Taboret typu 2 i okrągły stół Model 3D
0
Licencja bezpłatnaWszystkie rozszerzone zastosowania
Proste zwroty
Gwarancja najlepszej ceny
Działa po wyjęciu z pudełka
Specyfikacje
- Geometriapolygonal_quads only
- Wieloboki9,848
- Wierzchołki10,032
- TeksturyYes
- RiggedNo
- OżywionyNo
- Gotowy do druku 3DNo
- Game Ready (low poly)No
- Mapowanie UVYes
- Nieopakowane UVnon-overlapping
Opis
A self designed bar stool with real world scale.
Also now downloadable with this product is the new round breakfast/dining table,seen above.You can also download the orange orchid flower shown above in renders.
Chair dimensions:
Height-1.2 metres
Width-75cm(whole spherical sect left to right) width of sit-able sect-44.2cm
Depth-87.25cm
Table dimensions:
Height-1.29 metres
Width (diameter)-2.35 metres
Table poly count:
Polys-87,596
Verts-89,231
For the chair model at default stage is good enough for use but 1 more level of subsurf can be used for best smoothed state.No subsurf or extra mods are needed for the table model.
The chair model comes with fabric image maps for the seats padded parts.A texture map both ao mapp merged and a non-ao map merged versions a bump map and separate ao map all in a 2048x2048 jpg form. Also as a bonus I have added a red and blue fabric texture map,ao map merged and a non-ao merged.
The table model has image maps for all parts and like the chair model it's parts have texture maps merged with ao maps but also separate texture maps,vertex maps and Ao maps so you can tweak to your liking too.
The shaders used are blender cycles internal so those won't be available in other formats but the image maps can be downloaded after buying this model.Same for the table model.
You can obtain other format versions through turbosquid's free file conversion service.
Please remember to check out my other works on this site.
Any images after the wireframe views are only advertising my other products on this site.
Nov 04, 2019
Data dodania
May 30, 2025
Ostatnia aktualizacja
Recenzje
Obecnie nie ma recenzji tego produktu.
Dlaczego nie być pierwszym, który złamie lód?






















