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3D models on TurboSquid

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Feder 3D-Modell

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Feder royalty-free 3d model - Preview no. 1
Feder royalty-free 3d model - Preview no. 2
Feder royalty-free 3d model - Preview no. 3
Feder royalty-free 3d model - Preview no. 4
Feder royalty-free 3d model - Preview no. 5
Feder royalty-free 3d model - Preview no. 6
Feder royalty-free 3d model - Preview no. 7
Feder royalty-free 3d model - Preview no. 8
Feder royalty-free 3d model - Preview no. 9
Feder royalty-free 3d model - Preview no. 10
Feder royalty-free 3d model - Preview no. 11
Feder royalty-free 3d model - Preview no. 12
Feder royalty-free 3d model - Preview no. 13
Feder royalty-free 3d model - Preview no. 1
Feder royalty-free 3d model - Preview no. 2
Feder royalty-free 3d model - Preview no. 3
Feder royalty-free 3d model - Preview no. 4
Feder royalty-free 3d model - Preview no. 5
Feder royalty-free 3d model - Preview no. 6
Feder royalty-free 3d model - Preview no. 7
Feder royalty-free 3d model - Preview no. 8
Feder royalty-free 3d model - Preview no. 9
Feder royalty-free 3d model - Preview no. 10
Feder royalty-free 3d model - Preview no. 11
Feder royalty-free 3d model - Preview no. 12
Feder royalty-free 3d model - Preview no. 13
Royalty Free LicenseAlle erweiterten Anwendungen
Einfache Rückgabe
Best-Preis-Garantie
Funktioniert aus dem Kasten heraus
1,269 Besuche
3DMB

Spezifikationen

  • Geometriepolygonal_quads only
  • Polygone725
  • Scheitelpunkte735
  • TexturenYes
  • ManipuliertenNo
  • AnimiertNo
  • Bereit zum Drucken in 3DNo
  • Spielbereit (low poly)No
  • UV-kartiertYes
  • Unverpackte UVsnon-overlapping

Formate & Dateien

3DS
(.3ds)

Quill 3ds.zip
OBJ
(.obj)

Quill obj.zip
FBX
(.fbx)

Quill v735 p725 fbx.zip
Blender
(.blend)
34 MB

cycles
Quill Blend+Textures.zip

Beschreibung

Quill Textures resolution are 4096 x 4096 pixels. There are alpha, diffuse, specularity, glossiness and normal map included. Model is 21 centimeters large. Model has 725 polygons and 735 vertices with subdivison turned off. Preview images are rendered in Cycles Renderer. Model has subdividable topology.
Aug 22, 2018 Datum hinzugefügt
Aug 02, 2021 letztes Update

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