-->
Die ArchitekturFahrzeugeZeichenFlugzeugMöbelElektronikTierePflanzenWaffenSportLebensmittelAnatomie
Vorgemerkt
Lesezeichen entfernt

Finnsdottir Pipanella Keramikvase Oval 3D-Modell

0
Finnsdottir Pipanella Keramikvase Oval royalty-free 3d model - Preview no. 1
Finnsdottir Pipanella Keramikvase Oval royalty-free 3d model - Preview no. 2
Finnsdottir Pipanella Keramikvase Oval royalty-free 3d model - Preview no. 3
Finnsdottir Pipanella Keramikvase Oval royalty-free 3d model - Preview no. 4
Finnsdottir Pipanella Keramikvase Oval royalty-free 3d model - Preview no. 5
Finnsdottir Pipanella Keramikvase Oval royalty-free 3d model - Preview no. 1
Finnsdottir Pipanella Keramikvase Oval royalty-free 3d model - Preview no. 2
Finnsdottir Pipanella Keramikvase Oval royalty-free 3d model - Preview no. 3
Finnsdottir Pipanella Keramikvase Oval royalty-free 3d model - Preview no. 4
Finnsdottir Pipanella Keramikvase Oval royalty-free 3d model - Preview no. 5
Royalty Free LicenseNur redaktionell
Einfache Rückgabe
Best-Preis-Garantie
Funktioniert aus dem Kasten heraus
0 Besuche
Arhita

Spezifikationen

  • Geometriepolygonal
  • Polygone66,000
  • Scheitelpunkte33,000
  • TexturenYes
  • ManipuliertenNo
  • AnimiertNo
  • Bereit zum Drucken in 3DNo
  • Spielbereit (low poly)No
  • UV-kartiertYes
  • Unverpackte UVsnon-overlapping

Formate & Dateien

3ds Max
(.max)
14 MB

vray 3.5
Arhita_Finnsdottir_Pipanella_Lines_Vases_Max2016.rar
3DS
(.3ds)
13 MB

Arhita_Finnsdottir_Pipanella_Lines_Vases_3DS.rar
OBJ
(.obj)
27 MB

Arhita_Finnsdottir_Pipanella_Lines_Vases_OBJ.rar
FBX
(.fbx)
75 MB

Arhita_Finnsdottir_Pipanella_Lines_Vases_FBX.rar
3ds Max
(.max)
14 MB

vray 3.5
Arhita_Finnsdottir_Pipanella_Lines_Vases_Max2014.rar

Beschreibung

Finnsdottir Pipanella Ceramic Vase Oval Lines in 4 colour: Blue White Green and Dark Grey. Please search Turbosquid for other of my products from Finnsdottir or Pipanella range.
Jul 16, 2020 Datum hinzugefügt
Sep 20, 2021 letztes Update

Bewertungen

Es liegen noch keine Bewertungen für dieses Produkt vor.
Warum nicht der erste sein, der das Eis bricht?