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Infiniti G37 Sedan 2009 Model 3D

Licencja na model 3D: Standard    Licencja na aktualizację
Oct 3, 2011
CheckMate Lite Atestowany
3ds Max 7  |  Default Scanline
Cinema 4D 9.6  |  Default Scanline
Lightwave 6.0  |  Default Scanline
3ds Max 7  |  Brazil 2.1
3D Studio
3D Model Specyfikacje
64,089 Wielokąty
72,639 Wierzchołki
Polygonal Ngons used Geometria
UV Mapping
ID produktu: 460164
339 Produkty
Od 2005

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High detailed and extremely accurate 3d model of Infiniti G37 Sedan 2009 with interior.

Main features:
   » Two .max files with Brazil and Standard 3ds Max materials
   » MeshSmooth is still in the history for .max format (MeshSmooth level 1 is set by default)
   » Separate objects like body, wheels and doors. All objects are intelligently named
   » Doors can be opened
   » Unit system is set to metric. The dimensions are real
   » All textures and materials are included and assigned
   » Each file was checked before upload. There are no issues regarding geometry, texture coordinates or missing textures
   » Previews rendered in 3ds Max 7.0 with Brazil R/S using MeshSmooth iteration level 1 for all objects

Special notes:
   » .obj format is recommended for import in other 3d software. If your software doesn't support .obj format, please use .3ds format; .obj format was exported from 3ds Max. The geometry for .obj format is set to quads
   » .max files can be loaded in 3ds Max 7.0 or higher. In order to use Brazil rendering setups and materials, Brazil R/S 2.0 or higher is required

   » .max format:
       • no MeshSmooth: 64,089 faces and 72,639 vertices
       • MeshSmooth level 1: 198,684 faces and 215,873 vertices
       • MeshSmooth level 2: 793,176 faces and 828,557 vertices

   » .obj, .c4d and .lwo formats:
       • low: 64,741 faces and 71,995 vertices
       • medium: 198,824 faces and 215,150 vertices
       • high: 554,784 faces and 581,720 vertices

   » .3ds format:
       • low: 125,664 faces and 77,691 vertices
       • medium: 395,765 faces and 224,983 vertices
       • high: 1,109,521 faces and 599,572 vertices
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