





0 Recommend
Buffet Tate By Mitchell Gold & Bob Williams
PRO
$7
Royalty free
| Platform: | 3dsMax 2018 + obj |
| Render: | |
| Size: | 21 MBNEW |
| Polygons: | 12K |
| Colors: | |
| Length: | 175 cm |
| Width: | 65 cm |
| Height: | 84 cm |
| Style: | Ethnic |
| Materials: | Wood, Rattan |
| Formfactor: |
Published 29 May 2024
links:
https://onceatreefurniture.com/collections/sale/products/tate-buffet-1
- Units used: cm
- Doesn't have third-party plugins
- Vray version: 6
- Corona version: 10
- No hide objects
- XForm: Yes
- Unwrap: yes
- Objects are logically named
- Objects are modeled to real-world scale
- Preview rendered in Corona
- Pivot points are in the optimal positions
https://onceatreefurniture.com/collections/sale/products/tate-buffet-1
- Units used: cm
- Doesn't have third-party plugins
- Vray version: 6
- Corona version: 10
- No hide objects
- XForm: Yes
- Unwrap: yes
- Objects are logically named
- Objects are modeled to real-world scale
- Preview rendered in Corona
- Pivot points are in the optimal positions
0 comments
Buffet Tate By Mitchell Gold & Bob Williams
PRO
$7
Royalty free
10
| Platform: | 3dsMax 2018 + obj |
| Render: | |
| Size: | 21 MBNEW |
| Polygons: | 12K |
| Colors: | |
| Length: | 175 cm |
| Width: | 65 cm |
| Height: | 84 cm |
| Style: | Ethnic |
| Materials: | Wood, Rattan |
| Formfactor: |
Published 29 May 2024
links:
https://onceatreefurniture.com/collections/sale/products/tate-buffet-1
- Units used: cm
- Doesn't have third-party plugins
- Vray version: 6
- Corona version: 10
- No hide objects
- XForm: Yes
- Unwrap: yes
- Objects are logically named
- Objects are modeled to real-world scale
- Preview rendered in Corona
- Pivot points are in the optimal positions
https://onceatreefurniture.com/collections/sale/products/tate-buffet-1
- Units used: cm
- Doesn't have third-party plugins
- Vray version: 6
- Corona version: 10
- No hide objects
- XForm: Yes
- Unwrap: yes
- Objects are logically named
- Objects are modeled to real-world scale
- Preview rendered in Corona
- Pivot points are in the optimal positions
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