├── CNAME
├── robots.txt
├── snap.png
├── favicon.ico
├── index.html
├── OBJLoader.js
└── obj
└── Tombstone.obj
/CNAME:
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1 | grass.business
2 |
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/robots.txt:
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1 | User-agent: *
2 | Disallow: /
3 |
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/snap.png:
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https://raw.githubusercontent.com/whatever/grass.business/master/snap.png
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/favicon.ico:
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https://raw.githubusercontent.com/whatever/grass.business/master/favicon.ico
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/index.html:
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1 |
2 |
3 |
4 | x_x
5 |
6 |
7 |
8 |
9 |
10 |
11 |
12 |
13 |
14 |
15 |
16 |
17 |
18 |
19 |
20 |
21 |
22 |
23 |
24 |
80 |
81 |
82 |
83 | I DON'T REALLY WANT TO THINK ABOUT IT
84 |
85 |
128 |
129 |
130 |
131 |
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/OBJLoader.js:
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1 | /**
2 | * @author mrdoob / http://mrdoob.com/
3 | */
4 |
5 | THREE.OBJLoader = ( function () {
6 |
7 | // o object_name | g group_name
8 | var object_pattern = /^[og]\s*(.+)?/;
9 | // mtllib file_reference
10 | var material_library_pattern = /^mtllib /;
11 | // usemtl material_name
12 | var material_use_pattern = /^usemtl /;
13 |
14 | function ParserState() {
15 |
16 | var state = {
17 | objects: [],
18 | object: {},
19 |
20 | vertices: [],
21 | normals: [],
22 | colors: [],
23 | uvs: [],
24 |
25 | materialLibraries: [],
26 |
27 | startObject: function ( name, fromDeclaration ) {
28 |
29 | // If the current object (initial from reset) is not from a g/o declaration in the parsed
30 | // file. We need to use it for the first parsed g/o to keep things in sync.
31 | if ( this.object && this.object.fromDeclaration === false ) {
32 |
33 | this.object.name = name;
34 | this.object.fromDeclaration = ( fromDeclaration !== false );
35 | return;
36 |
37 | }
38 |
39 | var previousMaterial = ( this.object && typeof this.object.currentMaterial === 'function' ? this.object.currentMaterial() : undefined );
40 |
41 | if ( this.object && typeof this.object._finalize === 'function' ) {
42 |
43 | this.object._finalize( true );
44 |
45 | }
46 |
47 | this.object = {
48 | name: name || '',
49 | fromDeclaration: ( fromDeclaration !== false ),
50 |
51 | geometry: {
52 | vertices: [],
53 | normals: [],
54 | colors: [],
55 | uvs: []
56 | },
57 | materials: [],
58 | smooth: true,
59 |
60 | startMaterial: function ( name, libraries ) {
61 |
62 | var previous = this._finalize( false );
63 |
64 | // New usemtl declaration overwrites an inherited material, except if faces were declared
65 | // after the material, then it must be preserved for proper MultiMaterial continuation.
66 | if ( previous && ( previous.inherited || previous.groupCount <= 0 ) ) {
67 |
68 | this.materials.splice( previous.index, 1 );
69 |
70 | }
71 |
72 | var material = {
73 | index: this.materials.length,
74 | name: name || '',
75 | mtllib: ( Array.isArray( libraries ) && libraries.length > 0 ? libraries[ libraries.length - 1 ] : '' ),
76 | smooth: ( previous !== undefined ? previous.smooth : this.smooth ),
77 | groupStart: ( previous !== undefined ? previous.groupEnd : 0 ),
78 | groupEnd: - 1,
79 | groupCount: - 1,
80 | inherited: false,
81 |
82 | clone: function ( index ) {
83 |
84 | var cloned = {
85 | index: ( typeof index === 'number' ? index : this.index ),
86 | name: this.name,
87 | mtllib: this.mtllib,
88 | smooth: this.smooth,
89 | groupStart: 0,
90 | groupEnd: - 1,
91 | groupCount: - 1,
92 | inherited: false
93 | };
94 | cloned.clone = this.clone.bind( cloned );
95 | return cloned;
96 |
97 | }
98 | };
99 |
100 | this.materials.push( material );
101 |
102 | return material;
103 |
104 | },
105 |
106 | currentMaterial: function () {
107 |
108 | if ( this.materials.length > 0 ) {
109 |
110 | return this.materials[ this.materials.length - 1 ];
111 |
112 | }
113 |
114 | return undefined;
115 |
116 | },
117 |
118 | _finalize: function ( end ) {
119 |
120 | var lastMultiMaterial = this.currentMaterial();
121 | if ( lastMultiMaterial && lastMultiMaterial.groupEnd === - 1 ) {
122 |
123 | lastMultiMaterial.groupEnd = this.geometry.vertices.length / 3;
124 | lastMultiMaterial.groupCount = lastMultiMaterial.groupEnd - lastMultiMaterial.groupStart;
125 | lastMultiMaterial.inherited = false;
126 |
127 | }
128 |
129 | // Ignore objects tail materials if no face declarations followed them before a new o/g started.
130 | if ( end && this.materials.length > 1 ) {
131 |
132 | for ( var mi = this.materials.length - 1; mi >= 0; mi -- ) {
133 |
134 | if ( this.materials[ mi ].groupCount <= 0 ) {
135 |
136 | this.materials.splice( mi, 1 );
137 |
138 | }
139 |
140 | }
141 |
142 | }
143 |
144 | // Guarantee at least one empty material, this makes the creation later more straight forward.
145 | if ( end && this.materials.length === 0 ) {
146 |
147 | this.materials.push( {
148 | name: '',
149 | smooth: this.smooth
150 | } );
151 |
152 | }
153 |
154 | return lastMultiMaterial;
155 |
156 | }
157 | };
158 |
159 | // Inherit previous objects material.
160 | // Spec tells us that a declared material must be set to all objects until a new material is declared.
161 | // If a usemtl declaration is encountered while this new object is being parsed, it will
162 | // overwrite the inherited material. Exception being that there was already face declarations
163 | // to the inherited material, then it will be preserved for proper MultiMaterial continuation.
164 |
165 | if ( previousMaterial && previousMaterial.name && typeof previousMaterial.clone === 'function' ) {
166 |
167 | var declared = previousMaterial.clone( 0 );
168 | declared.inherited = true;
169 | this.object.materials.push( declared );
170 |
171 | }
172 |
173 | this.objects.push( this.object );
174 |
175 | },
176 |
177 | finalize: function () {
178 |
179 | if ( this.object && typeof this.object._finalize === 'function' ) {
180 |
181 | this.object._finalize( true );
182 |
183 | }
184 |
185 | },
186 |
187 | parseVertexIndex: function ( value, len ) {
188 |
189 | var index = parseInt( value, 10 );
190 | return ( index >= 0 ? index - 1 : index + len / 3 ) * 3;
191 |
192 | },
193 |
194 | parseNormalIndex: function ( value, len ) {
195 |
196 | var index = parseInt( value, 10 );
197 | return ( index >= 0 ? index - 1 : index + len / 3 ) * 3;
198 |
199 | },
200 |
201 | parseUVIndex: function ( value, len ) {
202 |
203 | var index = parseInt( value, 10 );
204 | return ( index >= 0 ? index - 1 : index + len / 2 ) * 2;
205 |
206 | },
207 |
208 | addVertex: function ( a, b, c ) {
209 |
210 | var src = this.vertices;
211 | var dst = this.object.geometry.vertices;
212 |
213 | dst.push( src[ a + 0 ], src[ a + 1 ], src[ a + 2 ] );
214 | dst.push( src[ b + 0 ], src[ b + 1 ], src[ b + 2 ] );
215 | dst.push( src[ c + 0 ], src[ c + 1 ], src[ c + 2 ] );
216 |
217 | },
218 |
219 | addVertexPoint: function ( a ) {
220 |
221 | var src = this.vertices;
222 | var dst = this.object.geometry.vertices;
223 |
224 | dst.push( src[ a + 0 ], src[ a + 1 ], src[ a + 2 ] );
225 |
226 | },
227 |
228 | addVertexLine: function ( a ) {
229 |
230 | var src = this.vertices;
231 | var dst = this.object.geometry.vertices;
232 |
233 | dst.push( src[ a + 0 ], src[ a + 1 ], src[ a + 2 ] );
234 |
235 | },
236 |
237 | addNormal: function ( a, b, c ) {
238 |
239 | var src = this.normals;
240 | var dst = this.object.geometry.normals;
241 |
242 | dst.push( src[ a + 0 ], src[ a + 1 ], src[ a + 2 ] );
243 | dst.push( src[ b + 0 ], src[ b + 1 ], src[ b + 2 ] );
244 | dst.push( src[ c + 0 ], src[ c + 1 ], src[ c + 2 ] );
245 |
246 | },
247 |
248 | addColor: function ( a, b, c ) {
249 |
250 | var src = this.colors;
251 | var dst = this.object.geometry.colors;
252 |
253 | dst.push( src[ a + 0 ], src[ a + 1 ], src[ a + 2 ] );
254 | dst.push( src[ b + 0 ], src[ b + 1 ], src[ b + 2 ] );
255 | dst.push( src[ c + 0 ], src[ c + 1 ], src[ c + 2 ] );
256 |
257 | },
258 |
259 | addUV: function ( a, b, c ) {
260 |
261 | var src = this.uvs;
262 | var dst = this.object.geometry.uvs;
263 |
264 | dst.push( src[ a + 0 ], src[ a + 1 ] );
265 | dst.push( src[ b + 0 ], src[ b + 1 ] );
266 | dst.push( src[ c + 0 ], src[ c + 1 ] );
267 |
268 | },
269 |
270 | addUVLine: function ( a ) {
271 |
272 | var src = this.uvs;
273 | var dst = this.object.geometry.uvs;
274 |
275 | dst.push( src[ a + 0 ], src[ a + 1 ] );
276 |
277 | },
278 |
279 | addFace: function ( a, b, c, ua, ub, uc, na, nb, nc ) {
280 |
281 | var vLen = this.vertices.length;
282 |
283 | var ia = this.parseVertexIndex( a, vLen );
284 | var ib = this.parseVertexIndex( b, vLen );
285 | var ic = this.parseVertexIndex( c, vLen );
286 |
287 | this.addVertex( ia, ib, ic );
288 |
289 | if ( ua !== undefined ) {
290 |
291 | var uvLen = this.uvs.length;
292 |
293 | ia = this.parseUVIndex( ua, uvLen );
294 | ib = this.parseUVIndex( ub, uvLen );
295 | ic = this.parseUVIndex( uc, uvLen );
296 |
297 | this.addUV( ia, ib, ic );
298 |
299 | }
300 |
301 | if ( na !== undefined ) {
302 |
303 | // Normals are many times the same. If so, skip function call and parseInt.
304 | var nLen = this.normals.length;
305 | ia = this.parseNormalIndex( na, nLen );
306 |
307 | ib = na === nb ? ia : this.parseNormalIndex( nb, nLen );
308 | ic = na === nc ? ia : this.parseNormalIndex( nc, nLen );
309 |
310 | this.addNormal( ia, ib, ic );
311 |
312 | }
313 |
314 | if ( this.colors.length > 0 ) {
315 |
316 | this.addColor( ia, ib, ic );
317 |
318 | }
319 |
320 | },
321 |
322 | addPointGeometry: function ( vertices ) {
323 |
324 | this.object.geometry.type = 'Points';
325 |
326 | var vLen = this.vertices.length;
327 |
328 | for ( var vi = 0, l = vertices.length; vi < l; vi ++ ) {
329 |
330 | this.addVertexPoint( this.parseVertexIndex( vertices[ vi ], vLen ) );
331 |
332 | }
333 |
334 | },
335 |
336 | addLineGeometry: function ( vertices, uvs ) {
337 |
338 | this.object.geometry.type = 'Line';
339 |
340 | var vLen = this.vertices.length;
341 | var uvLen = this.uvs.length;
342 |
343 | for ( var vi = 0, l = vertices.length; vi < l; vi ++ ) {
344 |
345 | this.addVertexLine( this.parseVertexIndex( vertices[ vi ], vLen ) );
346 |
347 | }
348 |
349 | for ( var uvi = 0, l = uvs.length; uvi < l; uvi ++ ) {
350 |
351 | this.addUVLine( this.parseUVIndex( uvs[ uvi ], uvLen ) );
352 |
353 | }
354 |
355 | }
356 |
357 | };
358 |
359 | state.startObject( '', false );
360 |
361 | return state;
362 |
363 | }
364 |
365 | //
366 |
367 | function OBJLoader( manager ) {
368 |
369 | this.manager = ( manager !== undefined ) ? manager : THREE.DefaultLoadingManager;
370 |
371 | this.materials = null;
372 |
373 | }
374 |
375 | OBJLoader.prototype = {
376 |
377 | constructor: OBJLoader,
378 |
379 | load: function ( url, onLoad, onProgress, onError ) {
380 |
381 | var scope = this;
382 |
383 | var loader = new THREE.FileLoader( scope.manager );
384 | loader.setPath( this.path );
385 | loader.load( url, function ( text ) {
386 |
387 | onLoad( scope.parse( text ) );
388 |
389 | }, onProgress, onError );
390 |
391 | },
392 |
393 | setPath: function ( value ) {
394 |
395 | this.path = value;
396 |
397 | },
398 |
399 | setMaterials: function ( materials ) {
400 |
401 | this.materials = materials;
402 |
403 | return this;
404 |
405 | },
406 |
407 | parse: function ( text ) {
408 |
409 | console.time( 'OBJLoader' );
410 |
411 | var state = new ParserState();
412 |
413 | if ( text.indexOf( '\r\n' ) !== - 1 ) {
414 |
415 | // This is faster than String.split with regex that splits on both
416 | text = text.replace( /\r\n/g, '\n' );
417 |
418 | }
419 |
420 | if ( text.indexOf( '\\\n' ) !== - 1 ) {
421 |
422 | // join lines separated by a line continuation character (\)
423 | text = text.replace( /\\\n/g, '' );
424 |
425 | }
426 |
427 | var lines = text.split( '\n' );
428 | var line = '', lineFirstChar = '';
429 | var lineLength = 0;
430 | var result = [];
431 |
432 | // Faster to just trim left side of the line. Use if available.
433 | var trimLeft = ( typeof ''.trimLeft === 'function' );
434 |
435 | for ( var i = 0, l = lines.length; i < l; i ++ ) {
436 |
437 | line = lines[ i ];
438 |
439 | line = trimLeft ? line.trimLeft() : line.trim();
440 |
441 | lineLength = line.length;
442 |
443 | if ( lineLength === 0 ) continue;
444 |
445 | lineFirstChar = line.charAt( 0 );
446 |
447 | // @todo invoke passed in handler if any
448 | if ( lineFirstChar === '#' ) continue;
449 |
450 | if ( lineFirstChar === 'v' ) {
451 |
452 | var data = line.split( /\s+/ );
453 |
454 | switch ( data[ 0 ] ) {
455 |
456 | case 'v':
457 | state.vertices.push(
458 | parseFloat( data[ 1 ] ),
459 | parseFloat( data[ 2 ] ),
460 | parseFloat( data[ 3 ] )
461 | );
462 | if ( data.length === 8 ) {
463 |
464 | state.colors.push(
465 | parseFloat( data[ 4 ] ),
466 | parseFloat( data[ 5 ] ),
467 | parseFloat( data[ 6 ] )
468 |
469 | );
470 |
471 | }
472 | break;
473 | case 'vn':
474 | state.normals.push(
475 | parseFloat( data[ 1 ] ),
476 | parseFloat( data[ 2 ] ),
477 | parseFloat( data[ 3 ] )
478 | );
479 | break;
480 | case 'vt':
481 | state.uvs.push(
482 | parseFloat( data[ 1 ] ),
483 | parseFloat( data[ 2 ] )
484 | );
485 | break;
486 |
487 | }
488 |
489 | } else if ( lineFirstChar === 'f' ) {
490 |
491 | var lineData = line.substr( 1 ).trim();
492 | var vertexData = lineData.split( /\s+/ );
493 | var faceVertices = [];
494 |
495 | // Parse the face vertex data into an easy to work with format
496 |
497 | for ( var j = 0, jl = vertexData.length; j < jl; j ++ ) {
498 |
499 | var vertex = vertexData[ j ];
500 |
501 | if ( vertex.length > 0 ) {
502 |
503 | var vertexParts = vertex.split( '/' );
504 | faceVertices.push( vertexParts );
505 |
506 | }
507 |
508 | }
509 |
510 | // Draw an edge between the first vertex and all subsequent vertices to form an n-gon
511 |
512 | var v1 = faceVertices[ 0 ];
513 |
514 | for ( var j = 1, jl = faceVertices.length - 1; j < jl; j ++ ) {
515 |
516 | var v2 = faceVertices[ j ];
517 | var v3 = faceVertices[ j + 1 ];
518 |
519 | state.addFace(
520 | v1[ 0 ], v2[ 0 ], v3[ 0 ],
521 | v1[ 1 ], v2[ 1 ], v3[ 1 ],
522 | v1[ 2 ], v2[ 2 ], v3[ 2 ]
523 | );
524 |
525 | }
526 |
527 | } else if ( lineFirstChar === 'l' ) {
528 |
529 | var lineParts = line.substring( 1 ).trim().split( " " );
530 | var lineVertices = [], lineUVs = [];
531 |
532 | if ( line.indexOf( "/" ) === - 1 ) {
533 |
534 | lineVertices = lineParts;
535 |
536 | } else {
537 |
538 | for ( var li = 0, llen = lineParts.length; li < llen; li ++ ) {
539 |
540 | var parts = lineParts[ li ].split( "/" );
541 |
542 | if ( parts[ 0 ] !== "" ) lineVertices.push( parts[ 0 ] );
543 | if ( parts[ 1 ] !== "" ) lineUVs.push( parts[ 1 ] );
544 |
545 | }
546 |
547 | }
548 | state.addLineGeometry( lineVertices, lineUVs );
549 |
550 | } else if ( lineFirstChar === 'p' ) {
551 |
552 | var lineData = line.substr( 1 ).trim();
553 | var pointData = lineData.split( " " );
554 |
555 | state.addPointGeometry( pointData );
556 |
557 | } else if ( ( result = object_pattern.exec( line ) ) !== null ) {
558 |
559 | // o object_name
560 | // or
561 | // g group_name
562 |
563 | // WORKAROUND: https://bugs.chromium.org/p/v8/issues/detail?id=2869
564 | // var name = result[ 0 ].substr( 1 ).trim();
565 | var name = ( " " + result[ 0 ].substr( 1 ).trim() ).substr( 1 );
566 |
567 | state.startObject( name );
568 |
569 | } else if ( material_use_pattern.test( line ) ) {
570 |
571 | // material
572 |
573 | state.object.startMaterial( line.substring( 7 ).trim(), state.materialLibraries );
574 |
575 | } else if ( material_library_pattern.test( line ) ) {
576 |
577 | // mtl file
578 |
579 | state.materialLibraries.push( line.substring( 7 ).trim() );
580 |
581 | } else if ( lineFirstChar === 's' ) {
582 |
583 | result = line.split( ' ' );
584 |
585 | // smooth shading
586 |
587 | // @todo Handle files that have varying smooth values for a set of faces inside one geometry,
588 | // but does not define a usemtl for each face set.
589 | // This should be detected and a dummy material created (later MultiMaterial and geometry groups).
590 | // This requires some care to not create extra material on each smooth value for "normal" obj files.
591 | // where explicit usemtl defines geometry groups.
592 | // Example asset: examples/models/obj/cerberus/Cerberus.obj
593 |
594 | /*
595 | * http://paulbourke.net/dataformats/obj/
596 | * or
597 | * http://www.cs.utah.edu/~boulos/cs3505/obj_spec.pdf
598 | *
599 | * From chapter "Grouping" Syntax explanation "s group_number":
600 | * "group_number is the smoothing group number. To turn off smoothing groups, use a value of 0 or off.
601 | * Polygonal elements use group numbers to put elements in different smoothing groups. For free-form
602 | * surfaces, smoothing groups are either turned on or off; there is no difference between values greater
603 | * than 0."
604 | */
605 | if ( result.length > 1 ) {
606 |
607 | var value = result[ 1 ].trim().toLowerCase();
608 | state.object.smooth = ( value !== '0' && value !== 'off' );
609 |
610 | } else {
611 |
612 | // ZBrush can produce "s" lines #11707
613 | state.object.smooth = true;
614 |
615 | }
616 | var material = state.object.currentMaterial();
617 | if ( material ) material.smooth = state.object.smooth;
618 |
619 | } else {
620 |
621 | // Handle null terminated files without exception
622 | if ( line === '\0' ) continue;
623 |
624 | throw new Error( 'THREE.OBJLoader: Unexpected line: "' + line + '"' );
625 |
626 | }
627 |
628 | }
629 |
630 | state.finalize();
631 |
632 | var container = new THREE.Group();
633 | container.materialLibraries = [].concat( state.materialLibraries );
634 |
635 | for ( var i = 0, l = state.objects.length; i < l; i ++ ) {
636 |
637 | var object = state.objects[ i ];
638 | var geometry = object.geometry;
639 | var materials = object.materials;
640 | var isLine = ( geometry.type === 'Line' );
641 | var isPoints = ( geometry.type === 'Points' );
642 | var hasVertexColors = false;
643 |
644 | // Skip o/g line declarations that did not follow with any faces
645 | if ( geometry.vertices.length === 0 ) continue;
646 |
647 | var buffergeometry = new THREE.BufferGeometry();
648 |
649 | buffergeometry.addAttribute( 'position', new THREE.Float32BufferAttribute( geometry.vertices, 3 ) );
650 |
651 | if ( geometry.normals.length > 0 ) {
652 |
653 | buffergeometry.addAttribute( 'normal', new THREE.Float32BufferAttribute( geometry.normals, 3 ) );
654 |
655 | } else {
656 |
657 | buffergeometry.computeVertexNormals();
658 |
659 | }
660 |
661 | if ( geometry.colors.length > 0 ) {
662 |
663 | hasVertexColors = true;
664 | buffergeometry.addAttribute( 'color', new THREE.Float32BufferAttribute( geometry.colors, 3 ) );
665 |
666 | }
667 |
668 | if ( geometry.uvs.length > 0 ) {
669 |
670 | buffergeometry.addAttribute( 'uv', new THREE.Float32BufferAttribute( geometry.uvs, 2 ) );
671 |
672 | }
673 |
674 | // Create materials
675 |
676 | var createdMaterials = [];
677 |
678 | for ( var mi = 0, miLen = materials.length; mi < miLen; mi ++ ) {
679 |
680 | var sourceMaterial = materials[ mi ];
681 | var material = undefined;
682 |
683 | if ( this.materials !== null ) {
684 |
685 | material = this.materials.create( sourceMaterial.name );
686 |
687 | // mtl etc. loaders probably can't create line materials correctly, copy properties to a line material.
688 | if ( isLine && material && ! ( material instanceof THREE.LineBasicMaterial ) ) {
689 |
690 | var materialLine = new THREE.LineBasicMaterial();
691 | materialLine.copy( material );
692 | materialLine.lights = false; // TOFIX
693 | material = materialLine;
694 |
695 | } else if ( isPoints && material && ! ( material instanceof THREE.PointsMaterial ) ) {
696 |
697 | var materialPoints = new THREE.PointsMaterial( { size: 10, sizeAttenuation: false } );
698 | materialLine.copy( material );
699 | material = materialPoints;
700 |
701 | }
702 |
703 | }
704 |
705 | if ( ! material ) {
706 |
707 | if ( isLine ) {
708 |
709 | material = new THREE.LineBasicMaterial();
710 |
711 | } else if ( isPoints ) {
712 |
713 | material = new THREE.PointsMaterial( { size: 1, sizeAttenuation: false } );
714 |
715 | } else {
716 |
717 | material = new THREE.MeshPhongMaterial();
718 |
719 | }
720 |
721 | material.name = sourceMaterial.name;
722 |
723 | }
724 |
725 | material.flatShading = sourceMaterial.smooth ? false : true;
726 | material.vertexColors = hasVertexColors ? THREE.VertexColors : THREE.NoColors;
727 |
728 | createdMaterials.push( material );
729 |
730 | }
731 |
732 | // Create mesh
733 |
734 | var mesh;
735 |
736 | if ( createdMaterials.length > 1 ) {
737 |
738 | for ( var mi = 0, miLen = materials.length; mi < miLen; mi ++ ) {
739 |
740 | var sourceMaterial = materials[ mi ];
741 | buffergeometry.addGroup( sourceMaterial.groupStart, sourceMaterial.groupCount, mi );
742 |
743 | }
744 |
745 | if ( isLine ) {
746 |
747 | mesh = new THREE.LineSegments( buffergeometry, createdMaterials );
748 |
749 | } else if ( isPoints ) {
750 |
751 | mesh = new THREE.Points( buffergeometry, createdMaterials );
752 |
753 | } else {
754 |
755 | mesh = new THREE.Mesh( buffergeometry, createdMaterials );
756 |
757 | }
758 |
759 | } else {
760 |
761 | if ( isLine ) {
762 |
763 | mesh = new THREE.LineSegments( buffergeometry, createdMaterials[ 0 ] );
764 |
765 | } else if ( isPoints ) {
766 |
767 | mesh = new THREE.Points( buffergeometry, createdMaterials[ 0 ] );
768 |
769 | } else {
770 |
771 | mesh = new THREE.Mesh( buffergeometry, createdMaterials[ 0 ] );
772 |
773 | }
774 |
775 | }
776 |
777 | mesh.name = object.name;
778 |
779 | container.add( mesh );
780 |
781 | }
782 |
783 | console.timeEnd( 'OBJLoader' );
784 |
785 | return container;
786 |
787 | }
788 |
789 | };
790 |
791 | return OBJLoader;
792 |
793 | } )();
794 |
--------------------------------------------------------------------------------
/obj/Tombstone.obj:
--------------------------------------------------------------------------------
1 | # This file uses centimeters as units for non-parametric coordinates.
2 |
3 | mtllib Tombstone_RIP.mtl
4 | g default
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429 | v 0.026279 8.011905 0.488848
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432 | v -0.829499 0.052998 0.394480
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437 | v -2.206166 3.094444 0.306283
438 | v -2.283613 4.342251 0.394574
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440 | v -2.250480 6.751594 0.382406
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465 | v -1.709407 3.065303 0.436316
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468 | v -1.536191 6.664192 0.505117
469 | v -1.549434 6.751518 0.526519
470 | v -1.541334 6.808268 0.500740
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474 | v -1.847943 7.540559 0.378101
475 | v -1.852762 7.543278 0.228273
476 | v 1.033562 8.016249 0.232793
477 | v 2.088799 7.291690 0.225459
478 | v 2.338712 6.981065 0.226075
479 | v 1.021462 8.001554 0.477973
480 | v 2.104568 7.312345 0.464642
481 | v 2.284234 6.976051 0.469278
482 | v 2.276467 5.697117 0.430430
483 | v 2.273154 3.080753 0.467645
484 | v 2.254558 0.791711 0.454899
485 | v 0.871078 0.075878 0.462465
486 | v 2.243675 0.095887 0.462111
487 | v 0.871439 0.056891 0.230208
488 | v 2.279039 0.073033 0.229670
489 | v 2.302753 0.765531 0.222031
490 | v 2.264291 3.087999 0.226038
491 | v 2.350057 5.687083 0.206709
492 | v 2.275962 4.381696 0.458281
493 | v 2.394536 4.384635 0.224779
494 | v 2.260602 1.780261 0.452197
495 | v 2.324762 1.780931 0.232411
496 | v 0.888192 7.574525 0.483324
497 | v 1.845707 7.181233 0.469401
498 | v 0.863517 5.707626 0.510437
499 | v 1.957548 6.768064 0.473420
500 | v 1.954103 5.690643 0.489688
501 | v 0.860007 4.376853 0.447034
502 | v 0.886773 3.052723 0.469618
503 | v 1.946623 4.377922 0.469951
504 | v 1.955952 3.078285 0.474201
505 | v 0.858308 1.780578 0.431861
506 | v 0.861359 0.785777 0.507637
507 | v 1.950249 1.779909 0.460817
508 | v 1.943413 0.821464 0.475757
509 | v 0.865762 0.332551 0.534418
510 | v 1.977570 0.329008 0.473035
511 | v 1.561234 7.794770 0.221649
512 | v 1.544548 7.768958 0.463163
513 | v 1.299170 7.426170 0.478436
514 | v 1.258890 5.679011 0.528839
515 | v 1.265140 4.375081 0.422882
516 | v 1.264879 3.074547 0.503545
517 | v 1.258561 1.780181 0.437572
518 | v 1.260373 0.755953 0.490425
519 | v 1.309061 0.338946 0.502375
520 | v 1.375749 0.075579 0.460382
521 | v 1.361803 0.056783 0.228930
522 | v 0.502369 8.116538 0.231943
523 | v 0.497344 8.096282 0.468860
524 | v 0.455180 7.690330 0.492462
525 | v 0.449510 5.710233 0.525649
526 | v 0.436129 4.378464 0.491682
527 | v 0.446371 3.078026 0.456332
528 | v 0.441024 1.780094 0.469187
529 | v 0.447275 0.780491 0.477296
530 | v 0.443281 0.328328 0.532669
531 | v 0.447504 0.074513 0.460953
532 | v 0.450379 0.056842 0.227610
533 | v 1.952839 6.670809 0.473785
534 | v 2.286189 6.838946 0.464638
535 | v 2.343416 6.844981 0.220092
536 | v 2.275651 7.090542 0.229297
537 | v 2.262242 7.054699 0.473384
538 | v 1.936437 6.879949 0.474089
539 | v 1.253716 6.810238 0.511478
540 | v 0.864797 6.809521 0.506369
541 | v 0.447627 6.807827 0.473749
542 | v 1.260433 6.663620 0.518305
543 | v 0.866396 6.655602 0.500218
544 | v 0.447522 6.654056 0.488342
545 | v 1.256489 6.747364 0.517890
546 | v 0.864490 6.739016 0.495746
547 | v 0.447828 6.730258 0.481713
548 | v 0.446001 0.172993 0.495313
549 | v 0.870483 0.177663 0.486786
550 | v 1.352607 0.177198 0.483232
551 | v 2.135249 0.196398 0.474822
552 | v 2.169740 0.809059 0.473319
553 | v 2.193332 1.780075 0.447119
554 | v 2.186611 3.079005 0.467631
555 | v 2.205950 4.380033 0.470948
556 | v 2.194447 5.694775 0.450096
557 | v 2.197139 6.837501 0.475740
558 | v 2.181446 6.915394 0.472921
559 | v 2.169811 7.007197 0.463970
560 | v 2.014490 7.272497 0.470415
561 | v 1.444631 7.702150 0.481924
562 | v 0.972300 7.914997 0.499104
563 | v 0.481809 8.012776 0.490783
564 | v 0.448613 0.056851 0.389821
565 | v 0.871027 0.057003 0.389566
566 | v 1.377556 0.056957 0.386358
567 | v 2.268258 0.076464 0.389056
568 | v 2.285141 0.785576 0.388615
569 | v 2.276746 1.780538 0.392834
570 | v 2.270468 3.079507 0.393112
571 | v 2.321934 4.382624 0.392217
572 | v 2.310108 5.694685 0.372735
573 | v 2.316545 6.855837 0.391755
574 | v 2.313016 6.984710 0.393993
575 | v 2.263400 7.070615 0.398606
576 | v 2.103349 7.307671 0.392018
577 | v 1.555522 7.779472 0.385833
578 | v 1.027729 8.011526 0.398872
579 | v 0.498583 8.117590 0.397886
580 | v 2.034852 0.057716 0.225582
581 | v 2.034443 0.057689 0.385422
582 | v 2.010594 0.075615 0.458251
583 | v 2.266028 0.260089 0.453605
584 | v 2.317641 0.242032 0.392943
585 | v 2.344210 0.242423 0.226502
586 | v 2.176104 0.332935 0.491028
587 | v 1.961199 0.443249 0.467260
588 | v 1.281008 0.472646 0.494550
589 | v 0.861905 0.474780 0.534995
590 | v 0.442793 0.482822 0.552162
591 | v 1.909451 0.174922 0.475060
592 | v 1.745015 0.337138 0.479080
593 | v 1.668765 0.479755 0.472003
594 | v 1.607242 0.778895 0.491811
595 | v 1.594344 1.779801 0.471637
596 | v 1.591499 3.079794 0.502137
597 | v 1.593083 4.376458 0.482792
598 | v 1.596385 5.677298 0.516152
599 | v 1.587454 6.668585 0.515924
600 | v 1.590788 6.751442 0.498925
601 | v 1.589440 6.811522 0.488770
602 | v 1.622084 7.284620 0.474664
603 | v 1.763932 7.468608 0.457172
604 | v 1.858729 7.512325 0.438803
605 | v 1.860256 7.511353 0.363801
606 | v 1.853944 7.512809 0.205271
607 | v 2.294556 0.750588 -0.402391
608 | v 2.276515 0.773755 -0.474176
609 | v 2.175712 0.756980 -0.508533
610 | v 1.952608 0.782128 -0.531229
611 | v 1.590615 0.886065 -0.494918
612 | v 2.267686 0.650195 -0.318745
613 | v 2.278327 0.704758 -0.399631
614 | v 2.258089 0.633287 -0.384983
615 | v 2.256346 0.718849 -0.445505
616 | v 2.251120 0.634068 -0.439347
617 | v 2.163330 0.689418 -0.453870
618 | v 2.161084 0.631663 -0.442407
619 | v 1.937101 0.730854 -0.449497
620 | v 1.933637 0.635205 -0.435675
621 | v 1.608096 0.655541 -0.427104
622 | v 1.586772 0.819721 -0.475651
623 | v 1.355621 0.644715 -0.496491
624 | v 2.250298 0.665446 -0.383644
625 | v 2.241210 0.671786 -0.430690
626 | v 2.156551 0.662787 -0.428959
627 | v 1.937214 0.685989 -0.421488
628 | v 1.598703 0.740386 -0.409494
629 | v 2.274017 0.624370 -0.384831
630 | v 2.288969 0.648122 -0.302732
631 | v 2.289749 0.720534 -0.396825
632 | v 2.262542 0.738448 -0.454999
633 | v 2.170998 0.709729 -0.467919
634 | v 1.941978 0.758608 -0.487452
635 | v 1.584374 0.853387 -0.484081
636 | v 1.297407 0.631190 -0.473079
637 | v 1.613597 0.618409 -0.464968
638 | v 1.931604 0.617355 -0.458484
639 | v 2.164719 0.620356 -0.459005
640 | v 2.261551 0.623059 -0.451038
641 | v 1.759844 0.843612 -0.535507
642 | v 1.486325 0.840624 -0.526718
643 | v 1.497052 0.795058 -0.477105
644 | v 1.505995 0.775814 -0.463771
645 | v 1.519883 0.710765 -0.415280
646 | v 1.695193 0.827909 -0.492399
647 | v 1.687623 0.803078 -0.450507
648 | v 1.688854 0.727057 -0.412807
649 | v 1.367208 0.677249 -0.501572
650 | v 1.346815 0.681369 -0.507083
651 | v 1.380589 0.754395 -0.529441
652 | v 1.394596 0.628297 -0.492258
653 | v 1.379225 0.618779 -0.510711
654 | v 1.399086 0.609675 -0.518444
655 | v 1.453505 0.467632 -0.516086
656 | v 1.511189 0.358443 -0.494105
657 | v 1.543626 0.180082 -0.468339
658 | v 1.557782 0.079390 -0.448162
659 | v 1.538806 0.057377 -0.389310
660 | v -1.917556 2.990113 0.459409
661 | v -2.099487 2.989191 0.443870
662 | v -2.188869 2.988726 0.431495
663 | v -2.227476 3.000567 0.410246
664 | v -2.264858 3.040509 0.229484
665 | v -1.959845 3.153747 0.517826
666 | v -2.156363 3.220313 0.496334
667 | v -2.239286 3.243266 0.458695
668 | v -2.287718 3.205862 0.333844
669 | v -2.263749 3.152874 0.238627
670 | v -1.850892 3.110466 0.507010
671 | v -2.061193 3.187125 0.512118
672 | v -2.230410 3.079111 0.158102
673 | v -2.227061 3.036590 0.229714
674 | v -2.221181 3.031583 0.364944
675 | v -2.153305 2.994850 0.428156
676 | v -2.057088 2.993035 0.445873
677 | v -1.912109 2.998969 0.451992
678 | v -1.744034 3.058782 0.440709
679 | v -1.874791 3.096889 0.445531
680 | v -2.094053 3.175067 0.429314
681 | v -2.192732 3.218604 0.401661
682 | v -2.216403 3.171592 0.306361
683 | v -2.233686 3.135779 0.220161
684 | v -1.978601 3.132146 0.435027
685 | v -1.943210 3.055922 0.415888
686 | v -1.966515 2.996357 0.451129
687 | v -2.006883 2.984718 0.441695
688 | v -1.848052 3.049954 0.432561
689 | v -1.841882 3.016795 0.448672
690 | v -1.787341 3.019800 0.448795
691 | v -2.215018 3.204792 0.360600
692 | v -2.237292 3.233467 0.390545
693 | v -2.180891 3.096908 0.353429
694 | v -2.200675 3.019204 0.411588
695 | vt 0.610560 0.156470
696 | vt 0.610430 0.173220
697 | vt 0.549820 0.166460
698 | vt 0.549960 0.154780
699 | vt 0.480440 0.151240
700 | vt 0.479820 0.169160
701 | vt 0.443930 0.169210
702 | vt 0.444730 0.150830
703 | vt 0.893410 0.924110
704 | vt 0.860610 0.935910
705 | vt 0.859050 0.861980
706 | vt 0.891570 0.861520
707 | vt 0.854750 0.672050
708 | vt 0.853680 0.570840
709 | vt 0.885630 0.570660
710 | vt 0.886400 0.671660
711 | vt 0.853610 0.468640
712 | vt 0.854940 0.375050
713 | vt 0.888050 0.375780
714 | vt 0.886040 0.468950
715 | vt 0.855160 0.361150
716 | vt 0.888390 0.362600
717 | vt 0.866930 0.300210
718 | vt 0.867110 0.283920
719 | vt 0.907540 0.283550
720 | vt 0.908380 0.298730
721 | vt 0.103020 0.959490
722 | vt 0.121310 0.959000
723 | vt 0.121580 0.967650
724 | vt 0.103210 0.968030
725 | vt 0.095780 0.804280
726 | vt 0.109460 0.803950
727 | vt 0.116340 0.904920
728 | vt 0.100270 0.906440
729 | vt 0.093430 0.586690
730 | vt 0.107450 0.586720
731 | vt 0.109000 0.696100
732 | vt 0.094720 0.696460
733 | vt 0.100890 0.386200
734 | vt 0.116700 0.387390
735 | vt 0.108930 0.482830
736 | vt 0.096060 0.482400
737 | vt 0.711650 0.174470
738 | vt 0.664670 0.174440
739 | vt 0.664860 0.157560
740 | vt 0.711430 0.157320
741 | vt 0.826930 0.944240
742 | vt 0.792690 0.945670
743 | vt 0.791920 0.862060
744 | vt 0.825690 0.862150
745 | vt 0.787210 0.571500
746 | vt 0.820710 0.571100
747 | vt 0.822110 0.672520
748 | vt 0.788970 0.673060
749 | vt 0.786690 0.374120
750 | vt 0.821010 0.374540
751 | vt 0.820130 0.468530
752 | vt 0.786010 0.468620
753 | vt 0.786880 0.359500
754 | vt 0.821180 0.360560
755 | vt 0.785670 0.282900
756 | vt 0.826670 0.283530
757 | vt 0.826430 0.299810
758 | vt 0.785410 0.299170
759 | vt 0.824010 0.779200
760 | vt 0.790770 0.779770
761 | vt 0.856780 0.778480
762 | vt 0.888570 0.777610
763 | vt 0.873180 0.960180
764 | vt 0.869730 0.953470
765 | vt 0.912940 0.933130
766 | vt 0.920340 0.937370
767 | vt 0.958620 0.899710
768 | vt 0.951810 0.896960
769 | vt 0.967100 0.873110
770 | vt 0.975130 0.876380
771 | vt 0.975730 0.863120
772 | vt 0.966590 0.858530
773 | vt 0.961400 0.774990
774 | vt 0.973770 0.774270
775 | vt 0.969260 0.671820
776 | vt 0.955930 0.671770
777 | vt 0.957990 0.570560
778 | vt 0.971120 0.570040
779 | vt 0.968690 0.471010
780 | vt 0.956330 0.470820
781 | vt 0.964330 0.380250
782 | vt 0.973420 0.380690
783 | vt 0.890930 0.329360
784 | vt 0.890320 0.337140
785 | vt 0.855730 0.336520
786 | vt 0.855900 0.329210
787 | vt 0.974400 0.337240
788 | vt 0.966160 0.345630
789 | vt 0.966350 0.337950
790 | vt 0.954020 0.337930
791 | vt 0.964240 0.329900
792 | vt 0.974510 0.330040
793 | vt 0.792900 0.966610
794 | vt 0.792820 0.959430
795 | vt 0.829280 0.962740
796 | vt 0.830180 0.969780
797 | vt 0.821650 0.329080
798 | vt 0.821540 0.336270
799 | vt 0.787140 0.335960
800 | vt 0.787210 0.328820
801 | vt 0.508920 0.171660
802 | vt 0.510390 0.154030
803 | vt 0.940880 0.916490
804 | vt 0.948050 0.919960
805 | vt 0.946850 0.861570
806 | vt 0.937310 0.892430
807 | vt 0.918490 0.908620
808 | vt 0.915850 0.861000
809 | vt 0.910900 0.671410
810 | vt 0.940350 0.671220
811 | vt 0.942630 0.775700
812 | vt 0.912390 0.776850
813 | vt 0.909980 0.570600
814 | vt 0.940000 0.570550
815 | vt 0.910870 0.469320
816 | vt 0.941080 0.469910
817 | vt 0.913180 0.376450
818 | vt 0.945070 0.378110
819 | vt 0.929500 0.362940
820 | vt 0.945890 0.362960
821 | vt 0.103380 0.978470
822 | vt 0.121800 0.978080
823 | vt 0.976420 0.870840
824 | vt 0.967610 0.865970
825 | vt 0.101110 0.377870
826 | vt 0.117210 0.378230
827 | vt 0.436950 0.168850
828 | vt 0.438100 0.150470
829 | vt 0.947470 0.853780
830 | vt 0.915730 0.855240
831 | vt 0.858890 0.856390
832 | vt 0.891360 0.855840
833 | vt 0.825580 0.856640
834 | vt 0.791850 0.856620
835 | vt 0.947070 0.847920
836 | vt 0.915430 0.849620
837 | vt 0.858740 0.851180
838 | vt 0.891150 0.850430
839 | vt 0.825470 0.851640
840 | vt 0.791790 0.851830
841 | vt 0.786040 0.260150
842 | vt 0.827030 0.260820
843 | vt 0.867420 0.261500
844 | vt 0.907560 0.262180
845 | vt 0.077900 0.968350
846 | vt 0.078000 0.978250
847 | vt 0.077820 0.959850
848 | vt 0.075560 0.804710
849 | vt 0.077270 0.907440
850 | vt 0.074850 0.696680
851 | vt 0.074330 0.586420
852 | vt 0.076930 0.481930
853 | vt 0.079220 0.385570
854 | vt 0.079300 0.377460
855 | vt 0.446060 0.125880
856 | vt 0.439550 0.125560
857 | vt 0.481600 0.126390
858 | vt 0.510350 0.129530
859 | vt 0.610510 0.133360
860 | vt 0.550660 0.131330
861 | vt 0.665000 0.134010
862 | vt 0.711130 0.133590
863 | vt 0.821240 0.355150
864 | vt 0.786930 0.354770
865 | vt 0.855250 0.355580
866 | vt 0.888550 0.356360
867 | vt 0.930510 0.357200
868 | vt 0.945910 0.357460
869 | vt 0.826340 0.306320
870 | vt 0.785300 0.305670
871 | vt 0.866930 0.306790
872 | vt 0.908370 0.306350
873 | vt 0.128990 0.967450
874 | vt 0.129240 0.979840
875 | vt 0.128740 0.958700
876 | vt 0.122980 0.803240
877 | vt 0.125200 0.904280
878 | vt 0.123010 0.695220
879 | vt 0.121310 0.586350
880 | vt 0.121800 0.482640
881 | vt 0.125100 0.387630
882 | vt 0.124240 0.377970
883 | vt 0.443810 0.176770
884 | vt 0.436930 0.176910
885 | vt 0.479620 0.176340
886 | vt 0.508400 0.178740
887 | vt 0.610240 0.180720
888 | vt 0.549720 0.173920
889 | vt 0.664600 0.181450
890 | vt 0.711740 0.181360
891 | vt 0.983760 0.263460
892 | vt 0.983050 0.283280
893 | vt 0.982970 0.297310
894 | vt 0.980280 0.306740
895 | vt 0.809850 0.155020
896 | vt 0.868690 0.156470
897 | vt 0.867470 0.172880
898 | vt 0.810130 0.171150
899 | vt 0.940410 0.159230
900 | vt 0.974030 0.159240
901 | vt 0.973940 0.177000
902 | vt 0.940150 0.176930
903 | vt 0.692920 0.926560
904 | vt 0.692640 0.864110
905 | vt 0.725010 0.863680
906 | vt 0.725440 0.936950
907 | vt 0.723220 0.674300
908 | vt 0.691610 0.675060
909 | vt 0.688550 0.573980
910 | vt 0.720560 0.572960
911 | vt 0.717230 0.469270
912 | vt 0.683430 0.469950
913 | vt 0.687720 0.372370
914 | vt 0.718570 0.373060
915 | vt 0.685970 0.359210
916 | vt 0.718830 0.359240
917 | vt 0.704060 0.297800
918 | vt 0.663870 0.296940
919 | vt 0.664220 0.280690
920 | vt 0.704310 0.281600
921 | vt 0.553830 0.276320
922 | vt 0.561130 0.276460
923 | vt 0.560850 0.292070
924 | vt 0.553420 0.291910
925 | vt 0.413990 0.274810
926 | vt 0.508990 0.275180
927 | vt 0.499970 0.288900
928 | vt 0.413740 0.288220
929 | vt 0.215550 0.276100
930 | vt 0.315430 0.273320
931 | vt 0.315410 0.286170
932 | vt 0.216370 0.289080
933 | vt 0.022130 0.278820
934 | vt 0.115150 0.275640
935 | vt 0.115240 0.289050
936 | vt 0.023510 0.294130
937 | vt 0.757900 0.156270
938 | vt 0.758630 0.173110
939 | vt 0.758210 0.944740
940 | vt 0.758210 0.862980
941 | vt 0.755830 0.673650
942 | vt 0.753670 0.572120
943 | vt 0.751570 0.468830
944 | vt 0.752410 0.373650
945 | vt 0.752620 0.359700
946 | vt 0.744410 0.298490
947 | vt 0.744680 0.282250
948 | vt 0.757550 0.780200
949 | vt 0.724860 0.780480
950 | vt 0.693200 0.780600
951 | vt 0.713550 0.958910
952 | vt 0.667200 0.942020
953 | vt 0.674010 0.938410
954 | vt 0.717120 0.954020
955 | vt 0.622890 0.905500
956 | vt 0.610210 0.881600
957 | vt 0.617560 0.877610
958 | vt 0.629720 0.902530
959 | vt 0.609650 0.868130
960 | vt 0.609390 0.782310
961 | vt 0.621730 0.780440
962 | vt 0.617940 0.862920
963 | vt 0.610440 0.678190
964 | vt 0.602790 0.577300
965 | vt 0.615830 0.577090
966 | vt 0.623860 0.677830
967 | vt 0.596930 0.478800
968 | vt 0.587370 0.403070
969 | vt 0.597390 0.390920
970 | vt 0.609050 0.477610
971 | vt 0.685240 0.327120
972 | vt 0.719000 0.327800
973 | vt 0.718980 0.334940
974 | vt 0.685480 0.334260
975 | vt 0.605030 0.331770
976 | vt 0.611810 0.339650
977 | vt 0.610710 0.370820
978 | vt 0.603640 0.370750
979 | vt 0.612040 0.332720
980 | vt 0.605220 0.325470
981 | vt 0.614180 0.325720
982 | vt 0.623020 0.332970
983 | vt 0.754350 0.964650
984 | vt 0.755640 0.959540
985 | vt 0.752870 0.328390
986 | vt 0.752820 0.335520
987 | vt 0.910060 0.176420
988 | vt 0.909700 0.158660
989 | vt 0.646280 0.919210
990 | vt 0.639210 0.922980
991 | vt 0.637550 0.865580
992 | vt 0.668450 0.864240
993 | vt 0.667260 0.911880
994 | vt 0.647950 0.896240
995 | vt 0.667170 0.675710
996 | vt 0.669520 0.780600
997 | vt 0.639550 0.780420
998 | vt 0.637790 0.676670
999 | vt 0.664200 0.574930
1000 | vt 0.634310 0.576210
1001 | vt 0.657800 0.471680
1002 | vt 0.627120 0.474940
1003 | vt 0.640840 0.399580
1004 | vt 0.615870 0.394770
1005 | vt 0.645250 0.357580
1006 | vt 0.660560 0.371750
1007 | vt 0.629330 0.370940
1008 | vt 0.629670 0.356600
1009 | vt 0.585340 0.280520
1010 | vt 0.585630 0.295940
1011 | vt 0.576480 0.296180
1012 | vt 0.576450 0.280560
1013 | vt 0.609190 0.875980
1014 | vt 0.616970 0.870420
1015 | vt 0.014080 0.279080
1016 | vt 0.014540 0.294610
1017 | vt 0.980460 0.159220
1018 | vt 0.980660 0.176990
1019 | vt 0.636740 0.857840
1020 | vt 0.668420 0.858500
1021 | vt 0.692700 0.858450
1022 | vt 0.725020 0.858110
1023 | vt 0.758180 0.857490
1024 | vt 0.668570 0.852900
1025 | vt 0.637000 0.851990
1026 | vt 0.725030 0.852920
1027 | vt 0.692760 0.853050
1028 | vt 0.758160 0.852490
1029 | vt 0.745030 0.259530
1030 | vt 0.704570 0.259070
1031 | vt 0.664310 0.258960
1032 | vt 0.576380 0.258990
1033 | vt 0.584850 0.259010
1034 | vt 0.554200 0.254750
1035 | vt 0.561490 0.254880
1036 | vt 0.414220 0.256060
1037 | vt 0.508940 0.254790
1038 | vt 0.315410 0.255280
1039 | vt 0.215570 0.257670
1040 | vt 0.114870 0.260430
1041 | vt 0.021480 0.257940
1042 | vt 0.013630 0.258020
1043 | vt 0.974080 0.135050
1044 | vt 0.980390 0.135110
1045 | vt 0.940650 0.134780
1046 | vt 0.911450 0.134510
1047 | vt 0.809820 0.132300
1048 | vt 0.869830 0.133220
1049 | vt 0.757190 0.132670
1050 | vt 0.752700 0.354310
1051 | vt 0.718930 0.353720
1052 | vt 0.686100 0.353030
1053 | vt 0.644550 0.351970
1054 | vt 0.629910 0.351470
1055 | vt 0.744310 0.304980
1056 | vt 0.703950 0.304270
1057 | vt 0.663790 0.303560
1058 | vt 0.587580 0.302980
1059 | vt 0.576410 0.302670
1060 | vt 0.560650 0.298560
1061 | vt 0.553190 0.298200
1062 | vt 0.496820 0.299580
1063 | vt 0.413420 0.299890
1064 | vt 0.315190 0.299020
1065 | vt 0.215670 0.302090
1066 | vt 0.112290 0.301360
1067 | vt 0.023300 0.301480
1068 | vt 0.013740 0.300290
1069 | vt 0.972980 0.182920
1070 | vt 0.979630 0.183460
1071 | vt 0.940060 0.184020
1072 | vt 0.910220 0.183580
1073 | vt 0.866700 0.179190
1074 | vt 0.809950 0.178490
1075 | vt 0.759760 0.179550
1076 | vt 0.647000 0.296360
1077 | vt 0.647210 0.303540
1078 | vt 0.508480 0.290640
1079 | vt 0.508300 0.296840
1080 | vt 0.671680 0.333960
1081 | vt 0.671850 0.326850
1082 | vt 0.672950 0.352730
1083 | vt 0.672790 0.358700
1084 | vt 0.681740 0.372230
1085 | vt 0.659570 0.393680
1086 | vt 0.650470 0.401590
1087 | vt 0.612190 0.110180
1088 | vt 0.552410 0.108150
1089 | vt 0.554950 0.091810
1090 | vt 0.612150 0.093800
1091 | vt 0.483010 0.101470
1092 | vt 0.447190 0.100920
1093 | vt 0.448150 0.082540
1094 | vt 0.484210 0.083350
1095 | vt 0.273060 0.924410
1096 | vt 0.264597 0.862490
1097 | vt 0.296847 0.861750
1098 | vt 0.305180 0.934650
1099 | vt 0.293393 0.671690
1100 | vt 0.261233 0.672430
1101 | vt 0.268670 0.568820
1102 | vt 0.300910 0.568670
1103 | vt 0.300160 0.465260
1104 | vt 0.267040 0.464990
1105 | vt 0.268610 0.370890
1106 | vt 0.301700 0.371370
1107 | vt 0.268810 0.357760
1108 | vt 0.301960 0.357520
1109 | vt 0.868240 0.222790
1110 | vt 0.909610 0.225680
1111 | vt 0.908260 0.240820
1112 | vt 0.867860 0.239080
1113 | vt 0.052630 0.959980
1114 | vt 0.052610 0.968520
1115 | vt 0.034240 0.968490
1116 | vt 0.034350 0.959850
1117 | vt 0.061170 0.804860
1118 | vt 0.054290 0.906920
1119 | vt 0.038280 0.905830
1120 | vt 0.046640 0.805000
1121 | vt 0.859170 0.038740
1122 | vt 0.855690 0.029710
1123 | vt 0.875430 0.026790
1124 | vt 0.871820 0.042900
1125 | vt 0.057580 0.385760
1126 | vt 0.058200 0.481660
1127 | vt 0.044370 0.481530
1128 | vt 0.041790 0.386750
1129 | vt 0.710690 0.092950
1130 | vt 0.710860 0.109920
1131 | vt 0.664780 0.110600
1132 | vt 0.664600 0.094100
1133 | vt 0.338490 0.942130
1134 | vt 0.334764 0.860810
1135 | vt 0.364347 0.859700
1136 | vt 0.372440 0.942700
1137 | vt 0.367600 0.568600
1138 | vt 0.360003 0.670710
1139 | vt 0.326613 0.671140
1140 | vt 0.334060 0.568610
1141 | vt 0.369680 0.372570
1142 | vt 0.368070 0.465970
1143 | vt 0.333990 0.465570
1144 | vt 0.335540 0.371950
1145 | vt 0.369960 0.358020
1146 | vt 0.335800 0.358020
1147 | vt 0.786410 0.237380
1148 | vt 0.786690 0.221080
1149 | vt 0.827740 0.221830
1150 | vt 0.827430 0.238110
1151 | vt 0.361553 0.777650
1152 | vt 0.328283 0.778140
1153 | vt 0.295473 0.778570
1154 | vt 0.263633 0.778920
1155 | vt 0.054960 0.585840
1156 | vt 0.040920 0.584910
1157 | vt 0.054900 0.703820
1158 | vt 0.036940 0.703130
1159 | vt 0.293880 0.956970
1160 | vt 0.247240 0.939150
1161 | vt 0.254810 0.936150
1162 | vt 0.296710 0.951880
1163 | vt 0.207190 0.903060
1164 | vt 0.189920 0.880520
1165 | vt 0.197760 0.876980
1166 | vt 0.213850 0.900040
1167 | vt 0.188830 0.867400
1168 | vt 0.187820 0.779620
1169 | vt 0.199960 0.779700
1170 | vt 0.197690 0.862530
1171 | vt 0.878340 0.058720
1172 | vt 0.891680 0.033300
1173 | vt 0.914410 0.037690
1174 | vt 0.896690 0.051060
1175 | vt 0.178810 0.461000
1176 | vt 0.183400 0.371660
1177 | vt 0.192430 0.371820
1178 | vt 0.190450 0.462130
1179 | vt 0.267600 0.324650
1180 | vt 0.302310 0.325760
1181 | vt 0.302230 0.333010
1182 | vt 0.267900 0.332380
1183 | vt 0.184670 0.328730
1184 | vt 0.192400 0.337430
1185 | vt 0.192580 0.329820
1186 | vt 0.184910 0.321630
1187 | vt 0.195030 0.321980
1188 | vt 0.204770 0.330370
1189 | vt 0.372730 0.963490
1190 | vt 0.336260 0.966960
1191 | vt 0.336510 0.960480
1192 | vt 0.372640 0.956340
1193 | vt 0.336310 0.326710
1194 | vt 0.370560 0.327460
1195 | vt 0.370420 0.334580
1196 | vt 0.336190 0.333850
1197 | vt 0.185800 0.678110
1198 | vt 0.197420 0.676730
1199 | vt 0.169950 0.549290
1200 | vt 0.181370 0.550880
1201 | vt 0.513910 0.087670
1202 | vt 0.513170 0.105280
1203 | vt 0.225570 0.919000
1204 | vt 0.218570 0.922810
1205 | vt 0.217330 0.864740
1206 | vt 0.240497 0.862930
1207 | vt 0.247470 0.910170
1208 | vt 0.228090 0.894910
1209 | vt 0.235833 0.673140
1210 | vt 0.239793 0.779170
1211 | vt 0.209643 0.779410
1212 | vt 0.205293 0.674560
1213 | vt 0.931650 0.055010
1214 | vt 0.926630 0.046300
1215 | vt 0.961910 0.047510
1216 | vt 0.979440 0.052130
1217 | vt 0.241270 0.464930
1218 | vt 0.244040 0.568900
1219 | vt 0.217050 0.562630
1220 | vt 0.243570 0.370470
1221 | vt 0.209640 0.463430
1222 | vt 0.211750 0.370680
1223 | vt 0.227940 0.356300
1224 | vt 0.211660 0.355560
1225 | vt 0.052630 0.978950
1226 | vt 0.034220 0.978920
1227 | vt 0.188430 0.875090
1228 | vt 0.196980 0.869930
1229 | vt 0.057500 0.377450
1230 | vt 0.041410 0.377570
1231 | vt 0.440570 0.100640
1232 | vt 0.441160 0.082230
1233 | vt 0.211841 0.857060
1234 | vt 0.238165 0.857002
1235 | vt 0.261485 0.856850
1236 | vt 0.293933 0.855982
1237 | vt 0.331668 0.855531
1238 | vt 0.363756 0.854290
1239 | vt 0.235344 0.851630
1240 | vt 0.208463 0.851240
1241 | vt 0.291664 0.851020
1242 | vt 0.259474 0.851470
1243 | vt 0.329283 0.850360
1244 | vt 0.362783 0.849510
1245 | vt 0.840710 0.030640
1246 | vt 0.370060 0.353310
1247 | vt 0.335910 0.352640
1248 | vt 0.302060 0.351970
1249 | vt 0.268890 0.351540
1250 | vt 0.227200 0.350550
1251 | vt 0.211900 0.350100
1252 | vt 0.193000 0.555430
1253 | vt 0.204680 0.559200
1254 | vt 0.920510 0.048400
1255 | vt 0.924710 0.038020
1256 | vt 0.930290 0.038430
1257 | vt 0.786800 0.214580
1258 | vt 0.827870 0.215320
1259 | vt 0.868460 0.216220
1260 | vt 0.909850 0.218060
1261 | vt 0.026810 0.980830
1262 | vt 0.026820 0.968440
1263 | vt 0.026900 0.959680
1264 | vt 0.029450 0.905270
1265 | vt 0.033360 0.804640
1266 | vt 0.025000 0.717230
1267 | vt 0.875200 0.055290
1268 | vt 0.882640 0.029690
1269 | vt 0.030360 0.583570
1270 | vt 0.031640 0.480940
1271 | vt 0.033380 0.386850
1272 | vt 0.034370 0.377220
1273 | vt 0.448750 0.074970
1274 | vt 0.441890 0.074200
1275 | vt 0.484750 0.076050
1276 | vt 0.513790 0.082720
1277 | vt 0.554520 0.085200
1278 | vt 0.612480 0.086580
1279 | vt 0.664840 0.087460
1280 | vt 0.710610 0.086000
1281 | vt 0.983720 0.243620
1282 | vt 0.984110 0.229600
1283 | vt 0.981730 0.220090
1284 | vt 0.810010 0.109390
1285 | vt 0.810310 0.092900
1286 | vt 0.869850 0.093070
1287 | vt 0.870040 0.109760
1288 | vt 0.940780 0.110360
1289 | vt 0.940890 0.092770
1290 | vt 0.974660 0.093010
1291 | vt 0.974440 0.110840
1292 | vt 0.471680 0.920950
1293 | vt 0.439450 0.932550
1294 | vt 0.431047 0.859460
1295 | vt 0.462956 0.859040
1296 | vt 0.425923 0.670070
1297 | vt 0.433980 0.568840
1298 | vt 0.465830 0.569050
1299 | vt 0.457563 0.669890
1300 | vt 0.435220 0.467000
1301 | vt 0.437530 0.374060
1302 | vt 0.470450 0.375110
1303 | vt 0.467480 0.467710
1304 | vt 0.437880 0.360240
1305 | vt 0.470930 0.362000
1306 | vt 0.704870 0.220040
1307 | vt 0.704760 0.236480
1308 | vt 0.663890 0.237140
1309 | vt 0.662900 0.221610
1310 | vt 0.554560 0.232940
1311 | vt 0.554590 0.216760
1312 | vt 0.562420 0.216830
1313 | vt 0.562060 0.233050
1314 | vt 0.414280 0.237350
1315 | vt 0.414220 0.224050
1316 | vt 0.506710 0.219960
1317 | vt 0.507930 0.234390
1318 | vt 0.215830 0.238210
1319 | vt 0.215650 0.225090
1320 | vt 0.315310 0.224190
1321 | vt 0.315350 0.237190
1322 | vt 0.021680 0.237030
1323 | vt 0.022700 0.221780
1324 | vt 0.114920 0.228620
1325 | vt 0.114830 0.242060
1326 | vt 0.756840 0.093110
1327 | vt 0.756860 0.109650
1328 | vt 0.406640 0.940940
1329 | vt 0.397937 0.859680
1330 | vt 0.401070 0.568680
1331 | vt 0.393253 0.670340
1332 | vt 0.403800 0.373250
1333 | vt 0.401950 0.466430
1334 | vt 0.404080 0.359350
1335 | vt 0.745350 0.236770
1336 | vt 0.745590 0.220430
1337 | vt 0.394793 0.777070
1338 | vt 0.427493 0.776400
1339 | vt 0.459193 0.775640
1340 | vt 0.451750 0.956160
1341 | vt 0.448370 0.949670
1342 | vt 0.490870 0.932140
1343 | vt 0.498140 0.936390
1344 | vt 0.539950 0.898190
1345 | vt 0.533160 0.895480
1346 | vt 0.544590 0.870750
1347 | vt 0.552480 0.874020
1348 | vt 0.553160 0.860950
1349 | vt 0.544170 0.856380
1350 | vt 0.539280 0.773560
1351 | vt 0.551570 0.772960
1352 | vt 0.550580 0.670540
1353 | vt 0.537290 0.670510
1354 | vt 0.537890 0.569750
1355 | vt 0.550930 0.569450
1356 | vt 0.552520 0.470840
1357 | vt 0.540240 0.470480
1358 | vt 0.546300 0.380390
1359 | vt 0.555350 0.380910
1360 | vt 0.473780 0.328950
1361 | vt 0.473090 0.336690
1362 | vt 0.438680 0.335730
1363 | vt 0.438920 0.328470
1364 | vt 0.556800 0.337650
1365 | vt 0.548490 0.345920
1366 | vt 0.548770 0.338260
1367 | vt 0.536490 0.338120
1368 | vt 0.546750 0.330230
1369 | vt 0.556970 0.330470
1370 | vt 0.409400 0.959180
1371 | vt 0.410740 0.964270
1372 | vt 0.404830 0.328030
1373 | vt 0.404660 0.335180
1374 | vt 0.909410 0.096620
1375 | vt 0.908390 0.113770
1376 | vt 0.513280 0.910480
1377 | vt 0.520260 0.913950
1378 | vt 0.523073 0.859806
1379 | vt 0.515150 0.889790
1380 | vt 0.496520 0.905690
1381 | vt 0.487006 0.858580
1382 | vt 0.482013 0.669800
1383 | vt 0.511383 0.669800
1384 | vt 0.513023 0.774050
1385 | vt 0.482933 0.774990
1386 | vt 0.490090 0.569260
1387 | vt 0.519980 0.569540
1388 | vt 0.492180 0.468360
1389 | vt 0.522250 0.469290
1390 | vt 0.495440 0.376030
1391 | vt 0.527160 0.378010
1392 | vt 0.511830 0.362760
1393 | vt 0.528140 0.362950
1394 | vt 0.585640 0.237230
1395 | vt 0.576510 0.237150
1396 | vt 0.576550 0.220920
1397 | vt 0.586310 0.221390
1398 | vt 0.553800 0.868570
1399 | vt 0.545130 0.863720
1400 | vt 0.013650 0.236910
1401 | vt 0.013860 0.221340
1402 | vt 0.981430 0.093160
1403 | vt 0.980860 0.110970
1404 | vt 0.521742 0.853517
1405 | vt 0.486395 0.852890
1406 | vt 0.430386 0.853920
1407 | vt 0.462255 0.853420
1408 | vt 0.397306 0.854200
1409 | vt 0.516873 0.845790
1410 | vt 0.485563 0.847320
1411 | vt 0.429343 0.848750
1412 | vt 0.461493 0.848050
1413 | vt 0.396303 0.849220
1414 | vt 0.404190 0.353960
1415 | vt 0.438020 0.354700
1416 | vt 0.471150 0.355790
1417 | vt 0.512890 0.357050
1418 | vt 0.528210 0.357480
1419 | vt 0.745680 0.213900
1420 | vt 0.704880 0.213400
1421 | vt 0.662900 0.213850
1422 | vt 0.576420 0.213870
1423 | vt 0.588730 0.213400
1424 | vt 0.554420 0.210000
1425 | vt 0.562440 0.209780
1426 | vt 0.413730 0.211640
1427 | vt 0.506200 0.212110
1428 | vt 0.314760 0.211300
1429 | vt 0.214970 0.212060
1430 | vt 0.114400 0.216150
1431 | vt 0.022910 0.213660
1432 | vt 0.013570 0.214530
1433 | vt 0.974570 0.085670
1434 | vt 0.981240 0.085360
1435 | vt 0.940910 0.085750
1436 | vt 0.909750 0.089680
1437 | vt 0.810310 0.085570
1438 | vt 0.869690 0.085760
1439 | vt 0.757420 0.086330
1440 | vt 0.758830 0.022000
1441 | vt 0.774070 0.036710
1442 | vt 0.755630 0.037040
1443 | vt 0.750830 0.012280
1444 | vt 0.744620 0.035020
1445 | vt 0.730450 0.033730
1446 | vt 0.728390 0.038700
1447 | vt 0.689890 0.027840
1448 | vt 0.688780 0.036380
1449 | vt 0.650940 0.032610
1450 | vt 0.647690 0.016660
1451 | vt 0.650520 0.016910
1452 | vt 0.654450 0.033080
1453 | vt 0.619910 0.039750
1454 | vt 0.622120 0.036640
1455 | vt 0.642540 0.019240
1456 | vt 0.648120 0.033600
1457 | vt 0.764720 0.015550
1458 | vt 0.782980 0.038740
1459 | vt 0.778070 0.037660
1460 | vt 0.762100 0.018280
1461 | vt 0.760640 0.050880
1462 | vt 0.758260 0.048010
1463 | vt 0.749740 0.004210
1464 | vt 0.750350 0.008090
1465 | vt 0.748860 0.065190
1466 | vt 0.748230 0.061900
1467 | vt 0.727790 0.023250
1468 | vt 0.728720 0.027820
1469 | vt 0.726450 0.055400
1470 | vt 0.727500 0.050860
1471 | vt 0.691680 0.018490
1472 | vt 0.690810 0.023020
1473 | vt 0.689610 0.055360
1474 | vt 0.689760 0.050270
1475 | vt 0.646700 0.011280
1476 | vt 0.660740 0.010630
1477 | vt 0.657170 0.013870
1478 | vt 0.647230 0.013840
1479 | vt 0.647510 0.056390
1480 | vt 0.647940 0.052480
1481 | vt 0.620720 0.029480
1482 | vt 0.636280 0.016790
1483 | vt 0.637510 0.018920
1484 | vt 0.620560 0.033560
1485 | vt 0.621830 0.048700
1486 | vt 0.608600 0.039000
1487 | vt 0.615140 0.039470
1488 | vt 0.623990 0.046480
1489 | vt 0.756310 0.045220
1490 | vt 0.747240 0.057690
1491 | vt 0.728690 0.045390
1492 | vt 0.689920 0.045170
1493 | vt 0.648060 0.048640
1494 | vt 0.625740 0.043120
1495 | vt 0.676000 0.380720
1496 | vt 0.933660 0.032660
1497 | vt 0.932430 0.039170
1498 | vt 0.924090 0.027500
1499 | vt 0.929980 0.030250
1500 | vt 0.901720 0.009500
1501 | vt 0.912770 0.020870
1502 | vt 0.894120 0.010470
1503 | vt 0.857760 0.018890
1504 | vt 0.889380 0.010430
1505 | vt 0.218030 0.573260
1506 | vt 0.205300 0.575820
1507 | vt 0.183220 0.594580
1508 | vt 0.192860 0.580660
1509 | vt 0.173800 0.599500
1510 | vt 0.042430 0.683770
1511 | vt 0.031340 0.672710
1512 | vt 0.024610 0.654400
1513 | vt 0.055020 0.689660
1514 | vt 0.822580 0.032810
1515 | vt 0.858910 0.011790
1516 | vt 0.893010 0.003510
1517 | vt 0.903650 0.003020
1518 | vt 0.912410 0.009760
1519 | vt 0.925450 0.023280
1520 | vt 0.929870 0.025030
1521 | vt 0.934330 0.028030
1522 | vt 0.906670 0.064540
1523 | vt 0.923810 0.056440
1524 | vt 0.887980 0.076050
1525 | vt 0.870180 0.072870
1526 | vt 0.870560 0.050620
1527 | vt 0.871230 0.062080
1528 | vt 0.860830 0.043390
1529 | vn -0.309366 0.950461 -0.030276
1530 | vn -0.338659 0.900605 -0.272433
1531 | vn -0.420189 0.802867 -0.422901
1532 | vn -0.459455 0.884903 -0.076465
1533 | vn -0.811918 0.580813 0.058701
1534 | vn -0.796225 0.587028 -0.146366
1535 | vn -0.942515 0.309310 -0.126466
1536 | vn -0.918284 0.395667 0.014198
1537 | vn -0.043849 0.124329 -0.991272
1538 | vn -0.043850 0.048333 -0.997868
1539 | vn 0.025797 0.215858 -0.976084
1540 | vn 0.006419 0.150352 -0.988612
1541 | vn 0.063670 0.016572 -0.997833
1542 | vn -0.002762 0.009912 -0.999947
1543 | vn 0.013472 0.001569 -0.999908
1544 | vn 0.063981 -0.009511 -0.997906
1545 | vn -0.000366 0.005600 -0.999984
1546 | vn 0.049995 -0.030486 -0.998284
1547 | vn -0.023975 0.005022 -0.999700
1548 | vn 0.000827 0.010392 -0.999946
1549 | vn 0.106469 -0.019052 -0.994134
1550 | vn -0.050540 0.023900 -0.998436
1551 | vn -0.004804 -0.968503 -0.248956
1552 | vn -0.000927 -0.998936 0.046119
1553 | vn -0.002726 -0.999280 0.037850
1554 | vn -0.019268 -0.970020 -0.242260
1555 | vn -0.986088 -0.110213 -0.124434
1556 | vn -0.916337 -0.049526 -0.397332
1557 | vn -0.700607 -0.564445 -0.436522
1558 | vn -0.709838 -0.702716 -0.048175
1559 | vn -0.999583 0.006250 -0.028179
1560 | vn -0.936083 -0.011894 -0.351579
1561 | vn -0.903157 -0.030583 -0.428219
1562 | vn -0.992504 -0.024663 -0.119702
1563 | vn -0.999957 -0.005568 0.007396
1564 | vn -0.970422 0.001894 -0.241408
1565 | vn -0.966953 0.002920 -0.254937
1566 | vn -0.999547 0.002366 0.030002
1567 | vn -0.993757 0.005109 -0.111451
1568 | vn -0.991161 0.004502 -0.132586
1569 | vn -0.973502 0.008809 -0.228511
1570 | vn -0.998161 0.006610 -0.060253
1571 | vn 0.006831 0.975252 -0.220992
1572 | vn -0.114724 0.985279 -0.126739
1573 | vn -0.126712 0.991461 -0.030815
1574 | vn -0.029731 0.996964 -0.071960
1575 | vn 0.021297 0.008000 -0.999741
1576 | vn 0.002280 0.008161 -0.999964
1577 | vn 0.015306 0.117703 -0.992931
1578 | vn 0.058733 0.226879 -0.972150
1579 | vn 0.037673 0.005674 -0.999274
1580 | vn 0.036292 0.010534 -0.999286
1581 | vn -0.001638 0.022648 -0.999742
1582 | vn 0.011937 0.006645 -0.999907
1583 | vn 0.027203 -0.074747 -0.996831
1584 | vn 0.137538 -0.066562 -0.988257
1585 | vn 0.079814 -0.013295 -0.996721
1586 | vn 0.027645 -0.023938 -0.999331
1587 | vn 0.036239 -0.074416 -0.996569
1588 | vn 0.163394 -0.085847 -0.982819
1589 | vn 0.036528 -0.994665 -0.096473
1590 | vn 0.040054 -0.999198 -0.000367
1591 | vn 0.108126 -0.934228 -0.339893
1592 | vn 0.077645 -0.930182 -0.358794
1593 | vn -0.009355 -0.018080 -0.999793
1594 | vn -0.006129 -0.006917 -0.999957
1595 | vn 0.096925 -0.020971 -0.995071
1596 | vn 0.083231 -0.007180 -0.996504
1597 | vn -0.301237 0.572141 -0.762831
1598 | vn -0.167101 0.193931 -0.966679
1599 | vn -0.162619 0.322052 -0.932651
1600 | vn -0.304440 0.588338 -0.749116
1601 | vn -0.569068 0.425749 -0.703491
1602 | vn -0.180579 0.148956 -0.972216
1603 | vn -0.261396 0.074820 -0.962327
1604 | vn -0.704792 0.204587 -0.679273
1605 | vn -0.760539 0.011672 -0.649188
1606 | vn -0.281699 -0.007514 -0.959473
1607 | vn -0.227440 -0.015280 -0.973672
1608 | vn -0.656536 -0.004469 -0.754282
1609 | vn -0.589283 0.009608 -0.807870
1610 | vn -0.157765 0.014025 -0.987377
1611 | vn -0.186958 0.009637 -0.982321
1612 | vn -0.616671 0.003491 -0.787213
1613 | vn -0.630470 -0.022747 -0.775880
1614 | vn -0.275110 -0.016805 -0.961266
1615 | vn -0.308231 -0.044454 -0.950272
1616 | vn -0.613060 -0.029441 -0.789488
1617 | vn -0.048485 -0.618459 -0.784320
1618 | vn -0.071373 -0.264955 -0.961616
1619 | vn 0.065282 -0.223468 -0.972523
1620 | vn 0.010074 -0.611452 -0.791217
1621 | vn -0.587279 0.011004 -0.809310
1622 | vn -0.206561 -0.019688 -0.978236
1623 | vn -0.105465 0.011245 -0.994360
1624 | vn -0.118509 -0.095979 -0.988304
1625 | vn -0.098090 -0.470925 -0.876703
1626 | vn -0.363027 -0.189904 -0.912221
1627 | vn 0.036534 0.639701 -0.767755
1628 | vn 0.017045 0.132155 -0.991083
1629 | vn -0.020266 0.150928 -0.988337
1630 | vn -0.082718 0.683618 -0.725137
1631 | vn 0.147657 -0.474474 -0.867797
1632 | vn 0.150026 -0.064428 -0.986580
1633 | vn 0.055480 -0.055084 -0.996939
1634 | vn 0.088593 -0.492128 -0.866003
1635 | vn -0.560972 0.769234 -0.305923
1636 | vn -0.657760 0.752620 -0.030261
1637 | vn -0.074947 0.319471 -0.944628
1638 | vn -0.337085 0.624797 -0.704274
1639 | vn -0.101266 0.062896 -0.992869
1640 | vn -0.043033 0.081746 -0.995724
1641 | vn 0.012559 0.138485 -0.990285
1642 | vn -0.025117 0.094410 -0.995217
1643 | vn -0.083535 -0.009598 -0.996459
1644 | vn -0.155926 0.008611 -0.987731
1645 | vn -0.167468 -0.015761 -0.985752
1646 | vn -0.109813 -0.004798 -0.993941
1647 | vn -0.008274 0.006355 -0.999946
1648 | vn -0.137303 0.014033 -0.990430
1649 | vn -0.001770 0.001186 -0.999998
1650 | vn -0.152586 -0.008029 -0.988258
1651 | vn -0.067346 -0.014852 -0.997619
1652 | vn -0.178001 -0.049652 -0.982777
1653 | vn -0.153899 -0.073591 -0.985342
1654 | vn -0.165142 -0.106334 -0.980521
1655 | vn -0.092925 -0.995465 0.020356
1656 | vn -0.113700 -0.936696 -0.331168
1657 | vn -0.776261 0.057809 -0.627755
1658 | vn -0.274841 0.041819 -0.960580
1659 | vn -0.989444 0.117190 -0.085246
1660 | vn -0.993363 0.054606 -0.101234
1661 | vn -0.126963 0.024088 -0.991615
1662 | vn -0.037480 0.000364 -0.999297
1663 | vn 0.039044 0.164483 -0.985607
1664 | vn 0.016417 0.052993 -0.998460
1665 | vn 0.073001 0.232794 -0.969783
1666 | vn 0.040417 0.203745 -0.978189
1667 | vn -0.145663 -0.022085 -0.989088
1668 | vn -0.061575 -0.032368 -0.997577
1669 | vn 0.058215 -0.054541 -0.996813
1670 | vn 0.033402 -0.045156 -0.998421
1671 | vn 0.037779 -0.020269 -0.999081
1672 | vn 0.024530 0.065236 -0.997568
1673 | vn 0.009792 -0.999167 -0.039618
1674 | vn 0.008202 -0.999911 -0.010502
1675 | vn 0.000494 -0.999999 0.001090
1676 | vn -0.000000 -1.000000 0.000393
1677 | vn -0.689180 -0.724164 -0.024850
1678 | vn -0.074568 -0.997180 -0.008443
1679 | vn -0.991992 -0.125624 -0.013080
1680 | vn -0.998400 0.021392 0.052350
1681 | vn -0.999385 -0.010514 0.033456
1682 | vn -0.999278 0.037953 0.001972
1683 | vn -0.995585 -0.015277 -0.092615
1684 | vn -0.994329 -0.002543 -0.106317
1685 | vn -0.992131 0.043954 -0.117235
1686 | vn -0.966203 0.245996 -0.077060
1687 | vn -0.872971 0.487765 -0.002765
1688 | vn -0.818043 0.574893 0.017417
1689 | vn -0.685130 0.728076 0.022383
1690 | vn -0.326664 0.942681 -0.068143
1691 | vn -0.467030 0.884222 0.005854
1692 | vn -0.128678 0.985115 -0.113977
1693 | vn -0.010195 0.998497 -0.053846
1694 | vn 0.159374 -0.010581 -0.987162
1695 | vn 0.040437 -0.026867 -0.998821
1696 | vn 0.119047 -0.029360 -0.992455
1697 | vn -0.070165 -0.076900 -0.994567
1698 | vn -0.180030 -0.089576 -0.979574
1699 | vn -0.143169 -0.061631 -0.987778
1700 | vn 0.296775 0.946482 -0.126869
1701 | vn 0.525601 0.850354 -0.025322
1702 | vn 0.477057 0.852011 -0.215627
1703 | vn 0.261824 0.904782 -0.335884
1704 | vn 0.752967 0.658029 0.006242
1705 | vn 0.854397 0.514676 -0.071509
1706 | vn 0.883290 0.432126 -0.181839
1707 | vn 0.782339 0.619589 -0.063690
1708 | vn -0.006508 0.051317 -0.998661
1709 | vn -0.072061 0.007544 -0.997372
1710 | vn -0.051263 -0.019925 -0.998486
1711 | vn -0.002011 0.032035 -0.999485
1712 | vn 0.000852 0.004370 -0.999990
1713 | vn -0.000321 0.024163 -0.999708
1714 | vn -0.072000 0.021591 -0.997171
1715 | vn -0.036711 0.009815 -0.999278
1716 | vn -0.045041 -0.005954 -0.998967
1717 | vn -0.066676 -0.014795 -0.997665
1718 | vn -0.015108 0.078102 -0.996831
1719 | vn -0.062949 -0.049553 -0.996786
1720 | vn -0.084332 -0.166403 -0.982445
1721 | vn -0.097317 -0.163473 -0.981736
1722 | vn -0.050837 -0.965772 -0.254362
1723 | vn -0.007158 -0.971954 -0.235060
1724 | vn -0.000314 -1.000000 -0.000468
1725 | vn -0.030388 -0.999090 -0.029921
1726 | vn 0.990725 -0.129485 -0.041200
1727 | vn 0.645867 -0.763446 0.002529
1728 | vn 0.638232 -0.748560 -0.179770
1729 | vn 0.977689 -0.106093 -0.181295
1730 | vn 0.983481 0.003023 -0.180984
1731 | vn 0.974964 0.135470 -0.176329
1732 | vn 0.951995 -0.154005 -0.264554
1733 | vn 0.952839 0.004761 -0.303438
1734 | vn 0.975210 -0.003912 -0.221247
1735 | vn 0.981175 -0.002329 -0.193106
1736 | vn 0.915910 0.004467 -0.401358
1737 | vn 0.895119 -0.005912 -0.445789
1738 | vn 0.983601 0.062853 -0.169053
1739 | vn 0.983039 0.006438 -0.183281
1740 | vn 0.911855 -0.000796 -0.410513
1741 | vn 0.934902 0.031096 -0.353542
1742 | vn 0.100499 0.986477 -0.129473
1743 | vn 0.120296 0.935342 -0.332663
1744 | vn 0.011780 0.019531 -0.999740
1745 | vn 0.021840 -0.005080 -0.999749
1746 | vn 0.001435 -0.001979 -0.999997
1747 | vn 0.002848 0.005390 -0.999981
1748 | vn -0.023027 -0.013249 -0.999647
1749 | vn -0.052573 -0.084363 -0.995047
1750 | vn -0.038501 -0.103991 -0.993833
1751 | vn -0.064528 -0.956451 -0.284672
1752 | vn -0.030979 -0.994445 -0.100598
1753 | vn 0.027249 0.007021 -0.999604
1754 | vn 0.018835 0.015543 -0.999702
1755 | vn 0.014598 0.000568 -0.999893
1756 | vn 0.170828 0.610935 -0.773031
1757 | vn 0.303290 0.597951 -0.741936
1758 | vn 0.065942 0.163940 -0.984264
1759 | vn 0.051864 0.179402 -0.982408
1760 | vn 0.562081 0.417828 -0.713783
1761 | vn 0.610600 0.265442 -0.746129
1762 | vn 0.084473 0.050242 -0.995158
1763 | vn 0.081493 0.045244 -0.995646
1764 | vn 0.638463 -0.013116 -0.769541
1765 | vn 0.618415 -0.003246 -0.785845
1766 | vn 0.207755 -0.000619 -0.978181
1767 | vn 0.198386 -0.006012 -0.980106
1768 | vn 0.629098 -0.011797 -0.777237
1769 | vn 0.618997 0.005866 -0.785372
1770 | vn 0.194762 -0.000024 -0.980851
1771 | vn 0.222612 -0.014151 -0.974805
1772 | vn 0.635992 0.025283 -0.771282
1773 | vn 0.658956 -0.275126 -0.700059
1774 | vn 0.177780 -0.358275 -0.916533
1775 | vn 0.181719 0.031845 -0.982835
1776 | vn -0.024339 -0.573198 -0.819056
1777 | vn -0.050469 -0.563583 -0.824517
1778 | vn -0.040810 -0.024209 -0.998874
1779 | vn -0.049773 -0.082719 -0.995329
1780 | vn 0.617001 -0.076686 -0.783217
1781 | vn 0.094639 0.003976 -0.995504
1782 | vn 0.056186 0.609098 -0.791103
1783 | vn 0.401121 0.670508 -0.624116
1784 | vn 0.078773 -0.073325 -0.994192
1785 | vn 0.378625 -0.463838 -0.800936
1786 | vn 0.022504 -0.703134 -0.710702
1787 | vn 0.004753 -0.157840 -0.987453
1788 | vn 0.096627 0.615649 -0.782074
1789 | vn 0.030294 0.160221 -0.986616
1790 | vn -0.083092 -0.572213 -0.815884
1791 | vn -0.052092 -0.049500 -0.997415
1792 | vn 0.663701 0.745487 -0.061235
1793 | vn 0.669313 0.741722 0.043224
1794 | vn 0.079929 0.102647 -0.991501
1795 | vn 0.462035 0.549115 -0.696417
1796 | vn 0.049764 0.052458 -0.997382
1797 | vn 0.052285 0.036837 -0.997953
1798 | vn 0.052164 0.039926 -0.997840
1799 | vn 0.062014 0.022407 -0.997824
1800 | vn -0.014900 0.028886 -0.999472
1801 | vn -0.044658 -0.012206 -0.998928
1802 | vn 0.010796 -0.005827 -0.999925
1803 | vn 0.058758 0.003529 -0.998266
1804 | vn 0.039272 0.021318 -0.999001
1805 | vn 0.156916 0.005772 -0.987595
1806 | vn 0.037626 -0.013091 -0.999206
1807 | vn 0.113993 0.013385 -0.993391
1808 | vn -0.123351 -0.364371 -0.923048
1809 | vn -0.033493 -0.428216 -0.903056
1810 | vn 0.062185 0.075625 -0.995196
1811 | vn 0.066107 0.657399 -0.750637
1812 | vn 0.010948 0.662034 -0.749394
1813 | vn 0.033216 0.077849 -0.996412
1814 | vn 0.036497 -0.999317 0.005852
1815 | vn 0.034193 -0.990362 -0.134218
1816 | vn 0.654749 0.085820 -0.750959
1817 | vn 0.150812 0.030217 -0.988101
1818 | vn 0.942608 0.298317 -0.149993
1819 | vn 0.937393 0.199329 -0.285592
1820 | vn 0.051455 0.078883 -0.995555
1821 | vn 0.023017 -0.031721 -0.999232
1822 | vn -0.103215 -0.161403 -0.981476
1823 | vn -0.052545 -0.079543 -0.995446
1824 | vn 0.048833 0.079044 -0.995674
1825 | vn -0.022604 -0.079932 -0.996544
1826 | vn 0.045206 0.022305 -0.998729
1827 | vn -0.010963 -0.065174 -0.997814
1828 | vn -0.062252 -0.170988 -0.983305
1829 | vn 0.058873 0.069691 -0.995830
1830 | vn -0.006927 -0.999020 -0.043714
1831 | vn -0.008538 -0.999835 -0.016003
1832 | vn 0.000450 -1.000000 -0.000598
1833 | vn 0.618516 -0.785455 -0.022335
1834 | vn 0.037027 -0.999314 0.000367
1835 | vn 0.984736 -0.170797 -0.033519
1836 | vn 0.997007 0.016528 0.075528
1837 | vn 0.999464 -0.031187 0.009952
1838 | vn 0.997738 -0.009926 0.066481
1839 | vn 0.999896 -0.010701 -0.009701
1840 | vn 0.999292 0.012285 -0.035556
1841 | vn 0.998085 0.059874 -0.015547
1842 | vn 0.938154 0.346024 -0.011628
1843 | vn 0.820979 0.570909 0.007536
1844 | vn 0.726051 0.686238 0.043903
1845 | vn 0.666051 0.743916 0.054447
1846 | vn 0.306894 0.951313 0.028627
1847 | vn 0.548845 0.835215 0.034417
1848 | vn 0.099655 0.994845 0.018771
1849 | vn -0.029152 -0.029804 -0.999131
1850 | vn -0.077661 -0.093910 -0.992547
1851 | vn -0.084742 -0.208646 -0.974313
1852 | vn 0.023406 0.003777 -0.999719
1853 | vn 0.050586 0.051521 -0.997390
1854 | vn -0.004467 -0.984754 -0.173896
1855 | vn -0.030616 -0.658724 -0.751762
1856 | vn 0.700947 0.673582 -0.234437
1857 | vn -0.057913 -0.163652 -0.984817
1858 | vn -0.035520 -0.153961 -0.987438
1859 | vn 0.029661 -0.056992 -0.997934
1860 | vn 0.054567 0.601702 -0.796855
1861 | vn 0.250482 -0.299796 -0.920533
1862 | vn 0.042198 -0.305162 -0.951365
1863 | vn -0.344706 0.937796 -0.041439
1864 | vn -0.480585 0.876330 -0.032915
1865 | vn -0.478665 0.843117 0.245018
1866 | vn -0.328494 0.909004 0.256522
1867 | vn -0.818781 0.573560 -0.025049
1868 | vn -0.864198 0.503149 0.001807
1869 | vn -0.856845 0.429181 0.285693
1870 | vn -0.789268 0.566022 0.238064
1871 | vn -0.068732 0.074939 0.994817
1872 | vn -0.048286 -0.015752 0.998709
1873 | vn 0.022346 -0.082415 0.996348
1874 | vn -0.040887 0.078877 0.996046
1875 | vn -0.039523 -0.006355 0.999198
1876 | vn 0.001007 0.003968 0.999992
1877 | vn -0.000521 0.010337 0.999946
1878 | vn -0.011839 0.011427 0.999865
1879 | vn -0.004479 0.019733 0.999795
1880 | vn -0.023966 0.014288 0.999611
1881 | vn -0.044112 0.018559 0.998854
1882 | vn -0.000355 -0.005575 0.999984
1883 | vn -0.034402 -0.028577 0.998999
1884 | vn -0.000697 -0.035726 0.999361
1885 | vn 0.001772 -0.992259 0.124171
1886 | vn -0.004260 -0.991771 0.127953
1887 | vn -0.001087 -0.999999 -0.000944
1888 | vn 0.001075 -0.999992 -0.003819
1889 | vn -0.994493 -0.101230 0.027150
1890 | vn -0.689597 -0.724051 -0.014374
1891 | vn -0.673118 -0.714886 0.189341
1892 | vn -0.985307 -0.082148 0.149741
1893 | vn -0.999868 0.016226 -0.001090
1894 | vn -0.998657 -0.004639 0.051604
1895 | vn -0.989499 -0.003423 0.144496
1896 | vn -0.970623 0.005966 0.240530
1897 | vn -0.848086 -0.475477 0.233819
1898 | vn -0.989032 -0.031718 0.144256
1899 | vn -0.954155 0.089481 0.285625
1900 | vn -0.672833 -0.599040 0.434105
1901 | vn -0.992598 0.052808 0.109366
1902 | vn -0.996815 0.002672 0.079703
1903 | vn -0.890902 0.007276 0.454138
1904 | vn -0.913799 0.008189 0.406084
1905 | vn 0.029922 0.974419 0.222738
1906 | vn 0.026937 0.999000 0.035677
1907 | vn -0.116390 0.993123 -0.012691
1908 | vn -0.099924 0.956825 0.272950
1909 | vn -0.017352 0.052856 0.998451
1910 | vn 0.015022 0.052048 0.998532
1911 | vn 0.016264 0.109647 0.993837
1912 | vn 0.006115 0.023610 0.999703
1913 | vn 0.003566 0.002667 0.999990
1914 | vn -0.016076 -0.022644 0.999614
1915 | vn -0.014360 -0.017211 0.999749
1916 | vn -0.000093 0.008379 0.999965
1917 | vn -0.007435 0.072081 0.997371
1918 | vn 0.015766 0.010793 0.999817
1919 | vn 0.015313 0.014803 0.999773
1920 | vn 0.017814 0.015048 0.999728
1921 | vn -0.046151 0.061179 0.997059
1922 | vn -0.016831 0.010334 0.999805
1923 | vn 0.001031 -0.999836 -0.018097
1924 | vn -0.000628 -0.991600 0.129340
1925 | vn -0.004145 -0.992851 0.119292
1926 | vn -0.001467 -0.999946 -0.010303
1927 | vn -0.012389 -0.010068 0.999873
1928 | vn -0.021647 -0.016123 0.999636
1929 | vn -0.073583 -0.015761 0.997165
1930 | vn -0.012345 -0.015506 0.999804
1931 | vn -0.999324 -0.008148 -0.035838
1932 | vn -0.872816 0.002196 0.488045
1933 | vn -0.883064 0.467358 0.042121
1934 | vn -0.692260 0.511874 0.508686
1935 | vn -0.169828 0.441069 0.881258
1936 | vn -0.252424 0.416016 0.873620
1937 | vn -0.031974 0.019746 0.999294
1938 | vn -0.039867 0.023513 0.998928
1939 | vn -0.429329 0.323641 0.843169
1940 | vn -0.464585 0.183708 0.866264
1941 | vn -0.018984 -0.005236 0.999806
1942 | vn -0.003485 0.012615 0.999914
1943 | vn -0.536721 -0.010058 0.843700
1944 | vn -0.521936 0.003333 0.852978
1945 | vn -0.116138 0.003690 0.993226
1946 | vn -0.073191 0.008127 0.997285
1947 | vn -0.460380 -0.696220 0.550753
1948 | vn -0.346323 0.091410 0.933651
1949 | vn -0.206721 0.073352 0.975647
1950 | vn -0.356999 -0.714082 0.602195
1951 | vn -0.647686 0.010720 0.761832
1952 | vn -0.696964 0.001508 0.717105
1953 | vn -0.138369 -0.004364 0.990371
1954 | vn -0.175249 0.011794 0.984454
1955 | vn -0.021087 -0.642313 0.766152
1956 | vn -0.007651 -0.697603 0.716444
1957 | vn -0.017989 -0.106830 0.994115
1958 | vn -0.032483 -0.059066 0.997726
1959 | vn -0.639406 -0.068023 0.765854
1960 | vn -0.015931 -0.062640 0.997909
1961 | vn 0.003911 -0.043967 0.999025
1962 | vn -0.356767 -0.375665 0.855332
1963 | vn -0.040502 -0.601330 0.797974
1964 | vn -0.038860 -0.002644 0.999241
1965 | vn 0.004919 0.647366 0.762163
1966 | vn -0.061719 0.544069 0.836767
1967 | vn -0.033568 0.092103 0.995184
1968 | vn -0.006091 0.133612 0.991015
1969 | vn -0.007322 -0.740101 0.672456
1970 | vn 0.001324 -0.747099 0.664711
1971 | vn -0.008959 -0.260382 0.965464
1972 | vn -0.022130 -0.176510 0.984050
1973 | vn -0.439062 0.017972 0.898277
1974 | vn -0.163098 0.022252 0.986359
1975 | vn -0.382799 0.364629 0.848829
1976 | vn -0.109839 0.081587 0.990595
1977 | vn -0.652218 0.714699 0.252620
1978 | vn -0.682850 0.730279 -0.020206
1979 | vn -0.016331 0.038733 0.999116
1980 | vn -0.347320 0.408622 0.844036
1981 | vn -0.048434 0.061786 0.996914
1982 | vn -0.114857 0.118612 0.986275
1983 | vn -0.046788 0.039744 0.998114
1984 | vn 0.004529 0.005324 0.999976
1985 | vn 0.114314 -0.001800 0.993443
1986 | vn 0.040557 -0.010813 0.999119
1987 | vn -0.003474 0.000626 0.999994
1988 | vn -0.011233 0.022539 0.999683
1989 | vn -0.004212 -0.561228 0.827651
1990 | vn -0.213112 -0.659601 0.720771
1991 | vn -0.080361 -0.172802 0.981673
1992 | vn 0.080925 -0.131462 0.988013
1993 | vn 0.031143 0.014861 0.999404
1994 | vn 0.036970 0.202949 0.978491
1995 | vn -0.019677 0.022469 0.999554
1996 | vn -0.054798 0.005910 0.998480
1997 | vn -0.025819 -0.002634 0.999663
1998 | vn -0.049579 -0.041428 0.997911
1999 | vn 0.005760 -0.081315 0.996672
2000 | vn -0.056014 -0.998414 -0.005678
2001 | vn -0.045151 -0.989752 0.135469
2002 | vn -0.495980 0.045360 0.867148
2003 | vn -0.044897 0.001332 0.998991
2004 | vn -0.956445 0.284781 0.064130
2005 | vn -0.910441 0.179801 0.372516
2006 | vn -0.088681 0.037014 0.995372
2007 | vn -0.098969 -0.044047 0.994115
2008 | vn 0.002440 -0.229414 0.973326
2009 | vn 0.016779 -0.166334 0.985927
2010 | vn -0.000593 0.052258 0.998634
2011 | vn 0.022133 0.122694 0.992198
2012 | vn -0.023510 -0.139632 0.989924
2013 | vn -0.058288 -0.013633 0.998207
2014 | vn -0.048403 -0.074342 0.996058
2015 | vn -0.002937 -0.192563 0.981280
2016 | vn -0.018617 -0.006702 0.999804
2017 | vn 0.011511 0.004049 0.999926
2018 | vn -0.995335 0.026388 0.092803
2019 | vn -0.041798 -0.072056 0.996524
2020 | vn -0.038993 -0.003774 0.999232
2021 | vn -0.011250 -0.017791 0.999778
2022 | vn -0.028573 -0.070378 0.997111
2023 | vn -0.059645 -0.083150 0.994751
2024 | vn -0.003321 -0.105684 0.994394
2025 | vn -0.087300 -0.072084 0.993571
2026 | vn -0.090589 0.208539 0.973810
2027 | vn -0.310534 -0.685691 0.658328
2028 | vn -0.163603 0.098969 0.981549
2029 | vn -0.132576 0.100313 0.986084
2030 | vn -0.581189 -0.632607 0.511886
2031 | vn -0.723961 0.148304 0.673711
2032 | vn 0.298785 0.952033 0.066034
2033 | vn 0.295180 0.948446 0.115405
2034 | vn 0.538119 0.837668 0.093495
2035 | vn 0.549309 0.834488 0.043465
2036 | vn 0.722834 0.690634 0.023146
2037 | vn 0.738657 0.673905 -0.015429
2038 | vn 0.852817 0.512182 0.101851
2039 | vn 0.818196 0.572558 0.052267
2040 | vn 0.027978 0.011695 0.999540
2041 | vn -0.003338 -0.003109 0.999990
2042 | vn -0.027557 -0.001677 0.999619
2043 | vn 0.020469 0.045878 0.998737
2044 | vn 0.024635 -0.016579 0.999559
2045 | vn 0.000163 -0.003727 0.999993
2046 | vn -0.050426 0.000211 0.998728
2047 | vn -0.042281 -0.010005 0.999056
2048 | vn 0.000716 0.014008 0.999902
2049 | vn 0.020578 0.081819 0.996435
2050 | vn 0.016481 0.033010 0.999319
2051 | vn -0.033775 0.005634 0.999414
2052 | vn 0.039870 0.047612 0.998070
2053 | vn 0.060183 0.035748 0.997547
2054 | vn 0.000610 -0.992209 0.124582
2055 | vn -0.000074 -0.999999 -0.001505
2056 | vn 0.000523 -0.999999 -0.001237
2057 | vn 0.000810 -0.992343 0.123513
2058 | vn 0.984348 -0.155327 0.083263
2059 | vn 0.935867 -0.101295 0.337480
2060 | vn 0.591392 -0.755155 0.282837
2061 | vn 0.604734 -0.796249 0.016858
2062 | vn 0.973361 0.015470 0.228754
2063 | vn 0.980942 0.003885 0.194261
2064 | vn 0.951273 0.024962 0.307337
2065 | vn 0.978400 0.006493 0.206620
2066 | vn 0.989352 -0.020137 0.144146
2067 | vn 0.940297 -0.012292 0.340133
2068 | vn 0.983699 -0.016140 0.179096
2069 | vn 0.986017 -0.018190 0.165650
2070 | vn 0.993555 0.029339 0.109484
2071 | vn 0.956557 0.004142 0.291515
2072 | vn 0.926196 0.004870 0.377012
2073 | vn 0.993359 0.013286 0.114283
2074 | vn 0.106132 0.983094 0.149209
2075 | vn 0.112218 0.991496 0.065906
2076 | vn 0.008012 0.000309 0.999968
2077 | vn 0.004284 0.039069 0.999227
2078 | vn 0.006843 -0.004320 0.999967
2079 | vn 0.004798 -0.022892 0.999727
2080 | vn -0.003661 0.103591 0.994613
2081 | vn 0.015800 0.013503 0.999784
2082 | vn -0.013964 0.063314 0.997896
2083 | vn 0.004058 -0.999937 -0.010490
2084 | vn 0.007789 -0.991432 0.130392
2085 | vn 0.007598 -0.005392 0.999957
2086 | vn 0.008490 -0.016300 0.999831
2087 | vn -0.022335 -0.025316 0.999430
2088 | vn 0.215140 0.679633 0.701295
2089 | vn 0.034345 0.084696 0.995815
2090 | vn 0.074972 0.051889 0.995835
2091 | vn 0.403920 0.592275 0.697179
2092 | vn 0.521447 0.505586 0.687369
2093 | vn 0.017253 0.052759 0.998458
2094 | vn -0.009843 0.015101 0.999838
2095 | vn 0.562779 0.312771 0.765149
2096 | vn 0.597754 -0.010271 0.801614
2097 | vn 0.079998 -0.004064 0.996787
2098 | vn 0.135524 -0.002967 0.990770
2099 | vn 0.585553 -0.002986 0.810628
2100 | vn 0.595811 0.004350 0.803113
2101 | vn 0.094348 0.005380 0.995525
2102 | vn 0.025460 -0.006212 0.999657
2103 | vn 0.641314 -0.010875 0.767202
2104 | vn 0.631087 -0.000815 0.775712
2105 | vn 0.033438 0.001834 0.999439
2106 | vn 0.098980 0.016300 0.994956
2107 | vn 0.610273 0.019900 0.791941
2108 | vn 0.004608 -0.693438 0.720502
2109 | vn 0.021025 -0.166859 0.985757
2110 | vn 0.016200 -0.242869 0.969924
2111 | vn 0.005128 -0.709638 0.704547
2112 | vn 0.588413 -0.049169 0.807064
2113 | vn 0.093778 -0.017079 0.995447
2114 | vn 0.030093 -0.058294 0.997846
2115 | vn 0.014562 -0.093730 0.995491
2116 | vn 0.026849 -0.672604 0.739515
2117 | vn 0.338580 -0.410390 0.846725
2118 | vn 0.011820 0.120411 0.992654
2119 | vn 0.064225 0.697114 0.714078
2120 | vn 0.011138 -0.729355 0.684044
2121 | vn 0.012154 -0.282291 0.959252
2122 | vn 0.659330 0.751807 0.008345
2123 | vn 0.670806 0.741419 0.017847
2124 | vn 0.063361 0.074245 0.995225
2125 | vn 0.480185 0.574742 0.662641
2126 | vn 0.026002 0.033578 0.999098
2127 | vn 0.022831 0.026144 0.999398
2128 | vn 0.035738 0.028676 0.998950
2129 | vn 0.048645 0.065904 0.996640
2130 | vn -0.011976 -0.006578 0.999907
2131 | vn 0.050184 -0.002604 0.998737
2132 | vn 0.076488 -0.003991 0.997063
2133 | vn 0.025500 -0.014958 0.999563
2134 | vn -0.006991 -0.001589 0.999974
2135 | vn 0.041139 -0.005097 0.999141
2136 | vn -0.002647 -0.000087 0.999996
2137 | vn 0.042263 0.002209 0.999104
2138 | vn 0.011964 -0.001730 0.999927
2139 | vn 0.015096 0.002611 0.999883
2140 | vn 0.035943 0.018281 0.999187
2141 | vn -0.019110 -0.000469 0.999817
2142 | vn 0.036270 -0.999342 0.000377
2143 | vn 0.037635 -0.990445 0.132677
2144 | vn 0.575907 0.125252 0.807863
2145 | vn 0.005189 0.019010 0.999806
2146 | vn 0.947445 0.303342 0.101647
2147 | vn 0.945470 0.232811 0.227784
2148 | vn 0.030617 0.052742 0.998139
2149 | vn 0.057329 0.098133 0.993521
2150 | vn -0.043425 0.011597 0.998989
2151 | vn 0.001239 0.058815 0.998268
2152 | vn 0.010002 0.069124 0.997558
2153 | vn 0.062081 0.028269 0.997671
2154 | vn 0.059304 0.052534 0.996857
2155 | vn -0.031337 0.033106 0.998961
2156 | vn -0.011078 0.036995 0.999254
2157 | vn 0.010980 0.035197 0.999320
2158 | vn 0.003633 -0.145423 0.989363
2159 | vn 0.038010 -0.124880 0.991444
2160 | vn 0.052514 -0.035569 0.997987
2161 | vn 0.031390 0.022418 0.999256
2162 | vn -0.016881 0.011239 0.999794
2163 | vn 0.697398 -0.580989 -0.419628
2164 | vn 0.891294 -0.073677 -0.447400
2165 | vn 0.939874 -0.181427 -0.289347
2166 | vn 0.510569 -0.542746 -0.666893
2167 | vn 0.618673 -0.151767 -0.770851
2168 | vn 0.046221 -0.600694 -0.798142
2169 | vn 0.002958 -0.129359 -0.991593
2170 | vn -0.144171 -0.653635 -0.742951
2171 | vn -0.066875 -0.140311 -0.987847
2172 | vn 0.064072 -0.199306 -0.977840
2173 | vn 0.073353 -0.542275 -0.836993
2174 | vn -0.102594 -0.630314 -0.769531
2175 | vn -0.033541 -0.161321 -0.986332
2176 | vn 0.110009 0.030421 -0.993465
2177 | vn 0.254504 -0.334731 -0.907294
2178 | vn 0.319272 -0.402709 -0.857841
2179 | vn 0.273518 -0.087001 -0.957924
2180 | vn 0.802935 0.393308 -0.447888
2181 | vn 0.806423 -0.446612 -0.387582
2182 | vn 0.287171 0.939998 -0.184220
2183 | vn 0.564276 -0.527834 -0.634811
2184 | vn 0.179439 0.937270 -0.298876
2185 | vn 0.103874 -0.674207 -0.731201
2186 | vn 0.001667 0.887991 -0.459857
2187 | vn -0.158145 -0.771381 -0.616410
2188 | vn 0.002965 0.903830 -0.427882
2189 | vn -0.199012 -0.701863 -0.683947
2190 | vn 0.044202 -0.537664 -0.842000
2191 | vn 0.049158 0.889732 -0.453829
2192 | vn 0.171884 -0.299108 -0.938611
2193 | vn 0.354148 -0.425295 -0.832889
2194 | vn 0.259304 -0.424945 -0.867285
2195 | vn -0.012149 0.133996 -0.990907
2196 | vn 0.002162 0.794943 -0.606680
2197 | vn 0.779801 0.593696 -0.198587
2198 | vn 0.477905 0.676220 -0.560655
2199 | vn -0.004518 0.580131 -0.814511
2200 | vn -0.000423 0.549306 -0.835621
2201 | vn 0.058682 0.453700 -0.889220
2202 | vn 0.054561 0.544631 -0.836900
2203 | vn -0.064872 0.403515 0.912671
2204 | vn -0.099022 0.076437 0.992145
2205 | vn -0.079595 0.203771 0.975778
2206 | vn -0.093371 0.436280 0.894953
2207 | vn -0.137419 0.594549 0.792230
2208 | vn -0.083498 0.384574 0.919310
2209 | vn -0.429626 0.609758 0.666045
2210 | vn -0.843680 0.524131 0.116153
2211 | vn -0.704580 0.640643 0.305195
2212 | vn -0.219166 -0.535002 0.815928
2213 | vn -0.376859 -0.542954 0.750452
2214 | vn -0.282497 -0.532292 0.798036
2215 | vn -0.612947 -0.440661 0.655831
2216 | vn -0.728899 -0.533974 0.428459
2217 | vn -0.580961 -0.674991 0.454832
2218 | vn -0.907834 -0.412500 0.075373
2219 | s 1
2220 | g Tombstone_RIP
2221 | usemtl standard:blinn1SG
2222 | f 1/1/1 138/2/2 137/3/3 47/4/4
2223 | f 2/5/5 136/6/6 135/7/7 72/8/8
2224 | f 49/9/9 27/10/10 76/11/11 75/12/12
2225 | f 34/13/13 35/14/14 52/15/15 51/16/16
2226 | f 40/17/17 41/18/18 54/19/19 53/20/20
2227 | f 41/18/18 152/21/21 151/22/22 54/19/19
2228 | f 125/23/23 12/24/24 57/25/25 126/26/26
2229 | f 147/27/27 146/28/28 127/29/29 13/30/30
2230 | f 24/31/31 129/32/32 128/33/33 14/34/34
2231 | f 22/35/35 131/36/36 130/37/37 15/38/38
2232 | f 71/39/39 133/40/40 132/41/41 16/42/42
2233 | f 140/43/43 139/44/44 58/45/45 17/46/46
2234 | f 60/47/47 25/48/48 78/49/49 77/50/50
2235 | f 33/51/51 63/52/52 62/53/53 32/54/54
2236 | f 39/55/55 65/56/56 64/57/57 38/58/58
2237 | f 154/59/59 153/60/60 65/56/56 39/55/55
2238 | f 20/61/61 68/62/62 124/63/63 123/64/64
2239 | f 62/53/53 61/65/65 26/66/66 32/54/54
2240 | f 29/67/67 34/13/13 51/16/16 50/68/68
2241 | f 16/42/42 132/41/41 131/36/36 22/35/35
2242 | f 64/57/57 63/52/52 33/51/51 38/58/58
2243 | f 35/14/14 40/17/17 53/20/20 52/15/15
2244 | f 15/38/38 130/37/37 129/32/32 24/31/31
2245 | f 4/69/69 120/70/70 119/71/71 48/72/72
2246 | f 5/73/73 118/74/74 117/75/75 73/76/76
2247 | f 70/77/77 115/78/78 114/79/79 7/80/80
2248 | f 21/81/81 113/82/82 112/83/83 8/84/84
2249 | f 23/85/85 111/86/86 110/87/87 9/88/88
2250 | f 56/89/89 108/90/90 107/91/91 10/92/92
2251 | f 145/93/93 9/88/88 110/87/87 149/94/94
2252 | f 109/95/95 155/96/96 144/97/97 11/98/98
2253 | f 18/99/99 122/100/100 121/101/101 59/102/102
2254 | f 67/103/103 106/104/104 105/105/105 19/106/106
2255 | f 7/80/80 114/79/79 113/82/82 21/81/81
2256 | f 8/84/84 112/83/83 111/86/86 23/85/85
2257 | f 169/107/107 136/6/6 2/5/5 170/108/108
2258 | f 167/109/109 118/74/74 5/73/73 168/110/110
2259 | f 74/111/111 28/112/112 166/113/113 165/114/114
2260 | f 161/115/115 36/116/116 31/117/117 162/118/118
2261 | f 160/119/119 37/120/120 36/116/116 161/115/115
2262 | f 159/121/121 42/122/122 37/120/120 160/119/119
2263 | f 158/123/123 43/124/124 42/122/122 159/121/121
2264 | f 157/125/125 150/126/126 43/124/124 158/123/123
2265 | f 142/127/127 13/30/30 127/29/29 143/128/128
2266 | f 139/44/44 138/2/2 1/1/1 58/45/45
2267 | f 121/101/101 120/70/70 4/69/69 59/102/102
2268 | f 27/10/10 60/47/47 77/50/50 76/11/11
2269 | f 34/13/13 29/67/67 61/65/65 62/53/53
2270 | f 63/52/52 35/14/14 34/13/13 62/53/53
2271 | f 40/17/17 35/14/14 63/52/52 64/57/57
2272 | f 65/56/56 41/18/18 40/17/17 64/57/57
2273 | f 153/60/60 152/21/21 41/18/18 65/56/56
2274 | f 10/92/92 107/91/91 106/104/104 67/103/103
2275 | f 68/62/62 12/24/24 125/23/23 124/63/63
2276 | f 6/129/129 116/130/130 115/78/78 70/77/77
2277 | f 3/131/131 134/132/132 133/40/40 71/39/39
2278 | f 135/7/7 134/133/132 3/134/131 72/8/8
2279 | f 117/75/75 116/130/130 6/129/129 73/76/76
2280 | f 30/135/133 74/111/111 165/114/114 164/136/134
2281 | f 76/11/11 84/137/135 83/138/136 75/12/12
2282 | f 77/50/50 85/139/137 84/137/135 76/11/11
2283 | f 78/49/49 86/140/138 85/139/137 77/50/50
2284 | f 162/118/118 31/117/117 69/141/139 163/142/140
2285 | f 80/143/141 29/67/67 50/68/68 79/144/142
2286 | f 81/145/143 61/65/65 29/67/67 80/143/141
2287 | f 82/146/144 26/66/66 61/65/65 81/145/143
2288 | f 69/141/139 30/135/133 164/136/134 163/142/140
2289 | f 84/137/135 80/143/141 79/144/142 83/138/136
2290 | f 85/139/137 81/145/143 80/143/141 84/137/135
2291 | f 86/140/138 82/146/144 81/145/143 85/139/137
2292 | f 68/62/62 20/61/61 87/147/145 88/148/146
2293 | f 12/24/24 68/62/62 88/148/146 89/149/147
2294 | f 57/25/25 12/24/24 89/149/147 90/150/148
2295 | f 91/151/149 13/30/30 142/127/127 141/152/150
2296 | f 148/153/151 147/27/27 13/30/30 91/151/149
2297 | f 93/154/152 24/31/31 14/34/34 92/155/153
2298 | f 94/156/154 15/38/38 24/31/31 93/154/152
2299 | f 95/157/155 22/35/35 15/38/38 94/156/154
2300 | f 96/158/156 16/42/42 22/35/35 95/157/155
2301 | f 97/159/157 71/39/39 16/42/42 96/158/156
2302 | f 98/160/158 3/131/131 71/39/39 97/159/157
2303 | f 99/161/159 72/8/8 3/134/131 98/162/158
2304 | f 100/163/160 2/5/5 72/8/8 99/161/159
2305 | f 171/164/161 170/108/108 2/5/5 100/163/160
2306 | f 102/165/162 1/1/1 47/4/4 101/166/163
2307 | f 103/167/164 58/45/45 1/1/1 102/165/162
2308 | f 104/168/165 17/46/46 58/45/45 103/167/164
2309 | f 106/104/104 66/169/166 44/170/167 105/105/105
2310 | f 107/91/91 45/171/168 66/169/166 106/104/104
2311 | f 108/90/90 55/172/169 45/171/168 107/91/91
2312 | f 156/173/170 155/96/96 109/95/95 46/174/171
2313 | f 110/87/87 43/124/124 150/126/126 149/94/94
2314 | f 111/86/86 42/122/122 43/124/124 110/87/87
2315 | f 112/83/83 37/120/120 42/122/122 111/86/86
2316 | f 113/82/82 36/116/116 37/120/120 112/83/83
2317 | f 114/79/79 31/117/117 36/116/116 113/82/82
2318 | f 115/78/78 69/141/139 31/117/117 114/79/79
2319 | f 116/130/130 30/135/133 69/141/139 115/78/78
2320 | f 74/111/111 30/135/133 116/130/130 117/75/75
2321 | f 118/74/74 28/112/112 74/111/111 117/75/75
2322 | f 166/113/113 28/112/112 118/74/74 167/109/109
2323 | f 120/70/70 27/10/10 49/9/9 119/71/71
2324 | f 60/47/47 27/10/10 120/70/70 121/101/101
2325 | f 122/100/100 25/48/48 60/47/47 121/101/101
2326 | f 123/64/64 124/63/63 67/175/103 19/176/106
2327 | f 125/23/23 10/177/92 67/175/103 124/63/63
2328 | f 10/177/92 125/23/23 126/26/26 56/178/89
2329 | f 127/29/29 11/179/98 144/180/97 143/128/128
2330 | f 146/28/28 145/181/93 11/179/98 127/29/29
2331 | f 129/32/32 23/182/85 9/183/88 128/33/33
2332 | f 130/37/37 8/184/84 23/182/85 129/32/32
2333 | f 131/36/36 21/185/81 8/184/84 130/37/37
2334 | f 132/41/41 7/186/80 21/185/81 131/36/36
2335 | f 133/40/40 70/187/77 7/186/80 132/41/41
2336 | f 134/132/132 6/188/129 70/187/77 133/40/40
2337 | f 73/189/76 6/190/129 134/133/132 135/7/7
2338 | f 136/6/6 5/191/73 73/189/76 135/7/7
2339 | f 168/192/110 5/191/73 136/6/6 169/107/107
2340 | f 138/2/2 4/193/69 48/194/72 137/3/3
2341 | f 59/195/102 4/193/69 138/2/2 139/44/44
2342 | f 18/196/99 59/195/102 139/44/44 140/43/43
2343 | f 141/197/150 142/198/127 57/25/25 90/150/148
2344 | f 57/25/25 142/198/127 143/199/128 126/26/26
2345 | f 144/200/97 56/178/89 126/26/26 143/199/128
2346 | f 128/33/33 9/183/88 145/181/93 146/28/28
2347 | f 14/34/34 128/33/33 146/28/28 147/27/27
2348 | f 92/155/153 14/34/34 147/27/27 148/153/151
2349 | f 145/93/93 149/94/94 109/95/95 11/98/98
2350 | f 150/126/126 46/174/171 109/95/95 149/94/94
2351 | f 156/173/170 46/174/171 150/126/126 157/125/125
2352 | f 152/21/21 45/171/168 55/172/169 151/22/22
2353 | f 66/169/166 45/171/168 152/21/21 153/60/60
2354 | f 44/170/167 66/169/166 153/60/60 154/59/59
2355 | f 155/96/96 108/90/90 56/89/89 144/97/97
2356 | f 55/172/169 108/90/90 155/96/96 156/173/170
2357 | f 55/172/169 156/173/170 157/125/125 151/22/22
2358 | f 151/22/22 157/125/125 158/123/123 54/19/19
2359 | f 54/19/19 158/123/123 159/121/121 53/20/20
2360 | f 53/20/20 159/121/121 160/119/119 52/15/15
2361 | f 52/15/15 160/119/119 161/115/115 51/16/16
2362 | f 51/16/16 161/115/115 162/118/118 50/68/68
2363 | f 50/68/68 162/118/118 163/142/140 79/144/142
2364 | f 164/136/134 83/138/136 79/144/142 163/142/140
2365 | f 165/114/114 75/12/12 83/138/136 164/136/134
2366 | f 166/113/113 49/9/9 75/12/12 165/114/114
2367 | f 49/9/9 166/113/113 167/109/109 119/71/71
2368 | f 119/71/71 167/109/109 168/110/110 48/72/72
2369 | f 48/194/72 168/192/110 169/107/107 137/3/3
2370 | f 137/3/3 169/107/107 170/108/108 47/4/4
2371 | f 101/166/163 47/4/4 170/108/108 171/164/161
2372 | f 172/201/172 207/202/173 289/203/174 290/204/175
2373 | f 173/205/176 232/206/177 287/207/178 288/208/179
2374 | f 209/209/180 235/210/181 236/211/182 192/212/183
2375 | f 197/213/184 211/214/185 212/215/186 198/216/187
2376 | f 201/217/188 213/218/189 214/219/190 202/220/191
2377 | f 202/220/191 214/219/190 302/221/192 303/222/193
2378 | f 277/223/194 278/224/195 217/225/196 183/226/197
2379 | f 298/227/198 184/228/199 279/229/200 297/230/201
2380 | f 191/231/202 185/232/203 603/233/204 281/234/205
2381 | f 189/235/206 186/236/207 282/237/208 283/238/209
2382 | f 231/239/210 187/240/211 284/241/212 285/242/213
2383 | f 140/43/43 17/46/46 218/243/214 291/244/215
2384 | f 220/245/216 237/246/217 78/49/49 25/48/48
2385 | f 33/51/51 32/54/54 222/247/218 223/248/219
2386 | f 39/55/55 38/58/58 224/249/220 225/250/221
2387 | f 154/59/59 39/55/55 225/250/221 304/251/222
2388 | f 20/61/61 123/64/64 276/252/223 228/253/224
2389 | f 222/247/218 32/54/54 26/66/66 221/254/225
2390 | f 194/255/226 210/256/227 211/214/185 197/213/184
2391 | f 187/240/211 189/235/206 283/238/209 284/241/212
2392 | f 224/249/220 38/58/58 33/51/51 223/248/219
2393 | f 198/216/187 212/215/186 213/218/189 201/217/188
2394 | f 186/236/207 191/231/202 281/234/205 282/237/208
2395 | f 175/257/228 208/258/229 273/259/230 274/260/231
2396 | f 176/261/232 233/262/233 271/263/234 272/264/235
2397 | f 230/265/236 178/266/237 268/267/238 269/268/239
2398 | f 188/269/240 179/270/241 266/271/242 267/272/243
2399 | f 190/273/244 604/274/245 605/275/246 265/276/247
2400 | f 216/277/248 181/278/249 261/279/250 262/280/251
2401 | f 296/281/252 300/282/253 264/283/254 180/284/255
2402 | f 263/285/256 182/286/257 295/287/258 305/288/259
2403 | f 18/99/99 219/289/260 275/290/261 122/100/100
2404 | f 227/291/262 19/106/106 105/105/105 260/292/263
2405 | f 178/266/237 188/269/240 267/272/243 268/267/238
2406 | f 179/270/241 190/273/244 265/276/247 266/271/242
2407 | f 319/293/264 320/294/265 173/205/176 288/208/179
2408 | f 317/295/266 318/296/267 176/261/232 272/264/235
2409 | f 234/297/268 315/298/269 316/299/270 193/300/271
2410 | f 311/301/272 312/302/273 196/303/274 199/304/275
2411 | f 310/305/276 311/301/272 199/304/275 200/306/277
2412 | f 309/307/278 310/305/276 200/306/277 203/308/279
2413 | f 637/309/280 203/308/279 606/310/281
2414 | f 307/311/282 308/312/283 204/313/284 301/314/285
2415 | f 293/315/286 294/316/287 279/317/200 184/318/199
2416 | f 291/244/215 218/243/214 172/201/172 290/204/175
2417 | f 275/290/261 219/289/260 175/257/228 274/260/231
2418 | f 192/212/183 236/211/182 237/246/217 220/245/216
2419 | f 197/213/184 222/247/218 221/254/225 194/255/226
2420 | f 223/248/219 222/247/218 197/213/184 198/216/187
2421 | f 201/217/188 224/249/220 223/248/219 198/216/187
2422 | f 225/250/221 224/249/220 201/217/188 202/220/191
2423 | f 304/251/222 225/250/221 202/220/191 303/222/193
2424 | f 181/278/249 227/291/262 260/292/263 261/279/250
2425 | f 228/253/224 276/252/223 277/223/194 183/226/197
2426 | f 177/319/288 230/265/236 269/268/239 270/320/289
2427 | f 174/321/290 231/239/210 285/242/213 286/322/291
2428 | f 287/207/178 232/206/177 174/323/290 286/324/291
2429 | f 271/263/234 233/262/233 177/319/288 270/320/289
2430 | f 195/325/292 314/326/293 315/298/269 234/297/268
2431 | f 236/211/182 235/210/181 241/327/294 242/328/295
2432 | f 237/246/217 236/211/182 242/328/295 243/329/296
2433 | f 78/49/49 237/246/217 243/329/296 86/140/138
2434 | f 312/302/273 313/330/297 229/331/298 196/303/274
2435 | f 239/332/299 238/333/300 210/256/227 194/255/226
2436 | f 240/334/301 239/332/299 194/255/226 221/254/225
2437 | f 82/146/144 240/334/301 221/254/225 26/66/66
2438 | f 229/331/298 313/330/297 314/326/293 195/325/292
2439 | f 242/328/295 241/327/294 238/333/300 239/332/299
2440 | f 243/329/296 242/328/295 239/332/299 240/334/301
2441 | f 86/140/138 243/329/296 240/334/301 82/146/144
2442 | f 228/253/224 244/335/302 87/147/145 20/61/61
2443 | f 183/226/197 245/336/303 244/335/302 228/253/224
2444 | f 217/225/196 246/337/304 245/336/303 183/226/197
2445 | f 247/338/305 292/339/306 293/315/286 184/318/199
2446 | f 299/340/307 247/341/305 184/228/199 298/227/198
2447 | f 249/342/308 248/343/309 185/232/203 191/231/202
2448 | f 250/344/310 249/342/308 191/231/202 186/236/207
2449 | f 251/345/311 250/344/310 186/236/207 189/235/206
2450 | f 252/346/312 251/345/311 189/235/206 187/240/211
2451 | f 253/347/313 252/346/312 187/240/211 231/239/210
2452 | f 254/348/314 253/347/313 231/239/210 174/321/290
2453 | f 255/349/315 254/350/314 174/323/290 232/206/177
2454 | f 256/351/316 255/349/315 232/206/177 173/205/176
2455 | f 321/352/317 256/351/316 173/205/176 320/294/265
2456 | f 258/353/318 257/354/319 207/202/173 172/201/172
2457 | f 259/355/320 258/353/318 172/201/172 218/243/214
2458 | f 104/168/165 259/355/320 218/243/214 17/46/46
2459 | f 260/292/263 105/105/105 44/170/167 226/356/321
2460 | f 261/279/250 260/292/263 226/356/321 205/357/322
2461 | f 262/280/251 261/279/250 205/357/322 215/358/323
2462 | f 306/359/324 206/360/325 263/285/256 305/288/259
2463 | f 264/283/254 300/282/253 301/314/285 204/313/284
2464 | f 265/276/247 605/275/246 606/310/281 203/308/279
2465 | f 266/271/242 265/276/247 203/308/279 200/306/277
2466 | f 267/272/243 266/271/242 200/306/277 199/304/275
2467 | f 268/267/238 267/272/243 199/304/275 196/303/274
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2776 | f 426/454/396 560/642/556 527/725/592 340/563/442
2777 | f 561/612/526 481/726/583 527/725/592 560/642/556
2778 | f 481/726/583 561/612/526 562/615/529 516/727/580
2779 | f 563/702/532 482/728/589 578/729/588 577/703/615
2780 | f 580/617/531 579/730/584 482/731/589 563/618/532
2781 | f 565/621/535 490/732/576 480/733/579 564/622/536
2782 | f 566/626/540 479/734/575 490/732/576 565/621/535
2783 | f 567/625/539 488/735/572 479/734/575 566/626/540
2784 | f 568/630/544 478/736/571 488/735/572 567/625/539
2785 | f 569/629/543 530/737/568 478/736/571 568/630/544
2786 | f 570/707/619 477/738/616 530/737/568 569/629/543
2787 | f 533/739/567 477/740/616 570/708/619 571/596/510
2788 | f 572/595/509 476/741/564 533/739/567 571/596/510
2789 | f 600/742/597 476/741/564 572/595/509 601/680/594
2790 | f 574/591/505 475/743/560 508/744/563 573/592/506
2791 | f 519/745/591 475/743/560 574/591/505 575/632/546
2792 | f 339/586/437 519/745/591 575/632/546 443/435/377
2793 | f 292/339/306 576/700/614 517/614/528 246/337/304
2794 | f 517/614/528 576/700/614 577/703/615 562/615/529
2795 | f 578/729/588 516/727/580 562/615/529 577/703/615
2796 | f 564/622/536 480/733/579 579/730/584 580/617/531
2797 | f 485/623/537 564/622/536 580/617/531 581/616/530
2798 | f 248/343/309 485/623/537 581/616/530 299/340/307
2799 | f 579/670/584 582/671/585 547/672/586 482/675/589
2800 | f 583/699/613 506/724/634 547/672/586 582/671/585
2801 | f 588/723/633 506/724/634 583/699/613 589/698/612
2802 | f 585/610/524 505/721/631 515/722/632 584/611/525
2803 | f 526/720/630 505/721/631 585/610/524 586/640/554
2804 | f 365/552/491 526/720/630 586/640/554 455/451/393
2805 | f 587/673/587 546/667/581 516/666/580 578/674/588
2806 | f 515/722/632 546/667/581 587/673/587 588/723/633
2807 | f 515/722/632 588/723/633 589/698/612 584/611/525
2808 | f 584/611/525 589/698/612 590/696/610 514/608/522
2809 | f 514/608/522 590/696/610 591/694/608 513/609/523
2810 | f 513/609/523 591/694/608 592/692/606 512/604/518
2811 | f 512/604/518 592/692/606 593/688/602 511/605/519
2812 | f 511/605/519 593/688/602 594/691/605 510/645/559
2813 | f 510/645/559 594/691/605 595/716/626 538/718/628
2814 | f 596/711/621 541/713/623 538/718/628 595/716/626
2815 | f 597/687/601 535/601/515 541/713/623 596/711/621
2816 | f 598/686/600 509/598/512 535/601/515 597/687/601
2817 | f 509/598/512 598/686/600 599/682/596 557/648/562
2818 | f 557/648/562 599/682/596 600/683/597 508/649/563
2819 | f 508/744/563 600/742/597 601/680/594 573/592/506
2820 | f 573/592/506 601/680/594 602/681/595 507/593/507
2821 | f 257/354/319 507/593/507 602/681/595 321/352/317
2822 | f 609/746/635 608/747/636 620/748/637
2823 | f 611/749/638 609/746/635 620/748/637 621/750/639
2824 | f 613/751/640 611/749/638 621/750/639 622/752/641
2825 | f 615/753/642 613/751/640 622/752/641 623/754/643
2826 | f 624/755/644 618/756/645 643/757/646 644/758/647
2827 | f 619/759/648 645/760/649 640/761/650 641/762/651
2828 | f 603/763/204 185/764/203 626/765/652 627/766/653
2829 | f 185/764/203 280/767/328 625/768/654 626/765/652
2830 | f 604/769/245 603/763/204 627/766/653 628/770/655
2831 | f 280/767/328 180/771/255 636/772/656 625/768/654
2832 | f 605/773/246 604/769/245 628/770/655 629/774/657
2833 | f 180/771/255 264/775/254 635/776/658 636/772/656
2834 | f 606/777/281 605/773/246 629/774/657 630/778/659
2835 | f 264/775/254 204/779/284 634/780/660 635/776/658
2836 | f 607/781/334 637/782/280 642/783/661 631/784/662
2837 | f 204/779/284 308/785/283 633/786/663 634/780/660
2838 | f 647/787/664 638/788/333 639/789/665 646/790/666
2839 | f 650/791/332 214/792/190 632/793/667 649/794/668
2840 | f 620/748/637 608/747/636 610/795/669
2841 | f 621/750/639 620/748/637 610/795/669 612/796/670
2842 | f 622/752/641 621/750/639 612/796/670 614/797/671
2843 | f 623/754/643 622/752/641 614/797/671 616/798/672
2844 | f 617/799/673 624/755/644 644/758/647
2845 | f 619/759/648 641/762/651 617/799/673 648/800/674
2846 | f 626/765/652 625/768/654 610/795/669 608/747/636
2847 | f 627/766/653 626/765/652 608/747/636 609/746/635
2848 | f 628/770/655 627/766/653 609/746/635 611/749/638
2849 | f 629/774/657 628/770/655 611/749/638 613/751/640
2850 | f 630/778/659 629/774/657 613/751/640 615/753/642
2851 | f 631/784/662 642/783/661 643/757/646 618/756/645
2852 | f 646/790/666 639/789/665 640/761/650 645/760/649
2853 | f 649/794/668 632/793/667 619/759/648 648/800/674
2854 | f 634/780/660 633/786/663 617/799/673 616/798/672
2855 | f 635/776/658 634/780/660 616/798/672 614/797/671
2856 | f 636/772/656 635/776/658 614/797/671 612/796/670
2857 | f 625/768/654 636/772/656 612/796/670 610/795/669
2858 | f 607/392/334 309/307/278 203/308/279 637/309/280
2859 | f 647/801/664 213/218/189 638/391/333
2860 | f 639/789/665 638/788/333 607/781/334 631/784/662
2861 | f 640/761/650 639/789/665 631/784/662 618/756/645
2862 | f 641/762/651 640/761/650 618/756/645 624/755/644
2863 | f 617/799/673 641/762/651 624/755/644
2864 | f 642/783/661 637/782/280 606/777/281 630/778/659
2865 | f 643/757/646 642/783/661 630/778/659 615/753/642
2866 | f 644/758/647 643/757/646 615/753/642 623/754/643
2867 | f 617/799/673 644/758/647 623/754/643 616/798/672
2868 | f 632/793/667 646/790/666 645/760/649 619/759/648
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2872 | f 651/389/331 650/390/332 308/312/283 307/311/282
2873 | f 652/388/330 651/389/331 307/311/282 306/359/324
2874 | f 653/386/329 652/388/330 306/359/324 305/288/259
2875 | f 305/288/259 295/287/258 654/387/327 653/386/329
2876 | f 295/364/258 294/316/287 655/382/326 654/383/327
2877 | f 217/225/196 655/382/326 294/316/287 293/315/286
2878 | f 214/219/190 213/218/189 647/801/664
2879 | f 685/802/675 674/521/463 684/803/676
2880 | f 681/561/500 682/804/677 673/805/678 358/562/501
2881 | f 329/478/420 671/806/679 672/807/680 415/479/421
2882 | f 689/574/503 690/808/681 671/806/679 329/478/420
2883 | f 336/428/370 669/809/682 670/810/683 433/429/371
2884 | f 668/551/490 669/809/682 336/428/370
2885 | f 666/811/461 462/515/457 357/518/460 661/812/684
2886 | f 416/504/446 662/813/685 667/814/686
2887 | f 416/504/446 342/503/445 663/815/687 662/813/685
2888 | f 434/462/404 664/816/688 688/817/689 663/818/687
2889 | f 434/462/404 663/818/687 342/575/445
2890 | f 343/461/403 665/819/690 664/816/688 434/462/404
2891 | f 95/157/155 94/156/154 665/819/690 343/461/403
2892 | f 674/521/463 675/520/462 684/803/676
2893 | f 461/524/464 462/515/457 666/811/461
2894 | f 416/504/446 667/814/686 661/812/684 357/518/460
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2900 | f 686/827/466 461/522/464 674/521/463 685/802/675
2901 | f 667/828/686 680/560/499 675/520/462 661/829/684
2902 | f 662/830/685 663/831/687 677/477/419 676/480/422
2903 | f 664/832/688 678/430/372 687/573/502 688/833/689
2904 | f 665/834/690 679/427/369 678/430/372 664/832/688
2905 | f 665/834/690 94/820/154 668/551/490 679/427/369
2906 | f 667/828/686 662/830/685 676/480/422 680/560/499
2907 | f 676/480/422 415/479/421 681/561/500 680/560/499
2908 | f 415/479/421 672/807/680 682/804/677 681/561/500
2909 | f 683/825/497 682/804/677 672/807/680 657/824/448
2910 | f 657/506/448 414/484/426 683/558/497
2911 | f 666/519/461 661/829/684 675/520/462
2912 | f 684/803/676 675/520/462 358/562/501
2913 | f 673/805/678 685/802/675 684/803/676 358/562/501
2914 | f 656/826/498 686/827/466 685/802/675 673/805/678
2915 | f 460/523/465 686/525/466 656/559/498 363/527/468
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2918 | f 433/429/371 670/810/683 690/808/681 689/574/503
2919 | f 659/822/406 690/808/681 670/810/683
2920 |
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