075 -0.923880
|
||||
v -0.035310 -0.381051 0.923880
|
||||
v -0.065244 -0.704090 0.707107
|
||||
v -0.085245 -0.919938 0.382683
|
||||
v -0.092269 -0.995734 -0.000000
|
||||
v -0.085245 -0.919938 -0.382684
|
||||
v -0.065244 -0.704090 -0.707107
|
||||
v -0.035310 -0.381051 -0.923880
|
||||
v -0.170577 -0.342564 0.923880
|
||||
v -0.315185 -0.632976 0.707107
|
||||
v -0.411809 -0.827023 0.382683
|
||||
v -0.445738 -0.895163 -0.000000
|
||||
v -0.411809 -0.827023 -0.382684
|
||||
v -0.315185 -0.632976 -0.707107
|
||||
v -0.170577 -0.342564 -0.923880
|
||||
v -0.282807 -0.257812 0.923880
|
||||
v -0.522558 -0.476375 0.707107
|
||||
v -0.682755 -0.622414 0.382683
|
||||
v -0.739009 -0.673695 -0.000000
|
||||
v -0.682755 -0.622413 -0.382684
|
||||
v -0.522558 -0.476375 -0.707107
|
||||
v -0.282807 -0.257812 -0.923880
|
||||
v -0.356842 -0.138241 0.923880
|
||||
v -0.659357 -0.255436 0.707107
|
||||
v -0.861492 -0.333744 0.382683
|
||||
v -0.932472 -0.361242 -0.000000
|
||||
v -0.861492 -0.333744 -0.382684
|
||||
v -0.659357 -0.255436 -0.707107
|
||||
v -0.356842 -0.138241 -0.923880
|
||||
v -0.923880 0.000000 0.382683
|
||||
v -0.707107 -0.000000 -0.707107
|
||||
vt 0.250000 0.600586
|
||||
vt 0.231445 0.597656
|
||||
vt 0.216309 0.699219
|
||||
vt 0.254395 0.706055
|
||||
vt 0.674316 0.017578
|
||||
vt 0.591797 0.101562
|
||||
vt 0.643555 0.234375
|
||||
vt 0.698730 0.180664
|
||||
vt 0.318359 0.799805
|
||||
vt 0.259277 0.832031
|
||||
vt 0.267578 1.000000
|
||||
vt 0.356445 0.950195
|
||||
vt 0.752441 0.294922
|
||||
vt 0.715332 0.302734
|
||||
vt 0.729980 0.403320
|
||||
vt 0.748535 0.400391
|
||||
vt 0.291016 0.687500
|
||||
vt 0.759766 0.169922
|
||||
vt 0.268066 0.590820
|
||||
vt 0.766602 0.000000
|
||||
vt 0.367188 0.727539
|
||||
vt 0.430664 0.840820
|
||||
vt 0.789062 0.315430
|
||||
vt 0.766113 0.411133
|
||||
vt 0.320801 0.640625
|
||||
vt 0.818848 0.204102
|
||||
vt 0.282715 0.568359
|
||||
vt 0.855957 0.050781
|
||||
vt 0.399902 0.624023
|
||||
vt 0.479492 0.683594
|
||||
vt 0.819824 0.360352
|
||||
vt 0.780762 0.433594
|
||||
vt 0.342285 0.577148
|
||||
vt 0.867188 0.278320
|
||||
vt 0.292480 0.537109
|
||||
vt 0.929688 0.163086
|
||||
vt 0.412109 0.503906
|
||||
vt 0.497070 0.501953
|
||||
vt 0.839844 0.424805
|
||||
vt 0.790527 0.464844
|
||||
vt 0.348633 0.501953
|
||||
vt 0.898926 0.382812
|
||||
vt 0.295898 0.500977
|
||||
vt 0.978027 0.320312
|
||||
vt 0.400879 0.381836
|
||||
vt 0.480469 0.318359
|
||||
vt 0.846680 0.500000
|
||||
vt 0.793945 0.500977
|
||||
vt 0.341309 0.427734
|
||||
vt 0.909668 0.503906
|
||||
vt 0.292969 0.464844
|
||||
vt 0.994629 0.501953
|
||||
vt 0.368652 0.276367
|
||||
vt 0.431152 0.159180
|
||||
vt 0.839844 0.574219
|
||||
vt 0.790039 0.538086
|
||||
vt 0.322754 0.363281
|
||||
vt 0.897949 0.623047
|
||||
vt 0.283203 0.432617
|
||||
vt 0.977051 0.683594
|
||||
vt 0.319824 0.203125
|
||||
vt 0.356445 0.048828
|
||||
vt 0.820312 0.638672
|
||||
vt 0.780273 0.569336
|
||||
vt 0.292480 0.316406
|
||||
vt 0.865234 0.726562
|
||||
vt 0.268555 0.411133
|
||||
vt 0.928223 0.839844
|
||||
vt 0.261230 0.168945
|
||||
vt 0.267090 0.000000
|
||||
vt 0.790039 0.685547
|
||||
vt 0.765625 0.590820
|
||||
vt 0.255859 0.293945
|
||||
vt 0.815918 0.798828
|
||||
vt 0.250977 0.400391
|
||||
vt 0.854492 0.950195
|
||||
vt 0.200195 0.180664
|
||||
vt 0.175293 0.018555
|
||||
vt 0.753418 0.706055
|
||||
vt 0.747559 0.600586
|
||||
vt 0.218262 0.302734
|
||||
vt 0.757324 0.831055
|
||||
vt 0.232422 0.403320
|
||||
vt 0.766113 1.000000
|
||||
vt 0.145508 0.235352
|
||||
vt 0.093262 0.102539
|
||||
vt 0.715820 0.699219
|
||||
vt 0.729492 0.596680
|
||||
vt 0.184082 0.334961
|
||||
vt 0.696777 0.819336
|
||||
vt 0.215820 0.418945
|
||||
vt 0.674316 0.982422
|
||||
vt 0.104492 0.325195
|
||||
vt 0.032227 0.240234
|
||||
vt 0.681641 0.666016
|
||||
vt 0.712891 0.580078
|
||||
vt 0.157715 0.389648
|
||||
vt 0.642090 0.763672
|
||||
vt 0.203125 0.445312
|
||||
vt 0.592285 0.899414
|
||||
vt 0.082520 0.437500
|
||||
vt 0.000000 0.410156
|
||||
vt 0.655762 0.610352
|
||||
vt 0.700684 0.552734
|
||||
vt 0.143555 0.460938
|
||||
vt 0.601562 0.672852
|
||||
vt 0.196289 0.480469
|
||||
vt 0.530273 0.763672
|
||||
vt 0.082031 0.558594
|
||||
vt 0.000000 0.591797
|
||||
vt 0.642090 0.539062
|
||||
vt 0.693848 0.518555
|
||||
vt 0.143555 0.538086
|
||||
vt 0.580078 0.558594
|
||||
vt 0.195801 0.517578
|
||||
vt 0.497070 0.591797
|
||||
vt 0.103516 0.671875
|
||||
vt 0.032715 0.761719
|
||||
vt 0.641602 0.462891
|
||||
vt 0.693848 0.481445
|
||||
vt 0.157715 0.608398
|
||||
vt 0.580566 0.437500
|
||||
vt 0.202637 0.551758
|
||||
vt 0.497070 0.408203
|
||||
vt 0.144531 0.763672
|
||||
vt 0.094238 0.899414
|
||||
vt 0.655273 0.391602
|
||||
vt 0.700684 0.446289
|
||||
vt 0.183105 0.664062
|
||||
vt 0.602539 0.324219
|
||||
vt 0.214844 0.580078
|
||||
vt 0.530273 0.237305
|
||||
vt 0.713379 0.419922
|
||||
vt 0.743652 0.500000
|
||||
vt 0.245605 0.500000
|
||||
vt 0.198730 0.819336
|
||||
vt 0.176270 0.982422
|
||||
vt 0.680664 0.334961
|
||||
vn 0.552598 -0.103298 -0.827022
|
||||
vn 0.964706 -0.180335 0.191892
|
||||
vn 0.834417 -0.516649 -0.191892
|
||||
vn 0.477967 -0.295944 0.827021
|
||||
vn 0.710643 -0.440011 -0.548979
|
||||
vn 0.710642 -0.440011 0.548979
|
||||
vn 0.477967 -0.295944 -0.827022
|
||||
vn 0.834417 -0.516649 0.191892
|
||||
vn 0.591435 -0.783187 -0.191892
|
||||
vn 0.338783 -0.448622 0.827022
|
||||
vn 0.503704 -0.667012 -0.548979
|
||||
vn 0.503704 -0.667012 0.548979
|
||||
vn 0.338783 -0.448622 -0.827022
|
||||
vn 0.591435 -0.783187 0.191892
|
||||
vn 0.268577 -0.943951 -0.191892
|
||||
vn 0.153845 -0.540710 0.827022
|
||||
vn 0.228738 -0.803929 -0.548979
|
||||
vn 0.228737 -0.803929 0.548979
|
||||
vn 0.153845 -0.540710 -0.827022
|
||||
vn 0.268577 -0.943951 0.191892
|
||||
vn -0.090554 -0.977229 -0.191892
|
||||
vn -0.051871 -0.559772 0.827021
|
||||
vn -0.077121 -0.832271 -0.548979
|
||||
vn -0.077121 -0.832271 0.548979
|
||||
vn -0.051871 -0.559772 -0.827022
|
||||
vn -0.090554 -0.977230 0.191892
|
||||
vn -0.437455 -0.878528 -0.191892
|
||||
vn -0.250581 -0.503234 0.827021
|
||||
vn -0.372564 -0.748210 -0.548979
|
||||
vn -0.372564 -0.748210 0.548979
|
||||
vn -0.250581 -0.503234 -0.827022
|
||||
vn -0.437455 -0.878528 0.191892
|
||||
vn -0.725275 -0.661176 -0.191892
|
||||
vn -0.415449 -0.378732 0.827022
|
||||
vn -0.617691 -0.563099 -0.548978
|
||||
vn -0.617691 -0.563099 0.548979
|
||||
vn -0.415449 -0.378732 -0.827022
|
||||
vn -0.725275 -0.661175 0.191892
|
||||
vn -0.915143 -0.354528 -0.191892
|
||||
vn -0.524208 -0.203079 0.827021
|
||||
vn -0.779394 -0.301939 -0.548979
|
||||
vn -0.779394 -0.301939 0.548979
|
||||
vn -0.524208 -0.203079 -0.827022
|
||||
vn -0.915143 -0.354528 0.191892
|
||||
vn -0.981416 0.000000 -0.191892
|
||||
vn -0.562170 0.000000 0.827021
|
||||
vn -0.835836 0.000000 -0.548979
|
||||
vn -0.835836 0.000000 0.548979
|
||||
vn -0.562170 0.000000 -0.827022
|
||||
vn -0.981416 0.000000 0.191892
|
||||
vn -0.915143 0.354529 -0.191892
|
||||
vn -0.524208 0.203079 0.827021
|
||||
vn -0.779394 0.301939 -0.548979
|
||||
vn -0.779394 0.301939 0.548979
|
||||
vn -0.524208 0.203079 -0.827022
|
||||
vn -0.915143 0.354528 0.191892
|
||||
vn -0.725275 0.661176 -0.191892
|
||||
vn -0.415449 0.378732 0.827021
|
||||
vn -0.617691 0.563099 -0.548979
|
||||
vn -0.617691 0.563099 0.548979
|
||||
vn -0.415449 0.378732 -0.827022
|
||||
vn -0.725275 0.661176 0.191892
|
||||
vn -0.437455 0.878528 -0.191892
|
||||
vn -0.250581 0.503234 0.827022
|
||||
vn -0.372564 0.748210 -0.548979
|
||||
vn -0.372564 0.748210 0.548979
|
||||
vn -0.250581 0.503234 -0.827022
|
||||
vn -0.437455 0.878528 0.191892
|
||||
vn -0.090554 0.977230 -0.191891
|
||||
vn -0.051871 0.559772 0.827022
|
||||
vn -0.077121 0.832271 -0.548979
|
||||
vn -0.077121 0.832271 0.548978
|
||||
vn -0.051871 0.559772 -0.827022
|
||||
vn -0.090553 0.977230 0.191892
|
||||
vn 0.268577 0.943951 -0.191891
|
||||
vn 0.153845 0.540710 0.827022
|
||||
vn 0.228738 0.803929 -0.548979
|
||||
vn 0.228738 0.803929 0.548978
|
||||
vn 0.153845 0.540710 -0.827022
|
||||
vn 0.268577 0.943951 0.191892
|
||||
vn 0.591435 0.783187 -0.191891
|
||||
vn 0.338783 0.448621 0.827022
|
||||
vn 0.503704 0.667012 -0.548979
|
||||
vn 0.503704 0.667012 0.548978
|
||||
vn 0.338783 0.448622 -0.827022
|
||||
vn 0.591435 0.783187 0.191892
|
||||
vn 0.834417 0.516649 -0.191891
|
||||
vn 0.477967 0.295944 0.827022
|
||||
vn 0.710642 0.440011 -0.548979
|
||||
vn 0.710643 0.440011 0.548978
|
||||
vn 0.477967 0.295944 -0.827022
|
||||
vn 0.834417 0.516649 0.191892
|
||||
vn 0.194961 -0.036444 0.980134
|
||||
vn 0.194961 -0.036444 -0.980134
|
||||
vn 0.964706 -0.180335 -0.191892
|
||||
vn 0.552598 -0.103299 0.827022
|
||||
vn 0.821605 -0.153585 -0.548979
|
||||
vn 0.821605 -0.153585 0.548979
|
||||
vn 0.168630 -0.104411 0.980134
|
||||
vn 0.168630 -0.104411 -0.980134
|
||||
vn 0.119525 -0.158277 0.980134
|
||||
vn 0.119525 -0.158277 -0.980134
|
||||
vn 0.054278 -0.190766 0.980134
|
||||
vn 0.054278 -0.190766 -0.980134
|
||||
vn -0.018300 -0.197492 0.980134
|
||||
vn -0.018300 -0.197491 -0.980134
|
||||
vn -0.088407 -0.177545 0.980134
|
||||
vn -0.088407 -0.177544 -0.980134
|
||||
vn -0.146574 -0.133619 0.980134
|
||||
vn -0.146573 -0.133619 -0.980134
|
||||
vn -0.184945 -0.071648 0.980134
|
||||
vn -0.184944 -0.071648 -0.980134
|
||||
vn -0.198338 0.000000 0.980134
|
||||
vn -0.198338 0.000000 -0.980134
|
||||
vn -0.184945 0.071648 0.980134
|
||||
vn -0.184944 0.071648 -0.980134
|
||||
vn -0.146573 0.133619 0.980134
|
||||
vn -0.146573 0.133619 -0.980134
|
||||
vn -0.088407 0.177545 0.980134
|
||||
vn -0.088407 0.177545 -0.980134
|
||||
vn -0.018300 0.197492 0.980134
|
||||
vn -0.018300 0.197492 -0.980134
|
||||
vn 0.054278 0.190766 0.980134
|
||||
vn 0.054278 0.190766 -0.980134
|
||||
vn 0.119525 0.158277 0.980134
|
||||
vn 0.119525 0.158277 -0.980134
|
||||
vn 0.168630 0.104411 0.980134
|
||||
vn 0.168630 0.104411 -0.980134
|
||||
vn 0.194961 0.036444 0.980134
|
||||
vn 0.194961 0.036444 -0.980134
|
||||
vn 0.964706 0.180335 -0.191891
|
||||
vn 0.552598 0.103299 0.827022
|
||||
vn 0.821605 0.153584 -0.548979
|
||||
vn 0.821605 0.153585 0.548979
|
||||
vn 0.552598 0.103298 -0.827022
|
||||
vn 0.964706 0.180335 0.191892
|
||||
s off
|
||||
f 7/1/1 1/2/1 2/3/1
|
||||
f 7/1/1 2/3/1 8/4/1
|
||||
f 10/5/2 3/6/2 4/7/2
|
||||
f 10/5/2 4/7/2 11/8/2
|
||||
f 16/9/3 9/10/3 10/11/3
|
||||
f 16/9/3 10/11/3 17/12/3
|
||||
f 19/13/4 12/14/4 13/15/4
|
||||
f 19/13/4 13/15/4 20/16/4
|
||||
f 15/17/5 8/4/5 9/10/5
|
||||
f 15/17/5 9/10/5 16/9/5
|
||||
f 18/18/6 11/8/6 12/14/6
|
||||
f 18/18/6 12/14/6 19/13/6
|
||||
f 14/19/7 7/1/7 8/4/7
|
||||
f 14/19/7 8/4/7 15/17/7
|
||||
f 17/20/8 10/5/8 11/8/8
|
||||
f 17/20/8 11/8/8 18/18/8
|
||||
f 23/21/9 16/9/9 17/12/9
|
||||
f 23/21/9 17/12/9 24/22/9
|
||||
f 26/23/10 19/13/10 20/16/10
|
||||
f 26/23/10 20/16/10 27/24/10
|
||||
f 22/25/11 15/17/11 16/9/11
|
||||
f 22/25/11 16/9/11 23/21/11
|
||||
f 25/26/12 18/18/12 19/13/12
|
||||
f 25/26/12 19/13/12 26/23/12
|
||||
f 21/27/13 14/19/13 15/17/13
|
||||
f 21/27/13 15/17/13 22/25/13
|
||||
f 24/28/14 17/20/14 18/18/14
|
||||
f 24/28/14 18/18/14 25/26/14
|
||||
f 30/29/15 23/21/15 24/22/15
|
||||
f 30/29/15 24/22/15 31/30/15
|
||||
f 33/31/16 26/23/16 27/24/16
|
||||
f 33/31/16 27/24/16 34/32/16
|
||||
f 29/33/17 22/25/17 23/21/17
|
||||
f 29/33/17 23/21/17 30/29/17
|
||||
f 32/34/18 25/26/18 26/23/18
|
||||
f 32/34/18 26/23/18 33/31/18
|
||||
f 28/35/19 21/27/19 22/25/19
|
||||
f 28/35/19 22/25/19 29/33/19
|
||||
f 31/36/20 24/28/20 25/26/20
|
||||
f 31/36/20 25/26/20 32/34/20
|
||||
f 38/37/21 30/29/21 31/30/21
|
||||
f 38/37/21 31/30/21 39/38/21
|
||||
f 41/39/22 33/31/22 34/32/22
|
||||
f 41/39/22 34/32/22 42/40/22
|
||||
f 37/41/23 29/33/23 30/29/23
|
||||
f 37/41/23 30/29/23 38/37/23
|
||||
f 40/42/24 32/34/24 33/31/24
|
||||
f 40/42/24 33/31/24 41/39/24
|
||||
f 36/43/25 28/35/25 29/33/25
|
||||
f 36/43/25 29/33/25 37/41/25
|
||||
f 39/44/26 31/36/26 32/34/26
|
||||
f 39/44/26 32/34/26 40/42/26
|
||||
f 45/45/27 38/37/27 39/38/27
|
||||
f 45/45/27 39/38/27 46/46/27
|
||||
f 48/47/28 41/39/28 42/40/28
|
||||
f 48/47/28 42/40/28 49/48/28
|
||||
f 44/49/29 37/41/29 38/37/29
|
||||
f 44/49/29 38/37/29 45/45/29
|
||||
f 47/50/30 40/42/30 41/39/30
|
||||
f 47/50/30 41/39/30 48/47/30
|
||||
f 43/51/31 36/43/31 37/41/31
|
||||
f 43/51/31 37/41/31 44/49/31
|
||||
f 46/52/32 39/44/32 40/42/32
|
||||
f 46/52/32 40/42/32 47/50/32
|
||||
f 52/53/33 45/45/33 46/46/33
|
||||
f 52/53/33 46/46/33 53/54/33
|
||||
f 55/55/34 48/47/34 49/48/34
|
||||
f 55/55/34 49/48/34 56/56/34
|
||||
f 51/57/35 44/49/35 45/45/35
|
||||
f 51/57/35 45/45/35 52/53/35
|
||||
f 54/58/36 47/50/36 48/47/36
|
||||
f 54/58/36 48/47/36 55/55/36
|
||||
f 50/59/37 43/51/37 44/49/37
|
||||
f 50/59/37 44/49/37 51/57/37
|
||||
f 53/60/38 46/52/38 47/50/38
|
||||
f 53/60/38 47/50/38 54/58/38
|
||||
f 59/61/39 52/53/39 53/54/39
|
||||
f 59/61/39 53/54/39 60/62/39
|
||||
f 62/63/40 55/55/40 56/56/40
|
||||
f 62/63/40 56/56/40 63/64/40
|
||||
f 58/65/41 51/57/41 52/53/41
|
||||
f 58/65/41 52/53/41 59/61/41
|
||||
f 61/66/42 54/58/42 55/55/42
|
||||
f 61/66/42 55/55/42 62/63/42
|
||||
f 57/67/43 50/59/43 51/57/43
|
||||
f 57/67/43 51/57/43 58/65/43
|
||||
f 60/68/44 53/60/44 54/58/44
|
||||
f 60/68/44 54/58/44 61/66/44
|
||||
f 66/69/45 59/61/45 60/62/45
|
||||
f 66/69/45 60/62/45 67/70/45
|
||||
f 69/71/46 62/63/46 63/64/46
|
||||
f 69/71/46 63/64/46 70/72/46
|
||||
f 65/73/47 58/65/47 59/61/47
|
||||
f 65/73/47 59/61/47 66/69/47
|
||||
f 68/74/48 61/66/48 62/63/48
|
||||
f 68/74/48 62/63/48 69/71/48
|
||||
f 64/75/49 57/67/49 58/65/49
|
||||
f 64/75/49 58/65/49 65/73/49
|
||||
f 67/76/50 60/68/50 61/66/50
|
||||
f 67/76/50 61/66/50 68/74/50
|
||||
f 73/77/51 66/69/51 67/70/51
|
||||
f 73/77/51 67/70/51 74/78/51
|
||||
f 76/79/52 69/71/52 70/72/52
|
||||
f 76/79/52 70/72/52 77/80/52
|
||||
f 72/81/53 65/73/53 66/69/53
|
||||
f 72/81/53 66/69/53 73/77/53
|
||||
f 75/82/54 68/74/54 69/71/54
|
||||
f 75/82/54 69/71/54 76/79/54
|
||||
f 71/83/55 64/75/55 65/73/55
|
||||
f 71/83/55 65/73/55 72/81/55
|
||||
f 74/84/56 67/76/56 68/74/56
|
||||
f 74/84/56 68/74/56 75/82/56
|
||||
f 80/85/57 73/77/57 74/78/57
|
||||
f 80/85/57 74/78/57 81/86/57
|
||||
f 83/87/58 76/79/58 77/80/58
|
||||
f 83/87/58 77/80/58 84/88/58
|
||||
f 79/89/59 72/81/59 73/77/59
|
||||
f 79/89/59 73/77/59 80/85/59
|
||||
f 82/90/60 75/82/60 76/79/60
|
||||
f 82/90/60 76/79/60 83/87/60
|
||||
f 78/91/61 71/83/61 72/81/61
|
||||
f 78/91/61 72/81/61 79/89/61
|
||||
f 81/92/62 74/84/62 75/82/62
|
||||
f 81/92/62 75/82/62 82/90/62
|
||||
f 87/93/63 80/85/63 81/86/63
|
||||
f 87/93/63 81/86/63 88/94/63
|
||||
f 90/95/64 83/87/64 84/88/64
|
||||
f 90/95/64 84/88/64 91/96/64
|
||||
f 86/97/65 79/89/65 80/85/65
|
||||
f 86/97/65 80/85/65 87/93/65
|
||||
f 89/98/66 82/90/66 83/87/66
|
||||
f 89/98/66 83/87/66 90/95/66
|
||||
f 85/99/67 78/91/67 79/89/67
|
||||
f 85/99/67 79/89/67 86/97/67
|
||||
f 88/100/68 81/92/68 82/90/68
|
||||
f 88/100/68 82/90/68 89/98/68
|
||||
f 94/101/69 87/93/69 88/94/69
|
||||
f 94/101/69 88/94/69 95/102/69
|
||||
f 97/103/70 90/95/70 91/96/70
|
||||
f 97/103/70 91/96/70 98/104/70
|
||||
f 93/105/71 86/97/71 87/93/71
|
||||
f 93/105/71 87/93/71 94/101/71
|
||||
f 96/106/72 89/98/72 90/95/72
|
||||
f 96/106/72 90/95/72 97/103/72
|
||||
f 92/107/73 85/99/73 86/97/73
|
||||
f 92/107/73 86/97/73 93/105/73
|
||||
f 95/108/74 88/100/74 89/98/74
|
||||
f 95/108/74 89/98/74 96/106/74
|
||||
f 101/109/75 94/101/75 95/102/75
|
||||
f 101/109/75 95/102/75 102/110/75
|
||||
f 104/111/76 97/103/76 98/104/76
|
||||
f 104/111/76 98/104/76 105/112/76
|
||||
f 100/113/77 93/105/77 94/101/77
|
||||
f 100/113/77 94/101/77 101/109/77
|
||||
f 103/114/78 96/106/78 97/103/78
|
||||
f 103/114/78 97/103/78 104/111/78
|
||||
f 99/115/79 92/107/79 93/105/79
|
||||
f 99/115/79 93/105/79 100/113/79
|
||||
f 102/116/80 95/108/80 96/106/80
|
||||
f 102/116/80 96/106/80 103/114/80
|
||||
f 108/117/81 101/109/81 102/110/81
|
||||
f 108/117/81 102/110/81 109/118/81
|
||||
f 111/119/82 104/111/82 105/112/82
|
||||
f 111/119/82 105/112/82 112/120/82
|
||||
f 107/121/83 100/113/83 101/109/83
|
||||
f 107/121/83 101/109/83 108/117/83
|
||||
f 110/122/84 103/114/84 104/111/84
|
||||
f 110/122/84 104/111/84 111/119/84
|
||||
f 106/123/85 99/115/85 100/113/85
|
||||
f 106/123/85 100/113/85 107/121/85
|
||||
f 109/124/86 102/116/86 103/114/86
|
||||
f 109/124/86 103/114/86 110/122/86
|
||||
f 115/125/87 108/117/87 109/118/87
|
||||
f 115/125/87 109/118/87 116/126/87
|
||||
f 118/127/88 111/119/88 112/120/88
|
||||
f 118/127/88 112/120/88 119/128/88
|
||||
f 114/129/89 107/121/89 108/117/89
|
||||
f 114/129/89 108/117/89 115/125/89
|
||||
f 117/130/90 110/122/90 111/119/90
|
||||
f 117/130/90 111/119/90 118/127/90
|
||||
f 113/131/91 106/123/91 107/121/91
|
||||
f 113/131/91 107/121/91 114/129/91
|
||||
f 116/132/92 109/124/92 110/122/92
|
||||
f 116/132/92 110/122/92 117/130/92
|
||||
f 13/15/93 5/133/93 6/134/93
|
||||
f 35/135/94 1/2/94 7/1/94
|
||||
f 9/10/95 120/136/95 3/137/95
|
||||
f 9/10/95 3/137/95 10/11/95
|
||||
f 12/14/96 121/138/96 5/133/96
|
||||
f 12/14/96 5/133/96 13/15/96
|
||||
f 8/4/97 2/3/97 120/136/97
|
||||
f 8/4/97 120/136/97 9/10/97
|
||||
f 11/8/98 4/7/98 121/138/98
|
||||
f 11/8/98 121/138/98 12/14/98
|
||||
f 20/16/99 13/15/99 6/134/99
|
||||
f 35/135/100 7/1/100 14/19/100
|
||||
f 27/24/101 20/16/101 6/134/101
|
||||
f 35/135/102 14/19/102 21/27/102
|
||||
f 34/32/103 27/24/103 6/134/103
|
||||
f 35/135/104 21/27/104 28/35/104
|
||||
f 42/40/105 34/32/105 6/134/105
|
||||
f 35/135/106 28/35/106 36/43/106
|
||||
f 49/48/107 42/40/107 6/134/107
|
||||
f 35/135/108 36/43/108 43/51/108
|
||||
f 56/56/109 49/48/109 6/134/109
|
||||
f 35/135/110 43/51/110 50/59/110
|
||||
f 63/64/111 56/56/111 6/134/111
|
||||
f 35/135/112 50/59/112 57/67/112
|
||||
f 70/72/113 63/64/113 6/134/113
|
||||
f 35/135/114 57/67/114 64/75/114
|
||||
f 77/80/115 70/72/115 6/134/115
|
||||
f 35/135/116 64/75/116 71/83/116
|
||||
f 84/88/117 77/80/117 6/134/117
|
||||
f 35/135/118 71/83/118 78/91/118
|
||||
f 91/96/119 84/88/119 6/134/119
|
||||
f 35/135/120 78/91/120 85/99/120
|
||||
f 98/104/121 91/96/121 6/134/121
|
||||
f 35/135/122 85/99/122 92/107/122
|
||||
f 105/112/123 98/104/123 6/134/123
|
||||
f 35/135/124 92/107/124 99/115/124
|
||||
f 112/120/125 105/112/125 6/134/125
|
||||
f 35/135/126 99/115/126 106/123/126
|
||||
f 119/128/127 112/120/127 6/134/127
|
||||
f 35/135/128 106/123/128 113/131/128
|
||||
f 5/133/129 119/128/129 6/134/129
|
||||
f 113/131/130 1/2/130 35/135/130
|
||||
f 120/136/131 115/125/131 116/126/131
|
||||
f 120/136/131 116/126/131 3/137/131
|
||||
f 121/138/132 118/127/132 119/128/132
|
||||
f 121/138/132 119/128/132 5/133/132
|
||||
f 2/3/133 114/129/133 115/125/133
|
||||
f 2/3/133 115/125/133 120/136/133
|
||||
f 4/7/134 117/130/134 118/127/134
|
||||
f 4/7/134 118/127/134 121/138/134
|
||||
f 1/2/135 113/131/135 114/129/135
|
||||
f 1/2/135 114/129/135 2/3/135
|
||||
f 3/6/136 116/132/136 117/130/136
|
||||
f 3/6/136 117/130/136 4/7/136
|
BIN
resources/00-taisei.pkgdir/models/tower.iqm
Normal file
BIN
resources/00-taisei.pkgdir/models/tower.iqm
Normal file
Binary file not shown.
|
@ -1,945 +0,0 @@
|
|||
# Blender v2.63 (sub 14) OBJ File: 'tower.blend'
|
||||
# www.blender.org
|
||||
v 1.950901 -9.807853 10.000000
|
||||
v -0.000003 -10.000000 -10.000000
|
||||
v -0.000003 -10.000000 10.000000
|
||||
v -1.950907 -9.807852 -10.000000
|
||||
v 0.000000 10.000000 0.000000
|
||||
v 1.950903 9.807853 0.000000
|
||||
v -1.950888 9.807856 0.000000
|
||||
v -7.071059 7.071077 -2.500000
|
||||
v -8.314690 5.555713 -2.500000
|
||||
v 9.807853 1.950904 5.000000
|
||||
v -5.555707 -8.314693 -7.500000
|
||||
v -7.071073 -7.071063 -7.500000
|
||||
v -8.314700 -5.555696 -7.500000
|
||||
v 8.314696 5.555702 2.500000
|
||||
v 7.071068 7.071068 2.500000
|
||||
v -9.807851 1.950914 -5.000000
|
||||
v 8.314696 -5.555702 7.500000
|
||||
v 5.555702 -8.314696 7.500000
|
||||
v 7.071068 -7.071068 7.500000
|
||||
v 9.807853 -1.950902 5.000000
|
||||
v 10.000000 0.000001 5.000000
|
||||
v -10.000000 0.000010 -5.000000
|
||||
v -5.555691 8.314704 -2.500000
|
||||
v 5.555702 8.314696 2.500000
|
||||
v -1.950907 -9.807852 -8.750000
|
||||
v -3.826839 -9.238794 -8.750000
|
||||
v -5.555707 -8.314693 -8.750000
|
||||
v -5.555691 8.314704 -1.250000
|
||||
v -3.826821 9.238801 -1.250000
|
||||
v -1.950888 9.807856 -1.250000
|
||||
v -9.807855 -1.950895 -6.250000
|
||||
v -8.314700 -5.555696 -6.250000
|
||||
v -9.238798 -3.826827 -6.250000
|
||||
v -8.314690 5.555713 -3.750000
|
||||
v -9.807851 1.950914 -3.750000
|
||||
v -9.238791 3.826845 -3.750000
|
||||
v 5.555702 -8.314696 8.750000
|
||||
v 3.826833 -9.238795 8.750000
|
||||
v 1.950901 -9.807853 8.750000
|
||||
v 9.807853 1.950904 3.750000
|
||||
v 8.314696 5.555702 3.750000
|
||||
v 9.238795 3.826834 3.750000
|
||||
v 3.826835 9.238795 1.250000
|
||||
v 1.950903 9.807853 1.250000
|
||||
v 5.555702 8.314696 1.250000
|
||||
v 8.314696 -5.555702 6.250000
|
||||
v 9.238795 -3.826833 6.250000
|
||||
v 9.807853 -1.950902 6.250000
|
||||
v -0.000003 -10.000000 -9.375000
|
||||
v -1.950907 -9.807852 -9.375000
|
||||
v -3.826839 -9.238794 -9.375000
|
||||
v -9.238791 3.826845 -4.375000
|
||||
v -9.807851 1.950914 -4.375000
|
||||
v 6.865497 1.334705 3.750000
|
||||
v 5.820288 3.858064 3.750000
|
||||
v 6.467157 2.647857 3.750000
|
||||
v 2.678784 6.436230 1.250000
|
||||
v -7.071059 7.071077 -3.125000
|
||||
v -9.238791 3.826845 -3.125000
|
||||
v -8.314690 5.555713 -3.125000
|
||||
v 1.950901 -9.807853 9.375000
|
||||
v 3.826833 -9.238795 9.375000
|
||||
v -7.071073 -7.071063 -6.875000
|
||||
v -9.238798 -3.826827 -6.875000
|
||||
v -8.314700 -5.555696 -6.875000
|
||||
v -7.071073 -7.071063 -8.125000
|
||||
v -5.555707 -8.314693 -8.125000
|
||||
v -3.826839 -9.238794 -8.125000
|
||||
v -9.807855 -1.950895 -5.625000
|
||||
v -9.238798 -3.826827 -5.625000
|
||||
v -10.000000 0.000010 -5.625000
|
||||
v -7.071059 7.071077 -1.875000
|
||||
v 9.238795 3.826834 4.375000
|
||||
v 9.807853 1.950904 4.375000
|
||||
v 3.826835 9.238795 1.875000
|
||||
v 5.555702 8.314696 1.875000
|
||||
v 7.000000 -0.030926 4.375000
|
||||
v -1.365621 6.834572 -0.625000
|
||||
v -2.678774 6.436234 -0.625000
|
||||
v 0.000000 6.969073 -0.625000
|
||||
v -10.000000 0.000010 -4.375000
|
||||
v -0.000002 -7.030927 9.375000
|
||||
v 4.949747 -4.980674 6.875000
|
||||
v 2.678783 -6.498084 8.125000
|
||||
v 3.888991 -5.851214 8.125000
|
||||
v 7.071068 7.071068 3.125000
|
||||
v 8.314696 5.555702 3.125000
|
||||
v 9.238795 3.826834 3.125000
|
||||
v -3.826821 9.238801 -1.875000
|
||||
v -5.555691 8.314704 -1.875000
|
||||
v 4.949748 4.918820 1.875000
|
||||
v -3.888984 5.789366 -1.875000
|
||||
v -2.678774 6.436234 -1.875000
|
||||
v 6.467157 2.647857 3.125000
|
||||
v -6.999999 -0.030920 -5.625000
|
||||
v -6.467159 -2.709706 -5.625000
|
||||
v -6.865498 -1.396553 -5.625000
|
||||
v -2.678787 -6.498082 -8.125000
|
||||
v 7.071068 7.071068 1.875000
|
||||
v 6.865497 -1.396558 5.625000
|
||||
v 6.467157 -2.709710 5.625000
|
||||
v 5.820288 -3.919918 6.875000
|
||||
v 6.467157 -2.709710 6.875000
|
||||
v 3.888992 5.789361 1.875000
|
||||
v -6.999999 -0.030920 -4.375000
|
||||
v 4.949748 4.918820 3.125000
|
||||
v 5.820288 3.858064 3.125000
|
||||
v -5.820290 -3.919914 -6.250000
|
||||
v -6.467159 -2.709706 -6.250000
|
||||
v -5.820282 3.858072 -3.750000
|
||||
v -6.865495 1.334713 -3.750000
|
||||
v 0.000000 10.000000 -0.625000
|
||||
v -3.826821 9.238801 -0.625000
|
||||
v -1.950888 9.807856 -0.625000
|
||||
v 10.000000 0.000001 4.375000
|
||||
v 3.826835 9.238795 0.625000
|
||||
v 0.000000 10.000000 0.625000
|
||||
v 1.950903 9.807853 0.625000
|
||||
v 10.000000 0.000001 5.625000
|
||||
v 9.807853 -1.950902 5.625000
|
||||
v 9.238795 -3.826833 5.625000
|
||||
v 8.314696 -5.555702 6.875000
|
||||
v 9.238795 -3.826833 6.875000
|
||||
v 2.678784 6.436230 1.875000
|
||||
v 6.865497 1.334705 4.375000
|
||||
v 6.467157 2.647857 4.375000
|
||||
v -4.949741 4.918827 -1.875000
|
||||
v 1.365631 -6.896424 10.000000
|
||||
v -0.000002 -7.030927 -10.000000
|
||||
v -0.000002 -7.030927 10.000000
|
||||
v -1.365635 -6.896423 -10.000000
|
||||
v -5.820282 3.858072 -3.125000
|
||||
v 1.365631 -6.896424 9.375000
|
||||
v 2.678783 -6.498084 9.375000
|
||||
v -4.949750 -4.980671 -6.875000
|
||||
v 6.865497 -1.396558 5.000000
|
||||
v 4.949747 -4.980674 7.500000
|
||||
v 3.888991 -5.851214 7.500000
|
||||
v 5.820288 -3.919918 7.500000
|
||||
v 4.949747 -4.980674 8.125000
|
||||
v -0.000003 -10.000000 9.375000
|
||||
v 2.678784 6.436230 0.625000
|
||||
v 0.000000 6.969073 0.625000
|
||||
v 1.365633 6.834569 0.625000
|
||||
v 7.000000 -0.030926 5.625000
|
||||
v 7.071068 -7.071068 6.875000
|
||||
v -5.820290 -3.919914 -7.500000
|
||||
v 5.820288 3.858064 2.500000
|
||||
v 4.949748 4.918820 2.500000
|
||||
v -6.865495 1.334713 -5.000000
|
||||
v 3.826833 -9.238795 8.125000
|
||||
v 5.555702 -8.314696 8.125000
|
||||
v 7.071068 -7.071068 8.125000
|
||||
v -3.888984 5.789366 -2.500000
|
||||
v -6.865498 -1.396553 -5.000000
|
||||
v -6.999999 -0.030920 -5.000000
|
||||
v 7.000000 -0.030926 5.000000
|
||||
v 6.467157 -2.709710 6.250000
|
||||
v 5.820288 -3.919918 6.250000
|
||||
v 3.888992 5.789361 1.250000
|
||||
v 1.365633 6.834569 1.250000
|
||||
v -6.467154 2.647864 -3.125000
|
||||
v -4.949741 4.918827 -3.125000
|
||||
v -6.865495 1.334713 -4.375000
|
||||
v -6.467154 2.647864 -4.375000
|
||||
v -5.820282 3.858072 -2.500000
|
||||
v 6.865497 1.334705 5.000000
|
||||
v -3.888995 -5.851212 -7.500000
|
||||
v -4.949750 -4.980671 -7.500000
|
||||
v 6.865497 -1.396558 6.250000
|
||||
v -0.000002 -7.030927 -9.375000
|
||||
v -1.365635 -6.896423 -9.375000
|
||||
v -2.678787 -6.498082 -9.375000
|
||||
v 3.888992 5.789361 2.500000
|
||||
v -1.365635 -6.896423 -8.750000
|
||||
v -2.678787 -6.498082 -8.750000
|
||||
v -3.888995 -5.851212 -8.750000
|
||||
v -3.888984 5.789366 -1.250000
|
||||
v -2.678774 6.436234 -1.250000
|
||||
v -1.365621 6.834572 -1.250000
|
||||
v -6.865498 -1.396553 -6.250000
|
||||
v -4.949741 4.918827 -2.500000
|
||||
v -1.365621 6.834572 0.000000
|
||||
v 1.365633 6.834569 0.000000
|
||||
v 0.000000 6.969073 0.000000
|
||||
v 1.365631 -6.896424 8.750000
|
||||
v 2.678783 -6.498084 8.750000
|
||||
v 3.888991 -5.851214 8.750000
|
||||
v -6.467154 2.647864 -3.750000
|
||||
v -3.888995 -5.851212 -8.125000
|
||||
v -4.949750 -4.980671 -8.125000
|
||||
v -5.820290 -3.919914 -6.875000
|
||||
v -6.467159 -2.709706 -6.875000
|
||||
v -0.000001 9.999997 -10.000000
|
||||
v -0.000001 9.999997 10.000000
|
||||
v 1.950902 9.807850 -10.000000
|
||||
v 1.950902 9.807850 10.000000
|
||||
v 3.826834 9.238792 -10.000000
|
||||
v 3.826834 9.238792 10.000000
|
||||
v 5.555702 8.314693 -10.000000
|
||||
v 5.555702 8.314693 10.000000
|
||||
v 7.071067 7.071065 -10.000000
|
||||
v 7.071067 7.071065 10.000000
|
||||
v 8.314695 5.555699 -10.000000
|
||||
v 8.314695 5.555699 10.000000
|
||||
v 9.238795 3.826832 -10.000000
|
||||
v 9.238795 3.826832 10.000000
|
||||
v 9.807852 1.950901 -10.000000
|
||||
v 9.807852 1.950901 10.000000
|
||||
v 9.999999 -0.000002 -10.000000
|
||||
v 9.999999 -0.000002 10.000000
|
||||
v 9.807853 -1.950905 -10.000000
|
||||
v 9.807853 -1.950905 10.000000
|
||||
v 9.238795 -3.826835 -10.000000
|
||||
v 9.238795 -3.826835 10.000000
|
||||
v 8.314696 -5.555705 -10.000000
|
||||
v 8.314696 -5.555705 10.000000
|
||||
v 7.071067 -7.071071 -10.000000
|
||||
v 7.071067 -7.071071 10.000000
|
||||
v 5.555701 -8.314699 -10.000000
|
||||
v 5.555701 -8.314699 10.000000
|
||||
v 3.826832 -9.238798 -10.000000
|
||||
v 3.826832 -9.238798 10.000000
|
||||
v 1.950900 -9.807856 -10.000000
|
||||
v 1.950900 -9.807856 10.000000
|
||||
v -0.000004 -10.000004 -10.000000
|
||||
v -0.000004 -10.000004 10.000000
|
||||
v -1.950908 -9.807855 -10.000000
|
||||
v -1.950908 -9.807855 10.000000
|
||||
v -3.826839 -9.238797 -10.000000
|
||||
v -3.826839 -9.238797 10.000000
|
||||
v -5.555708 -8.314696 -10.000000
|
||||
v -5.555708 -8.314696 10.000000
|
||||
v -7.071073 -7.071066 -10.000000
|
||||
v -7.071073 -7.071066 10.000000
|
||||
v -8.314701 -5.555699 -10.000000
|
||||
v -8.314701 -5.555699 10.000000
|
||||
v -9.238800 -3.826829 -10.000000
|
||||
v -9.238800 -3.826829 10.000000
|
||||
v -9.807855 -1.950897 -10.000000
|
||||
v -9.807855 -1.950897 10.000000
|
||||
v -10.000001 0.000007 -10.000000
|
||||
v -10.000001 0.000007 10.000000
|
||||
v -9.807852 1.950911 -10.000000
|
||||
v -9.807852 1.950911 10.000000
|
||||
v -9.238791 3.826842 -10.000000
|
||||
v -9.238791 3.826842 10.000000
|
||||
v -8.314690 5.555710 -10.000000
|
||||
v -8.314690 5.555710 10.000000
|
||||
v -7.071060 7.071074 -10.000000
|
||||
v -7.071060 7.071074 10.000000
|
||||
v -5.555692 8.314701 -10.000000
|
||||
v -5.555692 8.314701 10.000000
|
||||
v -3.826821 9.238798 -10.000000
|
||||
v -3.826821 9.238798 10.000000
|
||||
v -1.950889 9.807854 -10.000000
|
||||
v -1.950889 9.807854 10.000000
|
||||
v -9.807855 -1.950895 -5.000000
|
||||
v -0.000001 9.999997 0.000000
|
||||
v 1.950902 9.807850 0.000000
|
||||
v 3.826834 9.238792 0.000000
|
||||
v 5.555702 8.314693 0.000000
|
||||
v 7.071067 7.071065 0.000000
|
||||
v 8.314695 5.555699 0.000000
|
||||
v 9.238795 3.826832 0.000000
|
||||
v 9.807852 1.950901 0.000000
|
||||
v 9.999999 -0.000002 0.000000
|
||||
v 9.807853 -1.950905 0.000000
|
||||
v 9.238795 -3.826835 0.000000
|
||||
v 8.314696 -5.555705 0.000000
|
||||
v 7.071067 -7.071071 0.000000
|
||||
v 5.555701 -8.314699 0.000000
|
||||
v 3.826832 -9.238798 0.000000
|
||||
v 1.950900 -9.807856 0.000000
|
||||
v -0.000004 -10.000004 0.000000
|
||||
v -1.950908 -9.807855 0.000000
|
||||
v -3.826839 -9.238797 0.000000
|
||||
v -5.555708 -8.314696 0.000000
|
||||
v -7.071073 -7.071066 0.000000
|
||||
v -8.314701 -5.555699 0.000000
|
||||
v -9.238800 -3.826829 0.000000
|
||||
v -9.807855 -1.950897 0.000000
|
||||
v -10.000001 0.000007 0.000000
|
||||
v -9.807852 1.950911 0.000000
|
||||
v -9.238791 3.826842 0.000000
|
||||
v -8.314690 5.555710 0.000000
|
||||
v -7.071060 7.071074 0.000000
|
||||
v -5.555692 8.314701 0.000000
|
||||
v -3.826821 9.238798 0.000000
|
||||
v -1.950889 9.807854 0.000000
|
||||
vt 0.753906 0.821289
|
||||
vt 0.930664 0.805664
|
||||
vt 0.930664 0.918945
|
||||
vt 0.753906 0.902344
|
||||
vt 0.265625 0.908203
|
||||
vt 0.074219 0.924805
|
||||
vt 0.074219 0.800781
|
||||
vt 0.265625 0.818359
|
||||
vt 0.539062 0.805664
|
||||
vt 0.718750 0.821289
|
||||
vt 0.718750 0.902344
|
||||
vt 0.539062 0.918945
|
||||
vt 0.925781 0.956055
|
||||
vt 0.751953 0.937500
|
||||
vt 0.542969 0.767578
|
||||
vt 0.719727 0.782227
|
||||
vt 0.079102 0.760742
|
||||
vt 0.268555 0.778320
|
||||
vt 0.493164 0.966797
|
||||
vt 0.299805 0.944336
|
||||
vt 0.304688 0.908203
|
||||
vt 0.496094 0.924805
|
||||
vt 0.304688 0.818359
|
||||
vt 0.496094 0.800781
|
||||
vt 0.621094 0.243164
|
||||
vt 0.681641 0.243164
|
||||
vt 0.681641 0.478516
|
||||
vt 0.621094 0.478516
|
||||
vt 0.743164 0.243164
|
||||
vt 0.743164 0.478516
|
||||
vt 0.804688 0.243164
|
||||
vt 0.804688 0.478516
|
||||
vt 0.866211 0.243164
|
||||
vt 0.866211 0.478516
|
||||
vt 0.926758 0.243164
|
||||
vt 0.926758 0.478516
|
||||
vt 0.988281 0.243164
|
||||
vt 0.988281 0.478516
|
||||
vt 0.559570 0.243164
|
||||
vt 0.559570 0.478516
|
||||
vt 0.498047 0.243164
|
||||
vt 0.498047 0.478516
|
||||
vt 0.437500 0.243164
|
||||
vt 0.437500 0.478516
|
||||
vt 0.375977 0.243164
|
||||
vt 0.375977 0.478516
|
||||
vt 0.314453 0.243164
|
||||
vt 0.314453 0.478516
|
||||
vt 0.252930 0.243164
|
||||
vt 0.252930 0.478516
|
||||
vt 0.192383 0.243164
|
||||
vt 0.192383 0.478516
|
||||
vt 0.130859 0.243164
|
||||
vt 0.130859 0.478516
|
||||
vt 0.069336 0.243164
|
||||
vt 0.069336 0.478516
|
||||
vt 0.008789 0.243164
|
||||
vt 0.008789 0.478516
|
||||
vt 0.621094 0.007812
|
||||
vt 0.681641 0.007812
|
||||
vt 0.743164 0.007812
|
||||
vt 0.804688 0.007812
|
||||
vt 0.866211 0.007812
|
||||
vt 0.926758 0.007812
|
||||
vt 0.988281 0.007812
|
||||
vt 0.559570 0.007812
|
||||
vt 0.498047 0.007812
|
||||
vt 0.437500 0.007812
|
||||
vt 0.375977 0.007812
|
||||
vt 0.314453 0.007812
|
||||
vt 0.252930 0.007812
|
||||
vt 0.192383 0.007812
|
||||
vt 0.130859 0.007812
|
||||
vt 0.069336 0.007812
|
||||
vt 0.008789 0.007812
|
||||
vn 0.000000 -0.000000 -1.000000
|
||||
vn 0.000000 -0.000000 1.000000
|
||||
vn 0.834612 0.550839 0.000000
|
||||
vn 0.828246 -0.560364 0.000000
|
||||
vn 1.000000 -0.000000 0.000000
|
||||
vn -0.185143 0.982711 0.000000
|
||||
vn -0.922348 0.386361 0.000000
|
||||
vn -0.701895 -0.712280 0.000000
|
||||
vn -0.204977 0.978767 0.000000
|
||||
vn 0.562637 0.826704 0.000000
|
||||
vn -0.980387 -0.197082 0.000000
|
||||
vn -0.980387 0.197083 0.000000
|
||||
vn 0.922348 -0.386361 0.000000
|
||||
vn -1.000000 0.000000 0.000000
|
||||
vn -0.548382 -0.836228 0.000000
|
||||
vn 0.701895 -0.712280 0.000000
|
||||
vn 0.956940 -0.290285 0.000000
|
||||
vn -0.010309 -0.999947 0.000000
|
||||
vn -0.925368 -0.379069 0.000000
|
||||
vn -0.995185 -0.098017 0.000000
|
||||
vn 0.922348 0.386360 0.000000
|
||||
vn -0.391432 -0.920207 0.000000
|
||||
vn 0.471395 -0.881922 0.000000
|
||||
vn -0.773011 -0.634393 0.000000
|
||||
vn 0.981172 -0.193137 0.000000
|
||||
vn 0.471397 0.881921 0.000000
|
||||
vn 0.391432 0.920207 0.000000
|
||||
vn -0.881921 -0.471397 0.000000
|
||||
vn -0.995185 0.098017 0.000000
|
||||
vn 0.712205 -0.701971 0.000000
|
||||
vn 0.995185 -0.098018 0.000000
|
||||
vn 0.010309 -0.999947 0.000000
|
||||
vn -0.098017 -0.995185 0.000000
|
||||
vn -0.956940 -0.290285 0.000000
|
||||
vn 0.881921 -0.471398 0.000000
|
||||
vn -0.185144 -0.982711 0.000000
|
||||
vn 0.995185 0.098016 0.000000
|
||||
vn -0.701895 0.712280 0.000000
|
||||
vn -0.098017 0.995185 0.000000
|
||||
vn -0.290284 -0.956940 0.000000
|
||||
vn -0.290285 0.956940 0.000000
|
||||
vn -0.634393 0.773010 0.000000
|
||||
vn 0.098017 0.995185 0.000000
|
||||
vn -0.634393 -0.773010 0.000000
|
||||
vn 0.773011 0.634393 0.000000
|
||||
vn 0.773010 -0.634394 0.000000
|
||||
vn 0.290283 -0.956941 0.000000
|
||||
vn 0.634394 0.773010 0.000000
|
||||
vn 0.634392 -0.773011 0.000000
|
||||
vn -0.881922 0.471396 0.000000
|
||||
vn -0.391430 0.920208 0.000000
|
||||
vn -0.956940 0.290285 0.000000
|
||||
vn -0.981172 -0.193136 0.000000
|
||||
vn 0.712206 0.701970 0.000000
|
||||
vn 0.834611 -0.550840 0.000000
|
||||
vn 0.956941 0.290284 0.000000
|
||||
vn -0.773010 0.634394 0.000000
|
||||
vn 0.290285 0.956940 0.000000
|
||||
vn -0.562636 0.826705 0.000000
|
||||
vn 0.098016 -0.995185 0.000000
|
||||
vn -0.712205 0.701971 0.000000
|
||||
vn 0.881921 0.471396 0.000000
|
||||
vn -0.471397 -0.881921 0.000000
|
||||
vn 0.925368 0.379069 0.000000
|
||||
vn -0.471397 0.881921 0.000000
|
||||
vn 0.373832 -0.927497 0.000000
|
||||
vn 0.701895 0.712280 0.000000
|
||||
vn -0.834612 -0.550839 0.000000
|
||||
vn 0.185144 0.982711 0.000000
|
||||
vn -0.712206 -0.701970 0.000000
|
||||
vn 0.562636 -0.826705 0.000000
|
||||
vn -0.922348 -0.386360 0.000000
|
||||
vn 0.981172 0.193136 0.000000
|
||||
vn -0.373832 0.927497 0.000000
|
||||
vn 0.010309 0.999947 0.000000
|
||||
vn 0.925368 -0.379070 0.000000
|
||||
vn -0.562637 -0.826704 0.000000
|
||||
vn -0.010309 0.999947 0.000000
|
||||
vn -0.828246 0.560364 0.000000
|
||||
vn 0.204977 -0.978767 0.000000
|
||||
vn -0.548381 0.836228 0.000000
|
||||
vn 0.373832 0.927496 0.000000
|
||||
vn 0.980387 0.197082 0.000000
|
||||
vn -0.925368 0.379070 0.000000
|
||||
vn 0.980387 -0.197083 0.000000
|
||||
vn 0.204978 0.978767 0.000000
|
||||
vn -0.828246 -0.560364 0.000000
|
||||
vn 0.548382 0.836228 0.000000
|
||||
vn -0.373832 -0.927496 0.000000
|
||||
vn -0.204978 -0.978767 0.000000
|
||||
vn -0.834611 0.550840 0.000000
|
||||
vn 0.548381 -0.836228 0.000000
|
||||
vn -0.981172 0.193137 0.000000
|
||||
vn 0.828246 0.560364 0.000000
|
||||
vn 0.391430 -0.920208 0.000000
|
||||
vn 0.000000 -1.000000 0.000000
|
||||
vn -0.195074 -0.980773 0.000000
|
||||
vn -0.382672 -0.923856 0.000000
|
||||
vn -0.555559 -0.831446 0.000000
|
||||
vn -0.707083 -0.707083 0.000000
|
||||
vn -0.831446 -0.555559 0.000000
|
||||
vn -0.923856 -0.382672 0.000000
|
||||
vn -0.980773 -0.195074 0.000000
|
||||
vn -0.980773 0.195074 0.000000
|
||||
vn -0.923856 0.382672 0.000000
|
||||
vn -0.831446 0.555559 0.000000
|
||||
vn -0.707083 0.707083 0.000000
|
||||
vn -0.555559 0.831446 0.000000
|
||||
vn -0.382672 0.923856 0.000000
|
||||
vn -0.195074 0.980773 0.000000
|
||||
vn 0.000000 0.999969 0.000000
|
||||
vn 0.195074 0.980773 0.000000
|
||||
vn 0.382672 0.923856 0.000000
|
||||
vn 0.555559 0.831446 0.000000
|
||||
vn 0.707083 0.707083 0.000000
|
||||
vn 0.831446 0.555559 0.000000
|
||||
vn 0.923856 0.382672 0.000000
|
||||
vn 0.980773 0.195074 0.000000
|
||||
vn 0.999969 0.000000 0.000000
|
||||
vn 0.980773 -0.195074 0.000000
|
||||
vn 0.923856 -0.382672 0.000000
|
||||
vn 0.831446 -0.555559 0.000000
|
||||
vn 0.707083 -0.707083 0.000000
|
||||
vn 0.555559 -0.831446 0.000000
|
||||
vn 0.382672 -0.923856 0.000000
|
||||
vn 0.195074 -0.980773 0.000000
|
||||
vn 0.185143 -0.982711 0.000000
|
||||
s off
|
||||
f 97/1/1 69/2/1 71/3/1
|
||||
f 97/1/1 71/3/1 95/4/1
|
||||
f 125/5/1 74/6/1 115/7/1
|
||||
f 125/5/1 115/7/1 77/8/1
|
||||
f 123/9/2 103/10/2 102/11/2
|
||||
f 123/9/2 102/11/2 122/12/2
|
||||
f 137/11/1 19/12/1 18/9/1
|
||||
f 137/11/1 18/9/1 138/10/1
|
||||
f 90/13/3 92/14/3 154/4/3
|
||||
f 90/13/3 154/4/3 23/3/3
|
||||
f 67/15/4 190/16/4 168/10/4
|
||||
f 67/15/4 168/10/4 11/9/4
|
||||
f 171/4/5 49/3/5 2/13/5
|
||||
f 171/4/5 2/13/5 129/14/5
|
||||
f 49/3/2 171/4/2 172/1/2
|
||||
f 49/3/2 172/1/2 50/2/2
|
||||
f 69/13/6 97/14/6 181/4/6
|
||||
f 69/13/6 181/4/6 31/3/6
|
||||
f 173/8/7 51/7/7 26/17/7
|
||||
f 173/8/7 26/17/7 176/18/7
|
||||
f 83/10/8 146/9/8 19/15/8
|
||||
f 83/10/8 19/15/8 137/16/8
|
||||
f 92/1/1 90/2/1 89/3/1
|
||||
f 92/1/1 89/3/1 93/4/1
|
||||
f 74/19/9 125/20/9 167/21/9
|
||||
f 74/19/9 167/21/9 10/22/9
|
||||
f 104/11/1 76/12/1 99/9/1
|
||||
f 104/11/1 99/9/1 91/10/1
|
||||
f 60/13/10 132/14/10 110/4/10
|
||||
f 60/13/10 110/4/10 34/3/10
|
||||
f 17/3/2 139/4/2 137/1/2
|
||||
f 17/3/2 137/1/2 19/2/2
|
||||
f 68/9/2 98/10/2 190/11/2
|
||||
f 68/9/2 190/11/2 67/12/2
|
||||
f 61/15/11 133/16/11 186/10/11
|
||||
f 61/15/11 186/10/11 39/9/11
|
||||
f 50/15/12 172/16/12 131/10/12
|
||||
f 50/15/12 131/10/12 4/9/12
|
||||
f 144/23/1 118/24/1 116/22/1
|
||||
f 144/23/1 116/22/1 142/21/1
|
||||
f 98/10/13 68/9/13 26/15/13
|
||||
f 98/10/13 26/15/13 176/16/13
|
||||
f 82/10/14 141/9/14 3/15/14
|
||||
f 82/10/14 3/15/14 130/16/14
|
||||
f 80/8/5 112/7/5 5/17/5
|
||||
f 80/8/5 5/17/5 185/18/5
|
||||
f 122/13/15 102/14/15 159/4/15
|
||||
f 122/13/15 159/4/15 46/3/15
|
||||
f 185/1/1 5/2/1 6/3/1
|
||||
f 185/1/1 6/3/1 184/4/1
|
||||
f 156/5/1 22/6/1 16/7/1
|
||||
f 156/5/1 16/7/1 150/8/1
|
||||
f 135/10/16 63/9/16 12/15/16
|
||||
f 135/10/16 12/15/16 169/16/16
|
||||
f 187/11/1 38/12/1 39/9/1
|
||||
f 187/11/1 39/9/1 186/10/1
|
||||
f 164/5/17 165/8/17 189/23/17
|
||||
f 164/5/17 189/23/17 111/21/17
|
||||
f 105/21/18 81/22/18 22/19/18
|
||||
f 105/21/18 22/19/18 156/20/18
|
||||
f 79/4/19 113/3/19 29/13/19
|
||||
f 79/4/19 29/13/19 179/14/19
|
||||
f 125/5/20 77/8/20 157/23/20
|
||||
f 125/5/20 157/23/20 167/21/20
|
||||
f 134/4/21 62/3/21 38/13/21
|
||||
f 134/4/21 38/13/21 187/14/21
|
||||
f 44/7/2 161/8/2 57/5/2
|
||||
f 44/7/2 57/5/2 43/6/2
|
||||
f 162/10/22 59/9/22 36/15/22
|
||||
f 162/10/22 36/15/22 189/16/22
|
||||
f 92/1/23 93/4/23 179/11/23
|
||||
f 92/1/23 179/11/23 178/10/23
|
||||
f 149/5/24 148/8/24 107/23/24
|
||||
f 149/5/24 107/23/24 106/21/24
|
||||
f 118/13/25 144/14/25 184/4/25
|
||||
f 118/13/25 184/4/25 6/3/25
|
||||
f 176/1/26 177/4/26 190/11/26
|
||||
f 176/1/26 190/11/26 98/10/26
|
||||
f 165/8/27 52/7/27 36/17/27
|
||||
f 165/8/27 36/17/27 189/18/27
|
||||
f 107/1/28 94/4/28 56/11/28
|
||||
f 107/1/28 56/11/28 55/10/28
|
||||
f 157/23/29 136/21/29 100/5/29
|
||||
f 157/23/29 100/5/29 145/8/29
|
||||
f 91/10/30 99/9/30 15/15/30
|
||||
f 91/10/30 15/15/30 149/16/30
|
||||
f 156/5/31 150/8/31 164/23/31
|
||||
f 156/5/31 164/23/31 105/21/31
|
||||
f 77/8/32 115/7/32 21/17/32
|
||||
f 77/8/32 21/17/32 157/18/32
|
||||
f 10/22/2 167/21/2 157/23/2
|
||||
f 10/22/2 157/23/2 21/24/2
|
||||
f 72/9/2 127/10/2 92/11/2
|
||||
f 72/9/2 92/11/2 90/12/2
|
||||
f 185/1/33 184/4/33 144/11/33
|
||||
f 185/1/33 144/11/33 143/10/33
|
||||
f 57/1/1 43/2/1 45/3/1
|
||||
f 57/1/1 45/3/1 160/4/1
|
||||
f 129/11/1 2/12/1 4/9/1
|
||||
f 129/11/1 4/9/1 131/10/1
|
||||
f 56/11/34 54/10/34 125/1/34
|
||||
f 56/11/34 125/1/34 126/4/34
|
||||
f 189/1/35 110/4/35 132/11/35
|
||||
f 189/1/35 132/11/35 162/10/35
|
||||
f 120/19/36 100/20/36 136/21/36
|
||||
f 120/19/36 136/21/36 20/22/36
|
||||
f 97/1/37 95/4/37 156/11/37
|
||||
f 97/1/37 156/11/37 155/10/37
|
||||
f 191/4/38 66/3/38 12/13/38
|
||||
f 191/4/38 12/13/38 169/14/38
|
||||
f 25/22/2 175/21/2 176/23/2
|
||||
f 25/22/2 176/23/2 26/24/2
|
||||
f 24/3/2 174/4/2 149/1/2
|
||||
f 24/3/2 149/1/2 15/2/2
|
||||
f 133/11/39 82/10/39 130/1/39
|
||||
f 133/11/39 130/1/39 128/4/39
|
||||
f 7/22/2 183/21/2 185/23/2
|
||||
f 7/22/2 185/23/2 5/24/2
|
||||
f 144/23/40 142/21/40 57/5/40
|
||||
f 144/23/40 57/5/40 161/8/40
|
||||
f 11/9/2 168/10/2 169/11/2
|
||||
f 11/9/2 169/11/2 12/12/2
|
||||
f 187/11/41 186/10/41 133/1/41
|
||||
f 187/11/41 133/1/41 134/4/41
|
||||
f 137/11/42 138/10/42 85/1/42
|
||||
f 137/11/42 85/1/42 140/4/42
|
||||
f 129/11/43 131/10/43 172/1/43
|
||||
f 129/11/43 172/1/43 171/4/43
|
||||
f 104/11/44 91/10/44 149/1/44
|
||||
f 104/11/44 149/1/44 174/4/44
|
||||
f 169/1/45 147/4/45 192/11/45
|
||||
f 169/1/45 192/11/45 135/10/45
|
||||
f 37/9/2 188/10/2 187/11/2
|
||||
f 37/9/2 187/11/2 38/12/2
|
||||
f 132/11/46 163/10/46 182/1/46
|
||||
f 132/11/46 182/1/46 166/4/46
|
||||
f 179/11/47 180/10/47 78/1/47
|
||||
f 179/11/47 78/1/47 79/4/47
|
||||
f 158/1/1 47/2/1 46/3/1
|
||||
f 158/1/1 46/3/1 159/4/1
|
||||
f 100/23/1 120/24/1 121/22/1
|
||||
f 100/23/1 121/22/1 101/21/1
|
||||
f 190/1/48 191/4/48 169/11/48
|
||||
f 190/1/48 169/11/48 168/10/48
|
||||
f 132/11/1 60/12/1 58/9/1
|
||||
f 132/11/1 58/9/1 163/10/1
|
||||
f 182/1/49 154/4/49 92/11/49
|
||||
f 182/1/49 92/11/49 127/10/49
|
||||
f 158/1/50 159/4/50 102/11/50
|
||||
f 158/1/50 102/11/50 103/10/50
|
||||
f 126/4/51 73/3/51 42/13/51
|
||||
f 126/4/51 42/13/51 56/14/51
|
||||
f 100/23/52 101/21/52 158/5/52
|
||||
f 100/23/52 158/5/52 170/8/52
|
||||
f 109/1/1 33/2/1 31/3/1
|
||||
f 109/1/1 31/3/1 181/4/1
|
||||
f 114/19/53 78/20/53 183/21/53
|
||||
f 114/19/53 183/21/53 7/22/53
|
||||
f 70/9/2 96/10/2 97/11/2
|
||||
f 70/9/2 97/11/2 69/12/2
|
||||
f 163/10/54 58/9/54 8/15/54
|
||||
f 163/10/54 8/15/54 182/16/54
|
||||
f 86/22/2 106/21/2 107/23/2
|
||||
f 86/22/2 107/23/2 87/24/2
|
||||
f 56/11/1 42/12/1 40/9/1
|
||||
f 56/11/1 40/9/1 54/10/1
|
||||
f 76/13/55 104/14/55 160/4/55
|
||||
f 76/13/55 160/4/55 45/3/55
|
||||
f 109/1/56 181/4/56 97/11/56
|
||||
f 109/1/56 97/11/56 96/10/56
|
||||
f 102/11/57 83/10/57 137/1/57
|
||||
f 102/11/57 137/1/57 139/4/57
|
||||
f 172/5/58 173/8/58 176/23/58
|
||||
f 172/5/58 176/23/58 175/21/58
|
||||
f 87/15/59 107/16/59 55/10/59
|
||||
f 87/15/59 55/10/59 41/9/59
|
||||
f 182/1/1 8/2/1 23/3/1
|
||||
f 182/1/1 23/3/1 154/4/1
|
||||
f 78/5/60 80/8/60 185/23/60
|
||||
f 78/5/60 185/23/60 183/21/60
|
||||
f 106/21/61 86/22/61 15/19/61
|
||||
f 106/21/61 15/19/61 149/20/61
|
||||
f 192/23/62 193/21/62 109/5/62
|
||||
f 192/23/62 109/5/62 108/8/62
|
||||
f 57/1/63 160/4/63 104/11/63
|
||||
f 57/1/63 104/11/63 124/10/63
|
||||
f 93/4/64 89/3/64 29/13/64
|
||||
f 93/4/64 29/13/64 179/14/64
|
||||
f 85/1/65 84/4/65 187/11/65
|
||||
f 85/1/65 187/11/65 188/10/65
|
||||
f 9/3/2 166/4/2 182/1/2
|
||||
f 9/3/2 182/1/2 8/2/2
|
||||
f 35/22/2 111/21/2 189/23/2
|
||||
f 35/22/2 189/23/2 36/24/2
|
||||
f 143/10/14 117/9/14 5/15/14
|
||||
f 143/10/14 5/15/14 185/16/14
|
||||
f 133/11/1 61/12/1 141/9/1
|
||||
f 133/11/1 141/9/1 82/10/1
|
||||
f 59/9/2 162/10/2 132/11/2
|
||||
f 59/9/2 132/11/2 60/12/2
|
||||
f 28/9/2 178/10/2 179/11/2
|
||||
f 28/9/2 179/11/2 29/12/2
|
||||
f 73/3/2 126/4/2 125/1/2
|
||||
f 73/3/2 125/1/2 74/2/2
|
||||
f 96/10/66 70/9/66 33/15/66
|
||||
f 96/10/66 33/15/66 109/16/66
|
||||
f 140/4/67 153/3/67 19/13/67
|
||||
f 140/4/67 19/13/67 137/14/67
|
||||
f 90/15/68 92/16/68 178/10/68
|
||||
f 90/15/68 178/10/68 28/9/68
|
||||
f 48/7/2 170/8/2 158/5/2
|
||||
f 48/7/2 158/5/2 47/6/2
|
||||
f 120/17/69 100/18/69 170/8/69
|
||||
f 120/17/69 170/8/69 48/7/69
|
||||
f 127/10/70 72/9/70 8/15/70
|
||||
f 127/10/70 8/15/70 182/16/70
|
||||
f 153/3/2 140/4/2 85/1/2
|
||||
f 153/3/2 85/1/2 152/2/2
|
||||
f 87/17/71 107/18/71 148/8/71
|
||||
f 87/17/71 148/8/71 14/7/71
|
||||
f 84/4/72 151/3/72 38/13/72
|
||||
f 84/4/72 38/13/72 187/14/72
|
||||
f 119/7/2 145/8/2 100/5/2
|
||||
f 119/7/2 100/5/2 120/6/2
|
||||
f 114/15/73 78/16/73 180/10/73
|
||||
f 114/15/73 180/10/73 30/9/73
|
||||
f 41/9/2 55/10/2 56/11/2
|
||||
f 41/9/2 56/11/2 42/12/2
|
||||
f 193/21/74 64/22/74 33/19/74
|
||||
f 193/21/74 33/19/74 109/20/74
|
||||
f 95/4/75 71/3/75 22/13/75
|
||||
f 95/4/75 22/13/75 156/14/75
|
||||
f 142/21/76 116/22/76 43/19/76
|
||||
f 142/21/76 43/19/76 57/20/76
|
||||
f 172/5/1 50/6/1 51/7/1
|
||||
f 172/5/1 51/7/1 173/8/1
|
||||
f 63/9/2 135/10/2 192/11/2
|
||||
f 63/9/2 192/11/2 65/12/2
|
||||
f 60/13/77 132/14/77 166/4/77
|
||||
f 60/13/77 166/4/77 9/3/77
|
||||
f 189/1/1 36/2/1 34/3/1
|
||||
f 189/1/1 34/3/1 110/4/1
|
||||
f 145/8/78 119/7/78 21/17/78
|
||||
f 145/8/78 21/17/78 157/18/78
|
||||
f 78/5/1 114/6/1 112/7/1
|
||||
f 78/5/1 112/7/1 80/8/1
|
||||
f 67/13/79 190/14/79 177/4/79
|
||||
f 67/13/79 177/4/79 27/3/79
|
||||
f 74/15/80 125/16/80 54/10/80
|
||||
f 74/15/80 54/10/80 40/9/80
|
||||
f 102/11/1 122/12/1 146/9/1
|
||||
f 102/11/1 146/9/1 83/10/1
|
||||
f 75/9/2 124/10/2 104/11/2
|
||||
f 75/9/2 104/11/2 76/12/2
|
||||
f 65/13/81 192/14/81 147/4/81
|
||||
f 65/13/81 147/4/81 13/3/81
|
||||
f 32/7/2 108/8/2 109/5/2
|
||||
f 32/7/2 109/5/2 33/6/2
|
||||
f 169/1/1 12/2/1 13/3/1
|
||||
f 169/1/1 13/3/1 147/4/1
|
||||
f 103/10/82 123/9/82 47/15/82
|
||||
f 103/10/82 47/15/82 158/16/82
|
||||
f 113/3/2 79/4/2 78/1/2
|
||||
f 113/3/2 78/1/2 114/2/2
|
||||
f 190/1/1 67/2/1 66/3/1
|
||||
f 190/1/1 66/3/1 191/4/1
|
||||
f 128/4/83 1/3/83 61/13/83
|
||||
f 128/4/83 61/13/83 133/14/83
|
||||
f 164/5/1 53/6/1 52/7/1
|
||||
f 164/5/1 52/7/1 165/8/1
|
||||
f 124/10/84 75/9/84 43/15/84
|
||||
f 124/10/84 43/15/84 57/16/84
|
||||
f 50/19/85 172/20/85 175/21/85
|
||||
f 50/19/85 175/21/85 25/22/85
|
||||
f 85/1/1 152/2/1 151/3/1
|
||||
f 85/1/1 151/3/1 84/4/1
|
||||
f 179/11/1 29/12/1 30/9/1
|
||||
f 179/11/1 30/9/1 180/10/1
|
||||
f 53/17/86 164/18/86 150/8/86
|
||||
f 53/17/86 150/8/86 16/7/86
|
||||
f 1/3/2 128/4/2 130/1/2
|
||||
f 1/3/2 130/1/2 3/2/2
|
||||
f 149/5/1 15/6/1 14/7/1
|
||||
f 149/5/1 14/7/1 148/8/1
|
||||
f 152/15/87 85/16/87 138/10/87
|
||||
f 152/15/87 138/10/87 18/9/87
|
||||
f 117/9/2 143/10/2 144/11/2
|
||||
f 117/9/2 144/11/2 118/12/2
|
||||
f 122/13/88 102/14/88 139/4/88
|
||||
f 122/13/88 139/4/88 17/3/88
|
||||
f 101/21/89 121/22/89 47/19/89
|
||||
f 101/21/89 47/19/89 158/20/89
|
||||
f 53/19/90 164/20/90 111/21/90
|
||||
f 53/19/90 111/21/90 35/22/90
|
||||
f 62/3/2 134/4/2 133/1/2
|
||||
f 62/3/2 133/1/2 61/2/2
|
||||
f 76/13/91 104/14/91 174/4/91
|
||||
f 76/13/91 174/4/91 24/3/91
|
||||
f 157/23/1 21/24/1 20/22/1
|
||||
f 157/23/1 20/22/1 136/21/1
|
||||
f 176/1/1 26/2/1 27/3/1
|
||||
f 176/1/1 27/3/1 177/4/1
|
||||
f 192/23/1 65/24/1 64/22/1
|
||||
f 192/23/1 64/22/1 193/21/1
|
||||
f 65/17/92 192/18/92 108/8/92
|
||||
f 65/17/92 108/8/92 32/7/92
|
||||
f 118/17/93 144/18/93 161/8/93
|
||||
f 118/17/93 161/8/93 44/7/93
|
||||
f 152/15/94 85/16/94 188/10/94
|
||||
f 152/15/94 188/10/94 37/9/94
|
||||
f 81/22/2 105/21/2 164/23/2
|
||||
f 81/22/2 164/23/2 53/24/2
|
||||
f 94/4/95 88/3/95 42/13/95
|
||||
f 94/4/95 42/13/95 56/14/95
|
||||
f 107/1/1 87/2/1 88/3/1
|
||||
f 107/1/1 88/3/1 94/4/1
|
||||
s 1
|
||||
f 259/25/96 260/26/97 197/27/97
|
||||
f 259/25/96 197/27/97 195/28/96
|
||||
f 260/26/97 261/29/98 199/30/98
|
||||
f 260/26/97 199/30/98 197/27/97
|
||||
f 261/29/98 262/31/99 201/32/99
|
||||
f 261/29/98 201/32/99 199/30/98
|
||||
f 262/31/99 263/33/100 203/34/100
|
||||
f 262/31/99 203/34/100 201/32/99
|
||||
f 263/33/100 264/35/101 205/36/101
|
||||
f 263/33/100 205/36/101 203/34/100
|
||||
f 264/35/101 265/37/102 207/38/102
|
||||
f 264/35/101 207/38/102 205/36/101
|
||||
f 265/37/102 266/35/103 209/36/103
|
||||
f 265/37/102 209/36/103 207/38/102
|
||||
f 266/35/103 267/33/14 211/34/14
|
||||
f 266/35/103 211/34/14 209/36/103
|
||||
f 267/33/14 268/31/104 213/32/104
|
||||
f 267/33/14 213/32/104 211/34/14
|
||||
f 268/31/104 269/29/105 215/30/105
|
||||
f 268/31/104 215/30/105 213/32/104
|
||||
f 269/29/105 270/26/106 217/27/106
|
||||
f 269/29/105 217/27/106 215/30/105
|
||||
f 270/26/106 271/25/107 219/28/107
|
||||
f 270/26/106 219/28/107 217/27/106
|
||||
f 271/25/107 272/39/108 221/40/108
|
||||
f 271/25/107 221/40/108 219/28/107
|
||||
f 272/39/108 273/41/109 223/42/109
|
||||
f 272/39/108 223/42/109 221/40/108
|
||||
f 273/41/109 274/43/110 225/44/110
|
||||
f 273/41/109 225/44/110 223/42/109
|
||||
f 274/43/110 275/45/111 227/46/111
|
||||
f 274/43/110 227/46/111 225/44/110
|
||||
f 275/45/111 276/47/112 229/48/112
|
||||
f 275/45/111 229/48/112 227/46/111
|
||||
f 276/47/112 277/49/113 231/50/113
|
||||
f 276/47/112 231/50/113 229/48/112
|
||||
f 277/49/113 278/51/114 233/52/114
|
||||
f 277/49/113 233/52/114 231/50/113
|
||||
f 278/51/114 279/53/115 235/54/115
|
||||
f 278/51/114 235/54/115 233/52/114
|
||||
f 279/53/115 280/55/116 237/56/116
|
||||
f 279/53/115 237/56/116 235/54/115
|
||||
f 280/55/116 281/57/117 239/58/117
|
||||
f 280/55/116 239/58/117 237/56/116
|
||||
f 281/57/117 282/55/118 241/56/118
|
||||
f 281/57/117 241/56/118 239/58/117
|
||||
f 282/55/118 283/53/119 243/54/119
|
||||
f 282/55/118 243/54/119 241/56/118
|
||||
f 283/53/119 284/51/120 245/52/120
|
||||
f 283/53/119 245/52/120 243/54/119
|
||||
f 284/51/120 285/49/121 247/50/121
|
||||
f 284/51/120 247/50/121 245/52/120
|
||||
f 285/49/121 286/47/122 249/48/122
|
||||
f 285/49/121 249/48/122 247/50/121
|
||||
f 286/47/122 287/45/123 251/46/123
|
||||
f 286/47/122 251/46/123 249/48/122
|
||||
f 287/45/123 288/43/124 253/44/124
|
||||
f 287/45/123 253/44/124 251/46/123
|
||||
f 288/43/124 289/41/125 255/42/125
|
||||
f 288/43/124 255/42/125 253/44/124
|
||||
f 290/39/126 259/25/96 195/28/96
|
||||
f 290/39/126 195/28/96 257/40/126
|
||||
f 289/41/125 290/39/126 257/40/126
|
||||
f 289/41/125 257/40/126 255/42/125
|
||||
f 194/59/96 196/60/97 260/26/97
|
||||
f 194/59/96 260/26/97 259/25/96
|
||||
f 196/60/97 198/61/98 261/29/98
|
||||
f 196/60/97 261/29/98 260/26/97
|
||||
f 198/61/98 200/62/99 262/31/99
|
||||
f 198/61/98 262/31/99 261/29/98
|
||||
f 200/62/99 202/63/100 263/33/100
|
||||
f 200/62/99 263/33/100 262/31/99
|
||||
f 202/63/100 204/64/101 264/35/101
|
||||
f 202/63/100 264/35/101 263/33/100
|
||||
f 204/64/101 206/65/102 265/37/102
|
||||
f 204/64/101 265/37/102 264/35/101
|
||||
f 206/65/102 208/64/103 266/35/103
|
||||
f 206/65/102 266/35/103 265/37/102
|
||||
f 208/64/103 210/63/14 267/33/14
|
||||
f 208/64/103 267/33/14 266/35/103
|
||||
f 210/63/14 212/62/104 268/31/104
|
||||
f 210/63/14 268/31/104 267/33/14
|
||||
f 212/62/104 214/61/105 269/29/105
|
||||
f 212/62/104 269/29/105 268/31/104
|
||||
f 214/61/105 216/60/106 270/26/106
|
||||
f 214/61/105 270/26/106 269/29/105
|
||||
f 216/60/106 218/59/107 271/25/107
|
||||
f 216/60/106 271/25/107 270/26/106
|
||||
f 218/59/107 220/66/108 272/39/108
|
||||
f 218/59/107 272/39/108 271/25/107
|
||||
f 220/66/108 222/67/109 273/41/109
|
||||
f 220/66/108 273/41/109 272/39/108
|
||||
f 222/67/109 224/68/110 274/43/110
|
||||
f 222/67/109 274/43/110 273/41/109
|
||||
f 224/68/110 226/69/111 275/45/111
|
||||
f 224/68/110 275/45/111 274/43/110
|
||||
f 226/69/111 228/70/112 276/47/112
|
||||
f 226/69/111 276/47/112 275/45/111
|
||||
f 228/70/112 230/71/113 277/49/113
|
||||
f 228/70/112 277/49/113 276/47/112
|
||||
f 230/71/113 232/72/114 278/51/114
|
||||
f 230/71/113 278/51/114 277/49/113
|
||||
f 232/72/114 234/73/115 279/53/115
|
||||
f 232/72/114 279/53/115 278/51/114
|
||||
f 234/73/115 236/74/116 280/55/116
|
||||
f 234/73/115 280/55/116 279/53/115
|
||||
f 236/74/116 238/75/117 281/57/117
|
||||
f 236/74/116 281/57/117 280/55/116
|
||||
f 238/75/117 240/74/118 282/55/118
|
||||
f 238/75/117 282/55/118 281/57/117
|
||||
f 240/74/118 242/73/119 283/53/119
|
||||
f 240/74/118 283/53/119 282/55/118
|
||||
f 242/73/119 244/72/120 284/51/120
|
||||
f 242/73/119 284/51/120 283/53/119
|
||||
f 244/72/120 246/71/121 285/49/121
|
||||
f 244/72/120 285/49/121 284/51/120
|
||||
f 246/71/121 248/70/122 286/47/122
|
||||
f 246/71/121 286/47/122 285/49/121
|
||||
f 248/70/122 250/69/123 287/45/123
|
||||
f 248/70/122 287/45/123 286/47/122
|
||||
f 250/69/123 252/68/124 288/43/124
|
||||
f 250/69/123 288/43/124 287/45/123
|
||||
f 252/68/124 254/67/125 289/41/125
|
||||
f 252/68/124 289/41/125 288/43/124
|
||||
f 256/66/126 194/59/96 259/25/96
|
||||
f 256/66/126 259/25/96 290/39/126
|
||||
f 254/67/125 256/66/126 290/39/126
|
||||
f 254/67/125 290/39/126 289/41/125
|
||||
s off
|
||||
f 156/11/2 22/12/2 258/9/2
|
||||
f 156/11/2 258/9/2 155/10/2
|
||||
f 97/16/127 155/10/127 258/9/127
|
||||
f 97/16/127 258/9/127 69/15/127
|
BIN
resources/00-taisei.pkgdir/models/tower_alt_uv.iqm
Normal file
BIN
resources/00-taisei.pkgdir/models/tower_alt_uv.iqm
Normal file
Binary file not shown.
File diff suppressed because it is too large
Load diff
BIN
resources/00-taisei.pkgdir/models/towertop.iqm
Normal file
BIN
resources/00-taisei.pkgdir/models/towertop.iqm
Normal file
Binary file not shown.
File diff suppressed because it is too large
Load diff
BIN
resources/00-taisei.pkgdir/models/towerwall.iqm
Normal file
BIN
resources/00-taisei.pkgdir/models/towerwall.iqm
Normal file
Binary file not shown.
|
@ -1,197 +0,0 @@
|
|||
# Blender v2.63 (sub 17) OBJ File: 'towerwall.blend'
|
||||
# www.blender.org
|
||||
v 0.000000 5.000000 -5.000000
|
||||
v 0.000000 5.000000 5.000000
|
||||
v 0.975452 4.903926 -5.000000
|
||||
v 0.975452 4.903926 5.000000
|
||||
v 1.913417 4.619398 -5.000000
|
||||
v 1.913417 4.619398 5.000000
|
||||
v 2.777851 4.157348 -5.000000
|
||||
v 2.777851 4.157348 5.000000
|
||||
v 3.535534 3.535534 -5.000000
|
||||
v 3.535534 3.535534 5.000000
|
||||
v 4.157348 2.777851 -5.000000
|
||||
v 4.157348 2.777851 5.000000
|
||||
v 4.619398 1.913417 -5.000000
|
||||
v 4.619398 1.913417 5.000000
|
||||
v 4.903926 0.975452 -5.000000
|
||||
v 4.903926 0.975452 5.000000
|
||||
v 5.000000 0.000000 -5.000000
|
||||
v 5.000000 0.000000 5.000000
|
||||
v 4.903926 -0.975451 -5.000000
|
||||
v 4.903926 -0.975451 5.000000
|
||||
v 4.619398 -1.913416 -5.000000
|
||||
v 4.619398 -1.913416 5.000000
|
||||
v 4.157348 -2.777851 -5.000000
|
||||
v 4.157348 -2.777851 5.000000
|
||||
v 3.535534 -3.535534 -5.000000
|
||||
v 3.535534 -3.535534 5.000000
|
||||
v 2.777851 -4.157348 -5.000000
|
||||
v 2.777851 -4.157348 5.000000
|
||||
v 1.913416 -4.619398 -5.000000
|
||||
v 1.913416 -4.619398 5.000000
|
||||
v 0.975450 -4.903926 -5.000000
|
||||
v 0.975450 -4.903926 5.000000
|
||||
v -0.000002 -5.000000 -5.000000
|
||||
v -0.000002 -5.000000 5.000000
|
||||
v -0.975454 -4.903926 -5.000000
|
||||
v -0.975454 -4.903926 5.000000
|
||||
v -1.913419 -4.619397 -5.000000
|
||||
v -1.913419 -4.619397 5.000000
|
||||
v -2.777853 -4.157347 -5.000000
|
||||
v -2.777853 -4.157347 5.000000
|
||||
v -3.535536 -3.535532 -5.000000
|
||||
v -3.535536 -3.535532 5.000000
|
||||
v -4.157350 -2.777848 -5.000000
|
||||
v -4.157350 -2.777848 5.000000
|
||||
v -4.619399 -1.913413 -5.000000
|
||||
v -4.619399 -1.913413 5.000000
|
||||
v -4.903927 -0.975447 -5.000000
|
||||
v -4.903927 -0.975447 5.000000
|
||||
v -5.000000 0.000005 -5.000000
|
||||
v -5.000000 0.000005 5.000000
|
||||
v -4.903925 0.975457 -5.000000
|
||||
v -4.903925 0.975457 5.000000
|
||||
v -4.619395 1.913422 -5.000000
|
||||
v -4.619395 1.913422 5.000000
|
||||
v -4.157345 2.777856 -5.000000
|
||||
v -4.157345 2.777856 5.000000
|
||||
v -3.535529 3.535539 -5.000000
|
||||
v -3.535529 3.535539 5.000000
|
||||
v -2.777846 4.157352 -5.000000
|
||||
v -2.777846 4.157352 5.000000
|
||||
v -1.913410 4.619401 -5.000000
|
||||
v -1.913410 4.619401 5.000000
|
||||
v -0.975444 4.903928 -5.000000
|
||||
v -0.975444 4.903928 5.000000
|
||||
vt 0.621094 0.029297
|
||||
vt 0.621094 0.962891
|
||||
vt 0.559570 0.962891
|
||||
vt 0.559570 0.029297
|
||||
vt 0.499023 0.962891
|
||||
vt 0.499023 0.029297
|
||||
vt 0.437500 0.962891
|
||||
vt 0.437500 0.029297
|
||||
vt 0.376953 0.962891
|
||||
vt 0.376953 0.029297
|
||||
vt 0.315430 0.962891
|
||||
vt 0.315430 0.029297
|
||||
vt 0.254883 0.962891
|
||||
vt 0.253906 0.029297
|
||||
vt 0.193359 0.962891
|
||||
vt 0.193359 0.029297
|
||||
vt 0.132812 0.962891
|
||||
vt 0.132812 0.029297
|
||||
vt 0.071289 0.962891
|
||||
vt 0.071289 0.029297
|
||||
vt 0.010742 0.962891
|
||||
vt 0.009766 0.029297
|
||||
vt 0.987305 0.029297
|
||||
vt 0.987305 0.962891
|
||||
vt 0.925781 0.962891
|
||||
vt 0.925781 0.029297
|
||||
vt 0.865234 0.962891
|
||||
vt 0.865234 0.029297
|
||||
vt 0.803711 0.962891
|
||||
vt 0.803711 0.029297
|
||||
vt 0.743164 0.962891
|
||||
vt 0.743164 0.029297
|
||||
vt 0.681641 0.962891
|
||||
vt 0.681641 0.029297
|
||||
vn 0.000000 1.000000 0.000000
|
||||
vn 0.195074 0.980773 0.000000
|
||||
vn 0.382672 0.923856 0.000000
|
||||
vn 0.555559 0.831446 0.000000
|
||||
vn 0.707083 0.707083 0.000000
|
||||
vn 0.831446 0.555559 0.000000
|
||||
vn 0.923856 0.382672 0.000000
|
||||
vn 0.980773 0.195074 0.000000
|
||||
vn 1.000000 0.000000 0.000000
|
||||
vn 0.980773 -0.195074 0.000000
|
||||
vn 0.923856 -0.382672 0.000000
|
||||
vn 0.831446 -0.555559 0.000000
|
||||
vn 0.707083 -0.707083 0.000000
|
||||
vn 0.555559 -0.831446 0.000000
|
||||
vn 0.382672 -0.923856 0.000000
|
||||
vn 0.195074 -0.980773 0.000000
|
||||
vn 0.000000 -1.000000 0.000000
|
||||
vn -0.195074 -0.980773 0.000000
|
||||
vn -0.382672 -0.923856 0.000000
|
||||
vn -0.555559 -0.831446 0.000000
|
||||
vn -0.707083 -0.707083 0.000000
|
||||
vn -0.831446 -0.555559 0.000000
|
||||
vn -0.923856 -0.382672 0.000000
|
||||
vn -0.980773 -0.195074 0.000000
|
||||
vn -0.999969 0.000000 0.000000
|
||||
vn -0.980773 0.195074 0.000000
|
||||
vn -0.923856 0.382672 0.000000
|
||||
vn -0.831446 0.555559 0.000000
|
||||
vn -0.707083 0.707083 0.000000
|
||||
vn -0.555559 0.831446 0.000000
|
||||
vn -0.382672 0.923856 0.000000
|
||||
vn -0.195074 0.980773 0.000000
|
||||
s 1
|
||||
f 1/1/1 2/2/1 4/3/2
|
||||
f 1/1/1 4/3/2 3/4/2
|
||||
f 3/4/2 4/3/2 6/5/3
|
||||
f 3/4/2 6/5/3 5/6/3
|
||||
f 5/6/3 6/5/3 8/7/4
|
||||
f 5/6/3 8/7/4 7/8/4
|
||||
f 7/8/4 8/7/4 10/9/5
|
||||
f 7/8/4 10/9/5 9/10/5
|
||||
f 9/10/5 10/9/5 12/11/6
|
||||
f 9/10/5 12/11/6 11/12/6
|
||||
f 11/12/6 12/11/6 14/13/7
|
||||
f 11/12/6 14/13/7 13/14/7
|
||||
f 13/14/7 14/13/7 16/15/8
|
||||
f 13/14/7 16/15/8 15/16/8
|
||||
f 15/16/8 16/15/8 18/17/9
|
||||
f 15/16/8 18/17/9 17/18/9
|
||||
f 17/18/9 18/17/9 20/19/10
|
||||
f 17/18/9 20/19/10 19/20/10
|
||||
f 19/20/10 20/19/10 22/21/11
|
||||
f 19/20/10 22/21/11 21/22/11
|
||||
f 21/23/11 22/24/11 24/25/12
|
||||
f 21/23/11 24/25/12 23/26/12
|
||||
f 23/26/12 24/25/12 26/27/13
|
||||
f 23/26/12 26/27/13 25/28/13
|
||||
f 25/28/13 26/27/13 28/29/14
|
||||
f 25/28/13 28/29/14 27/30/14
|
||||
f 27/30/14 28/29/14 30/31/15
|
||||
f 27/30/14 30/31/15 29/32/15
|
||||
f 29/32/15 30/31/15 32/33/16
|
||||
f 29/32/15 32/33/16 31/34/16
|
||||
f 31/34/16 32/33/16 34/2/17
|
||||
f 31/34/16 34/2/17 33/1/17
|
||||
f 33/1/17 34/2/17 36/3/18
|
||||
f 33/1/17 36/3/18 35/4/18
|
||||
f 35/4/18 36/3/18 38/5/19
|
||||
f 35/4/18 38/5/19 37/6/19
|
||||
f 37/6/19 38/5/19 40/7/20
|
||||
f 37/6/19 40/7/20 39/8/20
|
||||
f 39/8/20 40/7/20 42/9/21
|
||||
f 39/8/20 42/9/21 41/10/21
|
||||
f 41/10/21 42/9/21 44/11/22
|
||||
f 41/10/21 44/11/22 43/12/22
|
||||
f 43/12/22 44/11/22 46/13/23
|
||||
f 43/12/22 46/13/23 45/14/23
|
||||
f 45/14/23 46/13/23 48/15/24
|
||||
f 45/14/23 48/15/24 47/16/24
|
||||
f 47/16/24 48/15/24 50/17/25
|
||||
f 47/16/24 50/17/25 49/18/25
|
||||
f 49/18/25 50/17/25 52/19/26
|
||||
f 49/18/25 52/19/26 51/20/26
|
||||
f 51/20/26 52/19/26 54/21/27
|
||||
f 51/20/26 54/21/27 53/22/27
|
||||
f 53/23/27 54/24/27 56/25/28
|
||||
f 53/23/27 56/25/28 55/26/28
|
||||
f 55/26/28 56/25/28 58/27/29
|
||||
f 55/26/28 58/27/29 57/28/29
|
||||
f 57/28/29 58/27/29 60/29/30
|
||||
f 57/28/29 60/29/30 59/30/30
|
||||
f 59/30/30 60/29/30 62/31/31
|
||||
f 59/30/30 62/31/31 61/32/31
|
||||
f 2/2/1 1/1/1 63/34/32
|
||||
f 2/2/1 63/34/32 64/33/32
|
||||
f 61/32/31 62/31/31 64/33/32
|
||||
f 61/32/31 64/33/32 63/34/32
|
|
@ -6,8 +6,7 @@
|
|||
|
||||
#ifdef VERT_STAGE
|
||||
ATTRIBUTE(0) vec3 position;
|
||||
// ATTRIBUTE(1) vec3 normalIn;
|
||||
ATTRIBUTE(2) vec2 texCoordRawIn;
|
||||
ATTRIBUTE(1) vec2 texCoordRawIn;
|
||||
#endif
|
||||
|
||||
#ifdef FRAG_STAGE
|
||||
|
|
|
@ -6,7 +6,7 @@
|
|||
|
||||
#ifdef VERT_STAGE
|
||||
ATTRIBUTE(0) vec3 position;
|
||||
ATTRIBUTE(2) vec2 texCoordRawIn;
|
||||
ATTRIBUTE(1) vec2 texCoordRawIn;
|
||||
#endif
|
||||
|
||||
#ifdef FRAG_STAGE
|
||||
|
|
|
@ -8,7 +8,7 @@
|
|||
|
||||
#ifdef VERT_STAGE
|
||||
ATTRIBUTE(0) vec3 position;
|
||||
ATTRIBUTE(2) vec2 texCoordRawIn;
|
||||
ATTRIBUTE(1) vec2 texCoordRawIn;
|
||||
#endif
|
||||
|
||||
#ifdef FRAG_STAGE
|
||||
|
|
|
@ -9,24 +9,23 @@
|
|||
* Per-vertex attributes
|
||||
*/
|
||||
ATTRIBUTE(0) vec2 vertPos;
|
||||
// 1 - vec3 normal (not used)
|
||||
ATTRIBUTE(2) vec2 vertTexCoord;
|
||||
ATTRIBUTE(1) vec2 vertTexCoord;
|
||||
|
||||
/*
|
||||
* Per-instance attributes
|
||||
*/
|
||||
ATTRIBUTE(3) mat4 spriteVMTransform;
|
||||
ATTRIBUTE(2) mat4 spriteVMTransform;
|
||||
// 3
|
||||
// 4
|
||||
// 5
|
||||
// 6
|
||||
ATTRIBUTE(7) mat4 spriteTexTransform;
|
||||
ATTRIBUTE(6) mat4 spriteTexTransform;
|
||||
// 7
|
||||
// 8
|
||||
// 9
|
||||
// 10
|
||||
ATTRIBUTE(11) vec4 spriteRGBA;
|
||||
ATTRIBUTE(12) vec4 spriteTexRegion;
|
||||
ATTRIBUTE(13) vec2 spriteDimensions;
|
||||
ATTRIBUTE(14) vec4 spriteCustomParams;
|
||||
ATTRIBUTE(10) vec4 spriteRGBA;
|
||||
ATTRIBUTE(11) vec4 spriteTexRegion;
|
||||
ATTRIBUTE(12) vec2 spriteDimensions;
|
||||
ATTRIBUTE(13) vec4 spriteCustomParams;
|
||||
#endif
|
||||
|
||||
#ifdef FRAG_STAGE
|
||||
|
|
|
@ -6,8 +6,8 @@
|
|||
|
||||
#ifdef VERT_STAGE
|
||||
ATTRIBUTE(0) vec3 position;
|
||||
ATTRIBUTE(1) vec3 normalIn;
|
||||
ATTRIBUTE(2) vec2 texCoordRawIn;
|
||||
ATTRIBUTE(1) vec2 texCoordRawIn;
|
||||
ATTRIBUTE(2) vec3 normalIn;
|
||||
#endif
|
||||
|
||||
#ifdef FRAG_STAGE
|
||||
|
|
|
@ -74,8 +74,7 @@ void lasers_preload(void) {
|
|||
|
||||
VertexAttribFormat fmt[] = {
|
||||
// Per-vertex attributes (for the static models buffer, bound at 0)
|
||||
{ { 3, VA_FLOAT, VA_CONVERT_FLOAT, 0 }, sz_vert, VERTEX_OFS(position), 0 },
|
||||
{ { 3, VA_FLOAT, VA_CONVERT_FLOAT, 0 }, sz_vert, VERTEX_OFS(normal), 0 },
|
||||
{ { 2, VA_FLOAT, VA_CONVERT_FLOAT, 0 }, sz_vert, VERTEX_OFS(position), 0 },
|
||||
{ { 2, VA_FLOAT, VA_CONVERT_FLOAT, 0 }, sz_vert, VERTEX_OFS(uv), 0 },
|
||||
|
||||
// Per-instance attributes (for our own buffer, bound at 1)
|
||||
|
@ -118,7 +117,7 @@ void lasers_preload(void) {
|
|||
ent_hook_pre_draw(lasers_ent_predraw_hook, NULL);
|
||||
ent_hook_post_draw(lasers_ent_postdraw_hook, NULL);
|
||||
|
||||
lasers.quad_generic.indexed = false;
|
||||
lasers.quad_generic.num_indices = 0;
|
||||
lasers.quad_generic.num_vertices = 4;
|
||||
lasers.quad_generic.offset = 0;
|
||||
lasers.quad_generic.primitive = PRIM_TRIANGLE_STRIP;
|
||||
|
|
|
@ -197,12 +197,9 @@ typedef struct VertexAttribFormat {
|
|||
|
||||
typedef struct GenericModelVertex {
|
||||
float position[3];
|
||||
float uv[2];
|
||||
float normal[3];
|
||||
|
||||
struct {
|
||||
float s;
|
||||
float t;
|
||||
} uv;
|
||||
float tangent[4]; // NOTE: bitangent = cross(normal, tangent) * tangent[3]
|
||||
} GenericModelVertex;
|
||||
|
||||
typedef enum UniformType {
|
||||
|
@ -711,7 +708,7 @@ void r_vertex_array_attach_index_buffer(VertexArray *varr, IndexBuffer *ibuf) at
|
|||
IndexBuffer* r_vertex_array_get_index_attachment(VertexArray *varr) attr_nonnull(1);
|
||||
void r_vertex_array_layout(VertexArray *varr, uint nattribs, VertexAttribFormat attribs[nattribs]) attr_nonnull(1, 3);
|
||||
|
||||
void r_model_add_static(Model *out_mdl, Primitive prim, size_t num_vertices, GenericModelVertex vertices[num_vertices], uint indices[num_vertices]);
|
||||
void r_model_add_static(Model *out_mdl, Primitive prim, size_t num_vertices, GenericModelVertex vertices[num_vertices], size_t num_indices, uint indices[num_indices]);
|
||||
|
||||
void r_vsync(VsyncMode mode);
|
||||
VsyncMode r_vsync_current(void);
|
||||
|
|
|
@ -20,19 +20,20 @@ static struct {
|
|||
} _r_models;
|
||||
|
||||
void _r_models_init(void) {
|
||||
VertexAttribFormat fmt[3];
|
||||
VertexAttribFormat fmt[4];
|
||||
|
||||
r_vertex_attrib_format_interleaved(3, (VertexAttribSpec[]) {
|
||||
r_vertex_attrib_format_interleaved(4, (VertexAttribSpec[]) {
|
||||
{ 3, VA_FLOAT, VA_CONVERT_FLOAT }, // position
|
||||
{ 3, VA_FLOAT, VA_CONVERT_FLOAT }, // normal
|
||||
{ 2, VA_FLOAT, VA_CONVERT_FLOAT }, // texcoord
|
||||
{ 3, VA_FLOAT, VA_CONVERT_FLOAT }, // normal
|
||||
{ 4, VA_FLOAT, VA_CONVERT_FLOAT }, // tangent
|
||||
}, fmt, 0);
|
||||
|
||||
GenericModelVertex quad[4] = {
|
||||
{ { 0.5, -0.5, 0.0 }, { 0, 0, 1 }, { 1, 1 } },
|
||||
{ { -0.5, -0.5, 0.0 }, { 0, 0, 1 }, { 0, 1 } },
|
||||
{ { 0.5, 0.5, 0.0 }, { 0, 0, 1 }, { 1, 0 } },
|
||||
{ { -0.5, 0.5, 0.0 }, { 0, 0, 1 }, { 0, 0 } },
|
||||
{ { 0.5, -0.5, 0.0 }, { 1, 1 }, { 0, 0, 1 }, { 0, 0, 0, 0 } },
|
||||
{ { 0.5, 0.5, 0.0 }, { 1, 0 }, { 0, 0, 1 }, { 0, 0, 0, 0 } },
|
||||
{ { -0.5, -0.5, 0.0 }, { 0, 1 }, { 0, 0, 1 }, { 0, 0, 0, 0 } },
|
||||
{ { -0.5, 0.5, 0.0 }, { 0, 0 }, { 0, 0, 1 }, { 0, 0, 0, 0 } },
|
||||
};
|
||||
|
||||
const size_t max_vertices = 8192;
|
||||
|
@ -49,7 +50,7 @@ void _r_models_init(void) {
|
|||
r_vertex_array_attach_vertex_buffer(_r_models.varr, _r_models.vbuf, 0);
|
||||
r_vertex_array_attach_index_buffer(_r_models.varr, _r_models.ibuf);
|
||||
|
||||
r_model_add_static(&_r_models.quad, PRIM_TRIANGLE_STRIP, 4, quad, NULL);
|
||||
r_model_add_static(&_r_models.quad, PRIM_TRIANGLE_STRIP, 4, quad, 0, NULL);
|
||||
}
|
||||
|
||||
void _r_models_shutdown(void) {
|
||||
|
@ -57,21 +58,28 @@ void _r_models_shutdown(void) {
|
|||
r_vertex_buffer_destroy(_r_models.vbuf);
|
||||
}
|
||||
|
||||
void r_model_add_static(Model *out_mdl, Primitive prim, size_t num_vertices, GenericModelVertex vertices[num_vertices], uint indices[num_vertices]) {
|
||||
void r_model_add_static(
|
||||
Model *out_mdl,
|
||||
Primitive prim,
|
||||
size_t num_vertices,
|
||||
GenericModelVertex vertices[num_vertices],
|
||||
size_t num_indices,
|
||||
uint indices[num_indices]
|
||||
) {
|
||||
out_mdl->vertex_array = _r_models.varr;
|
||||
out_mdl->num_vertices = num_vertices;
|
||||
out_mdl->num_indices = num_indices;
|
||||
out_mdl->primitive = prim;
|
||||
|
||||
SDL_RWops *vert_stream = r_vertex_buffer_get_stream(_r_models.vbuf);
|
||||
size_t vert_ofs = SDL_RWtell(vert_stream) / sizeof(GenericModelVertex);
|
||||
|
||||
if(indices != NULL) {
|
||||
if(num_indices > 0) {
|
||||
assume(indices != NULL);
|
||||
out_mdl->offset = r_index_buffer_get_offset(_r_models.ibuf);
|
||||
r_index_buffer_add_indices(_r_models.ibuf, vert_ofs, num_vertices, indices);
|
||||
out_mdl->indexed = true;
|
||||
r_index_buffer_add_indices(_r_models.ibuf, vert_ofs, num_indices, indices);
|
||||
} else {
|
||||
out_mdl->offset = vert_ofs;
|
||||
out_mdl->indexed = false;
|
||||
}
|
||||
|
||||
SDL_RWwrite(vert_stream, vertices, sizeof(GenericModelVertex), num_vertices);
|
||||
|
@ -94,11 +102,21 @@ void r_draw_quad_instanced(uint instances) {
|
|||
}
|
||||
|
||||
void r_draw_model_ptr(Model *model, uint instances, uint base_instance) {
|
||||
(model->indexed ? r_draw_indexed : r_draw)(
|
||||
model->vertex_array,
|
||||
model->primitive,
|
||||
model->offset, model->num_vertices,
|
||||
instances,
|
||||
base_instance
|
||||
);
|
||||
if(model->num_indices) {
|
||||
r_draw_indexed(
|
||||
model->vertex_array,
|
||||
model->primitive,
|
||||
model->offset, model->num_indices,
|
||||
instances,
|
||||
base_instance
|
||||
);
|
||||
} else {
|
||||
r_draw(
|
||||
model->vertex_array,
|
||||
model->primitive,
|
||||
model->offset, model->num_vertices,
|
||||
instances,
|
||||
base_instance
|
||||
);
|
||||
}
|
||||
}
|
||||
|
|
|
@ -67,8 +67,7 @@ void _r_sprite_batch_init(void) {
|
|||
|
||||
VertexAttribFormat fmt[] = {
|
||||
// Per-vertex attributes (for the static models buffer, bound at 0)
|
||||
{ { 3, VA_FLOAT, VA_CONVERT_FLOAT, 0 }, sz_vert, VERTEX_OFS(position), 0 },
|
||||
{ { 3, VA_FLOAT, VA_CONVERT_FLOAT, 0 }, sz_vert, VERTEX_OFS(normal), 0 },
|
||||
{ { 2, VA_FLOAT, VA_CONVERT_FLOAT, 0 }, sz_vert, VERTEX_OFS(position), 0 },
|
||||
{ { 2, VA_FLOAT, VA_CONVERT_FLOAT, 0 }, sz_vert, VERTEX_OFS(uv), 0 },
|
||||
|
||||
// Per-instance attributes (for our own sprites buffer, bound at 1)
|
||||
|
@ -107,7 +106,7 @@ void _r_sprite_batch_init(void) {
|
|||
r_vertex_array_attach_vertex_buffer(_r_sprite_batch.varr, r_vertex_buffer_static_models(), 0);
|
||||
r_vertex_array_attach_vertex_buffer(_r_sprite_batch.varr, _r_sprite_batch.vbuf, 1);
|
||||
|
||||
_r_sprite_batch.quad.indexed = false;
|
||||
_r_sprite_batch.quad.num_indices = 0;
|
||||
_r_sprite_batch.quad.num_vertices = 4;
|
||||
_r_sprite_batch.quad.offset = 0;
|
||||
_r_sprite_batch.quad.primitive = PRIM_TRIANGLE_STRIP;
|
||||
|
|
|
@ -290,6 +290,7 @@ static void gl33_init_context(SDL_Window *window) {
|
|||
}
|
||||
#endif
|
||||
|
||||
glFrontFace(GL_CW);
|
||||
glPixelStorei(GL_UNPACK_ALIGNMENT, 1);
|
||||
glPixelStorei(GL_PACK_ALIGNMENT, 1);
|
||||
GLVT.get_viewport(&R.viewport.default_framebuffer);
|
||||
|
|
140
src/resource/iqm.h
Normal file
140
src/resource/iqm.h
Normal file
|
@ -0,0 +1,140 @@
|
|||
/*
|
||||
* This software is licensed under the terms of the MIT License.
|
||||
* See COPYING for further information.
|
||||
* ---
|
||||
* Copyright (c) 2011-2019, Lukas Weber <laochailan@web.de>.
|
||||
* Copyright (c) 2012-2019, Andrei Alexeyev <akari@taisei-project.org>.
|
||||
*/
|
||||
|
||||
#ifndef IGUARD_resource_iqm_h
|
||||
#define IGUARD_resource_iqm_h
|
||||
|
||||
#include "taisei.h"
|
||||
|
||||
/*
|
||||
* Adapted from https://github.com/lsalzman/iqm/blob/master/iqm.h
|
||||
*/
|
||||
|
||||
#define IQM_MAGIC "INTERQUAKEMODEL"
|
||||
#define IQM_VERSION 2
|
||||
|
||||
typedef enum IQMVertexArrayType {
|
||||
IQM_POSITION = 0,
|
||||
IQM_TEXCOORD = 1,
|
||||
IQM_NORMAL = 2,
|
||||
IQM_TANGENT = 3,
|
||||
IQM_BLENDINDEXES = 4,
|
||||
IQM_BLENDWEIGHTS = 5,
|
||||
IQM_COLOR = 6,
|
||||
IQM_CUSTOM = 0x10
|
||||
} IQMVertexArrayType;
|
||||
|
||||
typedef enum IQMVertexFormat {
|
||||
IQM_BYTE = 0,
|
||||
IQM_UBYTE = 1,
|
||||
IQM_SHORT = 2,
|
||||
IQM_USHORT = 3,
|
||||
IQM_INT = 4,
|
||||
IQM_UINT = 5,
|
||||
IQM_HALF = 6,
|
||||
IQM_FLOAT = 7,
|
||||
IQM_DOUBLE = 8,
|
||||
} IQMVertexFormat;
|
||||
|
||||
typedef enum IQMAnimFlags {
|
||||
IQM_LOOP = 1 << 0
|
||||
} IQMAnimFlags;
|
||||
|
||||
#define IQM_FIELDS(...) \
|
||||
union { \
|
||||
struct __VA_ARGS__; \
|
||||
uint32_t u32_array[sizeof(struct __VA_ARGS__) / sizeof(uint32_t)]; \
|
||||
}
|
||||
|
||||
typedef struct IQMHeader {
|
||||
uint8_t magic[sizeof(IQM_MAGIC)];
|
||||
|
||||
IQM_FIELDS({
|
||||
uint32_t version;
|
||||
uint32_t filesize;
|
||||
uint32_t flags;
|
||||
uint32_t num_text, ofs_text;
|
||||
uint32_t num_meshes, ofs_meshes;
|
||||
uint32_t num_vertexarrays, num_vertexes, ofs_vertexarrays;
|
||||
uint32_t num_triangles, ofs_triangles, ofs_adjacency;
|
||||
uint32_t num_joints, ofs_joints;
|
||||
uint32_t num_poses, ofs_poses;
|
||||
uint32_t num_anims, ofs_anims;
|
||||
uint32_t num_frames, num_framechannels, ofs_frames, ofs_bounds;
|
||||
uint32_t num_comment, ofs_comment;
|
||||
uint32_t num_extensions, ofs_extensions;
|
||||
});
|
||||
} IQMHeader;
|
||||
|
||||
typedef struct IQMMesh {
|
||||
IQM_FIELDS({
|
||||
uint32_t name;
|
||||
uint32_t material;
|
||||
uint32_t first_vertex, num_vertexes;
|
||||
uint32_t first_triangle, num_triangles;
|
||||
});
|
||||
} IQMMesh;
|
||||
|
||||
typedef struct IQMTriangle {
|
||||
IQM_FIELDS({
|
||||
uint32_t vertex[3];
|
||||
});
|
||||
} IQMTriangle;
|
||||
|
||||
typedef struct IQMAdjacency {
|
||||
IQM_FIELDS({
|
||||
uint32_t triangle[3];
|
||||
});
|
||||
} IQMAdjacency;
|
||||
|
||||
typedef struct IQMJoint {
|
||||
IQM_FIELDS({
|
||||
uint32_t name;
|
||||
int32_t parent;
|
||||
float translate[3], rotate[4], scale[3];
|
||||
});
|
||||
} IQMJoint;
|
||||
|
||||
typedef struct IQMPose {
|
||||
IQM_FIELDS({
|
||||
int32_t parent;
|
||||
uint32_t mask;
|
||||
float channeloffset[10];
|
||||
float channelscale[10];
|
||||
});
|
||||
} IQMPose;
|
||||
|
||||
typedef struct IQMAnim {
|
||||
IQM_FIELDS({
|
||||
uint32_t name;
|
||||
uint32_t first_frame, num_frames;
|
||||
float framerate;
|
||||
uint32_t flags; /// IQMAnimFlags
|
||||
});
|
||||
} IQMAnim;
|
||||
|
||||
typedef struct IQMVertexArray {
|
||||
IQM_FIELDS({
|
||||
uint32_t type; /// IQMVertexArrayType
|
||||
uint32_t flags;
|
||||
uint32_t format; /// IQMVertexFormat
|
||||
uint32_t size;
|
||||
uint32_t offset;
|
||||
});
|
||||
} IQMVertexArray;
|
||||
|
||||
typedef struct IQMBounds {
|
||||
IQM_FIELDS({
|
||||
float bbmin[3], bbmax[3];
|
||||
float xyradius, radius;
|
||||
});
|
||||
} IQMBounds;
|
||||
|
||||
#undef IQM_FIELDS
|
||||
|
||||
#endif // IGUARD_resource_iqm_h
|
|
@ -12,9 +12,472 @@
|
|||
#include "list.h"
|
||||
#include "resource.h"
|
||||
#include "renderer/api.h"
|
||||
#include "iqm.h"
|
||||
|
||||
// TODO: Rewrite all of this mess, maybe even consider a different format
|
||||
// IQM for instance: http://sauerbraten.org/iqm/
|
||||
#define MDL_PATH_PREFIX "res/models/"
|
||||
#define MDL_EXTENSION ".iqm"
|
||||
|
||||
// arbitrary allocation limits (raise as needed)
|
||||
#define MAX_MESHES (1 << 8)
|
||||
#define MAX_VERTICES (1 << 24)
|
||||
#define MAX_TRIANGLES (1 << 22)
|
||||
#define MAX_VERTEX_ARRAYS (1 << 8)
|
||||
|
||||
typedef struct ModelLoadData {
|
||||
GenericModelVertex *vertices;
|
||||
uint32_t *indices;
|
||||
uint ofs_vertices, num_vertices;
|
||||
uint ofs_indices, num_indices;
|
||||
} ModelLoadData;
|
||||
|
||||
#define NUM_REQUIRED_VERTEX_ARRAYS 4
|
||||
|
||||
typedef union VertexArrayIndices {
|
||||
struct { int position, texcoord, normal, tangent; };
|
||||
int indices[NUM_REQUIRED_VERTEX_ARRAYS];
|
||||
} VertexArrayIndices;
|
||||
|
||||
static const char *iqm_va_type_str(uint32_t type) {
|
||||
switch(type) {
|
||||
case IQM_POSITION: return "position";
|
||||
case IQM_NORMAL: return "normal";
|
||||
case IQM_TANGENT: return "tangent";
|
||||
case IQM_TEXCOORD: return "texcoord";
|
||||
case IQM_BLENDINDEXES: return "blend indices";
|
||||
case IQM_BLENDWEIGHTS: return "blend weights";
|
||||
case IQM_COLOR: return "color";
|
||||
default: return "unknown";
|
||||
}
|
||||
}
|
||||
|
||||
static const char *iqm_va_format_str(uint32_t type) {
|
||||
switch(type) {
|
||||
case IQM_BYTE: return "int8_t";
|
||||
case IQM_UBYTE: return "uint8_t";
|
||||
case IQM_SHORT: return "int16_t";
|
||||
case IQM_USHORT: return "uint16_t";
|
||||
case IQM_INT: return "int32_t";
|
||||
case IQM_UINT: return "uint32_t";
|
||||
case IQM_HALF: return "half";
|
||||
case IQM_FLOAT: return "float";
|
||||
case IQM_DOUBLE: return "double";
|
||||
default: return "unknown";
|
||||
}
|
||||
}
|
||||
|
||||
static bool read_fields(SDL_RWops *rw, size_t n, uint32_t fields[n]) {
|
||||
if(SDL_RWread(rw, fields, sizeof(fields[0]), n) != n) {
|
||||
return false;
|
||||
}
|
||||
|
||||
for(size_t i = 0; i < n; ++i) {
|
||||
fields[i] = SDL_SwapLE32(fields[i]);
|
||||
}
|
||||
|
||||
return true;
|
||||
}
|
||||
|
||||
static bool read_floats(SDL_RWops *rw, size_t n, float floats[n]) {
|
||||
uint32_t fields[n];
|
||||
|
||||
if(read_fields(rw, n, fields)) {
|
||||
memcpy(floats, fields, sizeof(fields[0]) * n);
|
||||
return true;
|
||||
}
|
||||
|
||||
return false;
|
||||
}
|
||||
|
||||
static bool iqm_read_header(const char *fpath, SDL_RWops *rw, IQMHeader *hdr) {
|
||||
if(SDL_RWread(rw, &hdr->magic, sizeof(hdr->magic), 1) != 1) {
|
||||
log_error("%s: read error: %s", fpath, SDL_GetError());
|
||||
return false;
|
||||
}
|
||||
|
||||
if(memcmp(hdr->magic, IQM_MAGIC, sizeof(IQM_MAGIC))) {
|
||||
log_error("%s: not an IQM file (bad magic number)", fpath);
|
||||
return false;
|
||||
}
|
||||
|
||||
if(!read_fields(rw, ARRAY_SIZE(hdr->u32_array), hdr->u32_array)) {
|
||||
log_error("%s: read error: %s", fpath, SDL_GetError());
|
||||
return false;
|
||||
}
|
||||
|
||||
if(hdr->version != IQM_VERSION) {
|
||||
log_error("%s: unsupported IQM version (got %u, expected %u)", fpath, hdr->version, IQM_VERSION);
|
||||
return false;
|
||||
}
|
||||
|
||||
if(hdr->num_meshes < 1) {
|
||||
log_error("%s: no meshes in model", fpath);
|
||||
return false;
|
||||
}
|
||||
|
||||
if(hdr->num_meshes > MAX_MESHES) {
|
||||
log_error("%s too many meshes in model (%u allowed; have %u)", fpath, MAX_MESHES, hdr->num_meshes);
|
||||
return false;
|
||||
}
|
||||
|
||||
if(hdr->num_vertexes < 1) {
|
||||
log_error("%s: no vertices in model", fpath);
|
||||
return false;
|
||||
}
|
||||
|
||||
if(hdr->num_vertexes > MAX_VERTICES) {
|
||||
log_error("%s too many vertices in model (%u allowed; have %u)", fpath, MAX_VERTICES, hdr->num_vertexes);
|
||||
return false;
|
||||
}
|
||||
|
||||
if(hdr->num_triangles < 1) {
|
||||
log_error("%s: no triangles in model", fpath);
|
||||
return false;
|
||||
}
|
||||
|
||||
if(hdr->num_triangles > MAX_TRIANGLES) {
|
||||
log_error("%s too many triangles in model (%u allowed; have %u)", fpath, MAX_TRIANGLES, hdr->num_triangles);
|
||||
return false;
|
||||
}
|
||||
|
||||
if(hdr->num_vertexarrays < NUM_REQUIRED_VERTEX_ARRAYS) {
|
||||
log_error("%s: not enough vertex arrays (%u expected; got %u)", fpath, NUM_REQUIRED_VERTEX_ARRAYS, hdr->num_vertexarrays);
|
||||
return false;
|
||||
}
|
||||
|
||||
if(hdr->num_vertexarrays > MAX_VERTEX_ARRAYS) {
|
||||
log_error("%s too many vertex arrays in model (%u allowed; have %u)", fpath, MAX_VERTEX_ARRAYS, hdr->num_vertexarrays);
|
||||
return false;
|
||||
}
|
||||
|
||||
if(hdr->num_meshes > 1) {
|
||||
log_warn("%s %u meshes in model; only the first one will be used", fpath, hdr->num_meshes);
|
||||
}
|
||||
|
||||
log_debug("%s: IQM version %u; %u meshes; %u tris; %u vertices",
|
||||
fpath,
|
||||
hdr->version,
|
||||
hdr->num_meshes,
|
||||
hdr->num_triangles,
|
||||
hdr->num_vertexes
|
||||
);
|
||||
|
||||
return true;
|
||||
}
|
||||
|
||||
static bool iqm_read_meshes(const char *fpath, SDL_RWops *rw, uint num_meshes, IQMMesh meshes[num_meshes]) {
|
||||
for(uint i = 0; i < num_meshes; ++i) {
|
||||
if(!read_fields(rw, ARRAY_SIZE(meshes[i].u32_array), meshes[i].u32_array)) {
|
||||
log_error("%s: read error: %s", fpath, SDL_GetError());
|
||||
return false;
|
||||
}
|
||||
|
||||
log_debug("Mesh #0: %u tris; %u vertices", meshes[i].num_triangles, meshes[i].num_vertexes);
|
||||
}
|
||||
|
||||
return true;
|
||||
}
|
||||
|
||||
static bool iqm_read_vertex_arrays(const char *fpath, SDL_RWops *rw, uint num_varrs, IQMVertexArray varrs[num_varrs], VertexArrayIndices *indices) {
|
||||
for(uint i = 0; i < num_varrs; ++i) {
|
||||
IQMVertexArray *va = varrs + i;
|
||||
|
||||
if(!read_fields(rw, ARRAY_SIZE(va->u32_array), va->u32_array)) {
|
||||
log_error("%s: read error: %s", fpath, SDL_GetError());
|
||||
return false;
|
||||
}
|
||||
|
||||
log_debug("Vertex array #%u: %s[%u] %s",
|
||||
i,
|
||||
iqm_va_format_str(va->format),
|
||||
va->size,
|
||||
iqm_va_type_str(va->type)
|
||||
);
|
||||
|
||||
int *idx_p;
|
||||
uint32_t expected_size;
|
||||
|
||||
switch(va->type) {
|
||||
case IQM_POSITION:
|
||||
idx_p = &indices->position;
|
||||
expected_size = 3;
|
||||
break;
|
||||
|
||||
case IQM_TEXCOORD:
|
||||
idx_p = &indices->texcoord;
|
||||
expected_size = 2;
|
||||
break;
|
||||
|
||||
case IQM_NORMAL:
|
||||
idx_p = &indices->normal;
|
||||
expected_size = 3;
|
||||
break;
|
||||
|
||||
case IQM_TANGENT:
|
||||
idx_p = &indices->tangent;
|
||||
expected_size = 4;
|
||||
break;
|
||||
|
||||
default:
|
||||
log_warn("%s: vertex array #%i ignored: unhandled type (%s)", fpath, i, iqm_va_type_str(va->type));
|
||||
continue;
|
||||
}
|
||||
|
||||
if(*idx_p > 0) {
|
||||
log_warn("%s: vertex array #%i ignored: already using array #%i for %s data", fpath, i, *idx_p, iqm_va_type_str(va->type));
|
||||
continue;
|
||||
}
|
||||
|
||||
if(va->size != expected_size) {
|
||||
log_warn("%s: vertex array #%i ignored: data size mismatch (expected %u; got %u)", fpath, i, expected_size, va->size);
|
||||
continue;
|
||||
}
|
||||
|
||||
if(va->format != IQM_FLOAT) {
|
||||
log_warn("%s: vertex array #%i ignored: %s data type not supported", fpath, i, iqm_va_format_str(va->format));
|
||||
continue;
|
||||
}
|
||||
|
||||
*idx_p = i;
|
||||
|
||||
log_debug("Using vertex array #%u for %s data",
|
||||
i,
|
||||
iqm_va_type_str(va->type)
|
||||
);
|
||||
}
|
||||
|
||||
bool ok = true;
|
||||
|
||||
if(indices->position < 0) {
|
||||
log_error("%s: no position data", fpath);
|
||||
ok = false;
|
||||
}
|
||||
|
||||
if(indices->texcoord < 0) {
|
||||
log_error("%s: no texcoord data", fpath);
|
||||
ok = false;
|
||||
}
|
||||
|
||||
if(indices->normal < 0) {
|
||||
log_error("%s: no normal data", fpath);
|
||||
ok = false;
|
||||
}
|
||||
|
||||
if(indices->tangent < 0) {
|
||||
log_error("%s: no tangent data", fpath);
|
||||
ok = false;
|
||||
}
|
||||
|
||||
return ok;
|
||||
}
|
||||
|
||||
static bool iqm_read_vert_positions(const char *fpath, SDL_RWops *rw, uint num_verts, GenericModelVertex vertices[num_verts]) {
|
||||
for(uint i = 0; i < num_verts; ++i) {
|
||||
if(!read_floats(rw, ARRAY_SIZE(vertices[i].position), vertices[i].position)) {
|
||||
log_error("%s: read error: %s", fpath, SDL_GetError());
|
||||
return false;
|
||||
}
|
||||
}
|
||||
|
||||
return true;
|
||||
}
|
||||
|
||||
static bool iqm_read_vert_texcoords(const char *fpath, SDL_RWops *rw, uint num_verts, GenericModelVertex vertices[num_verts]) {
|
||||
for(uint i = 0; i < num_verts; ++i) {
|
||||
if(!read_floats(rw, ARRAY_SIZE(vertices[i].uv), vertices[i].uv)) {
|
||||
log_error("%s: read error: %s", fpath, SDL_GetError());
|
||||
return false;
|
||||
}
|
||||
|
||||
vertices[i].uv[1] = 1.0 - vertices[i].uv[1];
|
||||
}
|
||||
|
||||
return true;
|
||||
}
|
||||
|
||||
static bool iqm_read_vert_normals(const char *fpath, SDL_RWops *rw, uint num_verts, GenericModelVertex vertices[num_verts]) {
|
||||
for(uint i = 0; i < num_verts; ++i) {
|
||||
if(!read_floats(rw, ARRAY_SIZE(vertices[i].normal), vertices[i].normal)) {
|
||||
log_error("%s: read error: %s", fpath, SDL_GetError());
|
||||
return false;
|
||||
}
|
||||
}
|
||||
|
||||
return true;
|
||||
}
|
||||
|
||||
static bool iqm_read_vert_tangents(const char *fpath, SDL_RWops *rw, uint num_verts, GenericModelVertex vertices[num_verts]) {
|
||||
for(uint i = 0; i < num_verts; ++i) {
|
||||
if(!read_floats(rw, ARRAY_SIZE(vertices[i].tangent), vertices[i].tangent)) {
|
||||
log_error("%s: read error: %s", fpath, SDL_GetError());
|
||||
return false;
|
||||
}
|
||||
}
|
||||
|
||||
return true;
|
||||
}
|
||||
|
||||
static bool iqm_read_triangles(const char *fpath, SDL_RWops *rw, uint num_tris, IQMTriangle triangles[num_tris]) {
|
||||
if(!read_fields(rw, ARRAY_SIZE(triangles->u32_array) * num_tris, triangles->u32_array)) {
|
||||
log_error("%s: read error: %s", fpath, SDL_GetError());
|
||||
return false;
|
||||
}
|
||||
|
||||
return true;
|
||||
}
|
||||
|
||||
static bool range_is_valid(uint32_t total, uint32_t first, uint32_t num) {
|
||||
if(((uint64_t)first + (uint64_t)num) != (first + num)) {
|
||||
return false;
|
||||
}
|
||||
|
||||
if(first + num > total) {
|
||||
return false;
|
||||
}
|
||||
|
||||
return true;
|
||||
}
|
||||
|
||||
static void *load_model_begin(const char *path, uint flags) {
|
||||
SDL_RWops *rw = vfs_open(path, VFS_MODE_READ | VFS_MODE_SEEKABLE);
|
||||
|
||||
if(!rw) {
|
||||
log_error("VFS error: %s", vfs_get_error());
|
||||
return NULL;
|
||||
}
|
||||
|
||||
ModelLoadData *ldata = NULL;
|
||||
IQMMesh *meshes = NULL;
|
||||
IQMVertexArray *vert_arrays = NULL;
|
||||
GenericModelVertex *vertices = NULL;
|
||||
union { uint32_t indices[3]; IQMTriangle tri; } *indices = NULL;
|
||||
|
||||
#define TRY_SEEK(ofs) \
|
||||
do { \
|
||||
if(SDL_RWseek(rw, ofs, RW_SEEK_SET) < 0) { \
|
||||
log_error("%s: %s", path, SDL_GetError()); \
|
||||
goto fail; \
|
||||
} \
|
||||
assert(SDL_RWtell(rw) == ofs); \
|
||||
} while(0)
|
||||
|
||||
#define TRY(...) \
|
||||
do { \
|
||||
if(!(__VA_ARGS__)) { \
|
||||
goto fail; \
|
||||
} \
|
||||
} while(0)
|
||||
|
||||
IQMHeader hdr;
|
||||
TRY(iqm_read_header(path, rw, &hdr));
|
||||
|
||||
assume(hdr.num_meshes > 0);
|
||||
meshes = calloc(hdr.num_meshes, sizeof(*meshes));
|
||||
|
||||
TRY_SEEK(hdr.ofs_meshes);
|
||||
TRY(iqm_read_meshes(path, rw, hdr.num_meshes, meshes));
|
||||
|
||||
for(uint i = 0; i < hdr.num_meshes; ++i) {
|
||||
IQMMesh *mesh = meshes + i;
|
||||
|
||||
if(!range_is_valid(hdr.num_vertexes, mesh->first_vertex, mesh->num_vertexes)) {
|
||||
log_error("%s: mesh %i: vertices out of range", path, i);
|
||||
goto fail;
|
||||
}
|
||||
|
||||
if(!range_is_valid(hdr.num_triangles, mesh->first_triangle, mesh->num_triangles)) {
|
||||
log_error("%s: mesh %i: triangles out of range", path, i);
|
||||
goto fail;
|
||||
}
|
||||
}
|
||||
|
||||
assume(hdr.num_vertexarrays > 0);
|
||||
vert_arrays = calloc(hdr.num_vertexarrays, sizeof(*vert_arrays));
|
||||
|
||||
TRY_SEEK(hdr.ofs_vertexarrays);
|
||||
VertexArrayIndices va_indices;
|
||||
for(uint i = 0; i < NUM_REQUIRED_VERTEX_ARRAYS; ++i) {
|
||||
va_indices.indices[i] = -1;
|
||||
}
|
||||
TRY(iqm_read_vertex_arrays(path, rw, hdr.num_vertexarrays, vert_arrays, &va_indices));
|
||||
|
||||
assume(hdr.num_vertexes > 0);
|
||||
vertices = calloc(hdr.num_vertexes, sizeof(*vertices));
|
||||
|
||||
TRY_SEEK(vert_arrays[va_indices.position].offset);
|
||||
TRY(iqm_read_vert_positions(path, rw, hdr.num_vertexes, vertices));
|
||||
|
||||
TRY_SEEK(vert_arrays[va_indices.texcoord].offset);
|
||||
TRY(iqm_read_vert_texcoords(path, rw, hdr.num_vertexes, vertices));
|
||||
|
||||
TRY_SEEK(vert_arrays[va_indices.normal].offset);
|
||||
TRY(iqm_read_vert_normals(path, rw, hdr.num_vertexes, vertices));
|
||||
|
||||
TRY_SEEK(vert_arrays[va_indices.tangent].offset);
|
||||
TRY(iqm_read_vert_tangents(path, rw, hdr.num_vertexes, vertices));
|
||||
|
||||
assume(hdr.num_triangles > 0);
|
||||
indices = calloc(hdr.num_triangles, sizeof(*indices));
|
||||
|
||||
TRY_SEEK(hdr.ofs_triangles);
|
||||
TRY(iqm_read_triangles(path, rw, hdr.num_triangles, &indices->tri));
|
||||
|
||||
ldata = calloc(1, sizeof(*ldata));
|
||||
ldata->vertices = vertices;
|
||||
ldata->indices = indices->indices;
|
||||
ldata->ofs_vertices = meshes[0].first_vertex;
|
||||
ldata->num_vertices = meshes[0].num_vertexes;
|
||||
ldata->ofs_indices = meshes[0].first_triangle * 3;
|
||||
ldata->num_indices = meshes[0].num_triangles * 3;
|
||||
|
||||
cleanup:
|
||||
free(meshes);
|
||||
free(vert_arrays);
|
||||
SDL_RWclose(rw);
|
||||
return ldata;
|
||||
|
||||
fail:
|
||||
free(vertices);
|
||||
free(indices);
|
||||
free(ldata);
|
||||
goto cleanup;
|
||||
}
|
||||
|
||||
static void *load_model_end(void *opaque, const char *path, uint flags) {
|
||||
ModelLoadData *ldata = opaque;
|
||||
|
||||
if(ldata == NULL) {
|
||||
return NULL;
|
||||
}
|
||||
|
||||
Model *mdl = calloc(1, sizeof(*mdl));
|
||||
|
||||
r_model_add_static(
|
||||
mdl,
|
||||
PRIM_TRIANGLES,
|
||||
ldata->num_vertices,
|
||||
ldata->vertices + ldata->ofs_vertices,
|
||||
ldata->num_indices,
|
||||
ldata->indices + ldata->ofs_indices
|
||||
);
|
||||
|
||||
free(ldata->vertices);
|
||||
free(ldata->indices);
|
||||
free(ldata);
|
||||
|
||||
return mdl;
|
||||
}
|
||||
|
||||
static char *model_path(const char *name) {
|
||||
return strjoin(MDL_PATH_PREFIX, name, MDL_EXTENSION, NULL);
|
||||
}
|
||||
|
||||
static bool check_model_path(const char *path) {
|
||||
return strendswith(path, MDL_EXTENSION);
|
||||
}
|
||||
|
||||
static void unload_model(void *model) { // Does not delete elements from the VBO, so doing this at runtime is leaking VBO space
|
||||
free(model);
|
||||
}
|
||||
|
||||
ResourceHandler model_res_handler = {
|
||||
.type = RES_MODEL,
|
||||
|
@ -29,239 +492,3 @@ ResourceHandler model_res_handler = {
|
|||
.unload = unload_model,
|
||||
},
|
||||
};
|
||||
|
||||
static bool parse_obj(const char *filename, ObjFileData *data);
|
||||
static void free_obj(ObjFileData *data);
|
||||
|
||||
char* model_path(const char *name) {
|
||||
return strjoin(MDL_PATH_PREFIX, name, MDL_EXTENSION, NULL);
|
||||
}
|
||||
|
||||
bool check_model_path(const char *path) {
|
||||
return strendswith(path, MDL_EXTENSION);
|
||||
}
|
||||
|
||||
typedef struct ModelLoadData {
|
||||
GenericModelVertex *verts;
|
||||
uint *indices;
|
||||
uint icount;
|
||||
} ModelLoadData;
|
||||
|
||||
void* load_model_begin(const char *path, uint flags) {
|
||||
ObjFileData *data = malloc(sizeof(ObjFileData));
|
||||
GenericModelVertex *verts;
|
||||
|
||||
if(!parse_obj(path, data)) {
|
||||
free(data);
|
||||
return NULL;
|
||||
}
|
||||
|
||||
uint *indices = calloc(data->icount, sizeof(uint));
|
||||
uint icount = data->icount;
|
||||
|
||||
verts = calloc(data->icount, sizeof(GenericModelVertex));
|
||||
|
||||
#define BADREF(filename,aux,n) { \
|
||||
log_error("OBJ file '%s': Index %d: bad %s index reference\n", filename, n, aux); \
|
||||
goto fail; \
|
||||
}
|
||||
|
||||
memset(verts, 0, data->icount*sizeof(GenericModelVertex));
|
||||
|
||||
for(uint i = 0; i < data->icount; i++) {
|
||||
int xi, ni, ti;
|
||||
|
||||
xi = data->indices[i][0]-1;
|
||||
if(xi < 0 || xi >= data->xcount)
|
||||
BADREF(path, "vertex", i);
|
||||
|
||||
memcpy(verts[i].position, data->xs[xi], sizeof(vec3_noalign));
|
||||
|
||||
if(data->tcount) {
|
||||
ti = data->indices[i][1]-1;
|
||||
if(ti < 0 || ti >= data->tcount)
|
||||
BADREF(path, "texcoord", i);
|
||||
|
||||
verts[i].uv.s = data->texcoords[ti][0];
|
||||
verts[i].uv.t = data->texcoords[ti][1];
|
||||
}
|
||||
|
||||
if(data->ncount) {
|
||||
ni = data->indices[i][2]-1;
|
||||
if(ni < 0 || ni >= data->ncount)
|
||||
BADREF(path, "normal", ni);
|
||||
|
||||
memcpy(verts[i].normal, data->normals[ni], sizeof(vec3_noalign));
|
||||
}
|
||||
|
||||
indices[i] = i;
|
||||
}
|
||||
|
||||
free_obj(data);
|
||||
free(data);
|
||||
|
||||
#undef BADREF
|
||||
|
||||
ModelLoadData *ldata = malloc(sizeof(ModelLoadData));
|
||||
ldata->verts = verts;
|
||||
ldata->indices = indices;
|
||||
ldata->icount = icount;
|
||||
|
||||
return ldata;
|
||||
|
||||
fail:
|
||||
free(indices);
|
||||
free(verts);
|
||||
free_obj(data);
|
||||
free(data);
|
||||
return NULL;
|
||||
}
|
||||
|
||||
void* load_model_end(void *opaque, const char *path, uint flags) {
|
||||
ModelLoadData *ldata = opaque;
|
||||
|
||||
if(!ldata) {
|
||||
return NULL;
|
||||
}
|
||||
|
||||
Model *model = calloc(1, sizeof(Model));
|
||||
r_model_add_static(model, PRIM_TRIANGLES, ldata->icount, ldata->verts, ldata->indices);
|
||||
|
||||
free(ldata->verts);
|
||||
free(ldata->indices);
|
||||
free(ldata);
|
||||
|
||||
return model;
|
||||
}
|
||||
|
||||
void unload_model(void *model) { // Does not delete elements from the VBO, so doing this at runtime is leaking VBO space
|
||||
free(model);
|
||||
}
|
||||
|
||||
static void free_obj(ObjFileData *data) {
|
||||
free(data->xs);
|
||||
free(data->normals);
|
||||
free(data->texcoords);
|
||||
free(data->indices);
|
||||
}
|
||||
|
||||
static bool parse_obj(const char *filename, ObjFileData *data) {
|
||||
SDL_RWops *rw = vfs_open(filename, VFS_MODE_READ);
|
||||
|
||||
if(!rw) {
|
||||
log_error("VFS error: %s", vfs_get_error());
|
||||
return false;
|
||||
}
|
||||
|
||||
char line[256], *save;
|
||||
vec3_noalign buf;
|
||||
char mode;
|
||||
int linen = 0;
|
||||
|
||||
memset(data, 0, sizeof(ObjFileData));
|
||||
|
||||
while(SDL_RWgets(rw, line, sizeof(line))) {
|
||||
linen++;
|
||||
|
||||
char *first;
|
||||
first = strtok_r(line, " \n", &save);
|
||||
|
||||
if(strcmp(first, "v") == 0)
|
||||
mode = 'v';
|
||||
else if(strcmp(first, "vt") == 0)
|
||||
mode = 't';
|
||||
else if(strcmp(first, "vn") == 0)
|
||||
mode = 'n';
|
||||
else if(strcmp(first, "f") == 0)
|
||||
mode = 'f';
|
||||
else
|
||||
mode = 0;
|
||||
|
||||
if(mode != 0 && mode != 'f') {
|
||||
buf[0] = atof(strtok_r(NULL, " \n", &save));
|
||||
char *wtf = strtok_r(NULL, " \n", &save);
|
||||
buf[1] = atof(wtf);
|
||||
if(mode != 't')
|
||||
buf[2] = atof(strtok_r(NULL, " \n", &save));
|
||||
|
||||
switch(mode) {
|
||||
case 'v':
|
||||
data->xs = realloc(data->xs, sizeof(vec3_noalign)*(++data->xcount));
|
||||
memcpy(data->xs[data->xcount-1], buf, sizeof(vec3_noalign));
|
||||
break;
|
||||
case 't':
|
||||
data->texcoords = realloc(data->texcoords, sizeof(vec3_noalign)*(++data->tcount));
|
||||
memcpy(data->texcoords[data->tcount-1], buf, sizeof(vec3_noalign));
|
||||
break;
|
||||
case 'n':
|
||||
data->normals = realloc(data->normals, sizeof(vec3_noalign)*(++data->ncount));
|
||||
memcpy(data->normals[data->ncount-1], buf, sizeof(vec3_noalign));
|
||||
break;
|
||||
}
|
||||
} else if(mode == 'f') {
|
||||
char *segment, *seg;
|
||||
int j = 0, jj;
|
||||
ivec3_noalign ibuf;
|
||||
memset(ibuf, 0, sizeof(ibuf));
|
||||
|
||||
while((segment = strtok_r(NULL, " \n", &save))) {
|
||||
seg = segment;
|
||||
j++;
|
||||
|
||||
jj = 0;
|
||||
while(jj < 3) {
|
||||
ibuf[jj] = atoi(seg);
|
||||
jj++;
|
||||
|
||||
while(*seg != '\0' && *(++seg) != '/');
|
||||
|
||||
if(*seg == '\0')
|
||||
break;
|
||||
else
|
||||
seg++;
|
||||
}
|
||||
|
||||
if(strstr(segment, "//")) {
|
||||
ibuf[2] = ibuf[1];
|
||||
ibuf[1] = 0;
|
||||
}
|
||||
|
||||
if(jj == 0 || jj > 3 || segment[0] == '/') {
|
||||
log_error("OBJ file '%s:%d': Parsing error: Corrupt face definition", filename, linen);
|
||||
goto fail;
|
||||
}
|
||||
|
||||
data->indices = realloc(data->indices, sizeof(ivec3_noalign)*(++data->icount));
|
||||
memcpy(data->indices[data->icount-1], ibuf, sizeof(ivec3_noalign));
|
||||
}
|
||||
|
||||
if(data->fverts == 0)
|
||||
data->fverts = j;
|
||||
|
||||
if(data->fverts != j) {
|
||||
log_error("OBJ file '%s:%d': Parsing error: face vertex count must stay the same in the whole file", filename, linen);
|
||||
goto fail;
|
||||
}
|
||||
|
||||
if(data->fverts != 3) {
|
||||
log_error("OBJ file '%s:%d': Parsing error: face vertex count must be 3", filename, linen);
|
||||
goto fail;
|
||||
}
|
||||
}
|
||||
}
|
||||
|
||||
SDL_RWclose(rw);
|
||||
return true;
|
||||
|
||||
fail:
|
||||
SDL_RWclose(rw);
|
||||
free(data->indices);
|
||||
free(data->normals);
|
||||
free(data->xs);
|
||||
return false;
|
||||
}
|
||||
|
||||
Model* get_model(const char *name) {
|
||||
return get_resource(RES_MODEL, name, RESF_DEFAULT)->data;
|
||||
}
|
||||
|
||||
|
|
|
@ -11,46 +11,21 @@
|
|||
|
||||
#include "taisei.h"
|
||||
|
||||
#include "util.h"
|
||||
#include "resource.h"
|
||||
|
||||
#include "renderer/api.h"
|
||||
|
||||
typedef struct ObjFileData {
|
||||
vec3_noalign *xs;
|
||||
int xcount;
|
||||
|
||||
vec3_noalign *normals;
|
||||
int ncount;
|
||||
|
||||
vec3_noalign *texcoords;
|
||||
int tcount;
|
||||
|
||||
ivec3_noalign *indices;
|
||||
int icount;
|
||||
|
||||
int fverts;
|
||||
} ObjFileData;
|
||||
|
||||
struct Model {
|
||||
VertexArray *vertex_array;
|
||||
size_t num_vertices;
|
||||
size_t num_indices;
|
||||
size_t offset;
|
||||
Primitive primitive;
|
||||
bool indexed;
|
||||
};
|
||||
|
||||
char* model_path(const char *name);
|
||||
bool check_model_path(const char *path);
|
||||
void* load_model_begin(const char *path, uint flags);
|
||||
void* load_model_end(void *opaque, const char *path, uint flags);
|
||||
void unload_model(void*); // Does not delete elements from the VBO, so doing this at runtime is leaking VBO space
|
||||
|
||||
Model* get_model(const char *name);
|
||||
INLINE Model *get_model(const char *name) {
|
||||
return get_resource(RES_MODEL, name, RESF_DEFAULT)->data;
|
||||
}
|
||||
|
||||
extern ResourceHandler model_res_handler;
|
||||
|
||||
#define MDL_PATH_PREFIX "res/models/"
|
||||
#define MDL_EXTENSION ".obj"
|
||||
|
||||
#endif // IGUARD_resource_model_h
|
||||
|
|
|
@ -1604,7 +1604,8 @@ static void stage_draw_framerate_graphs(float x, float y, float w, float h) {
|
|||
void stage_draw_hud(void) {
|
||||
// Background
|
||||
r_mat_mv_push();
|
||||
r_mat_mv_translate(SCREEN_W*0.5, SCREEN_H*0.5, 0);
|
||||
r_mat_mv_translate(SCREEN_W * 0.5, SCREEN_H * 0.5, 0);
|
||||
r_mat_mv_scale(SCREEN_W, SCREEN_W, 1);
|
||||
r_shader_standard();
|
||||
r_uniform_sampler("tex", "hud");
|
||||
r_draw_model("hud");
|
||||
|
|
Loading…
Reference in a new issue