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Camden Chair Hazel
PRO
$7
Royalty free
| Platform: | 3dsMax 2019 + obj |
| Render: | |
| Size: | 14 MBNEW |
| Polygons: | 97K |
| Colors: | |
| Style: | Modern |
| Materials: | Fabric |
| Formfactor: |
Published 18 December 2025
Name: Camden Chair Hazel
Format: 3Ds Max 2019
Export: OBJ, MAT
Render: Corona (9)
Polys: 97024
Verts: 97420
Matclasses: Multimaterial,CoronaLegacyMtl
Units: Millimeters
Dimension: 1270.11 x 618.43 x 758.8
Manufacturer: loomcollection
Product_url: https://loomcollection.com/products/camden-chair-hazel?pr_prod_strat=e5_desc&pr_rec_id=d0465a1f6&pr_rec_pid=7856760684788&pr_ref_pid=8731521384692&pr_seq=uniform
Format: 3Ds Max 2019
Export: OBJ, MAT
Render: Corona (9)
Polys: 97024
Verts: 97420
Matclasses: Multimaterial,CoronaLegacyMtl
Units: Millimeters
Dimension: 1270.11 x 618.43 x 758.8
Manufacturer: loomcollection
Product_url: https://loomcollection.com/products/camden-chair-hazel?pr_prod_strat=e5_desc&pr_rec_id=d0465a1f6&pr_rec_pid=7856760684788&pr_ref_pid=8731521384692&pr_seq=uniform
0 comments
Camden Chair Hazel
PRO
$7
Royalty free
13
| Platform: | 3dsMax 2019 + obj |
| Render: | |
| Size: | 14 MBNEW |
| Polygons: | 97K |
| Colors: | |
| Style: | Modern |
| Materials: | Fabric |
| Formfactor: |
Published 18 December 2025
Name: Camden Chair Hazel
Format: 3Ds Max 2019
Export: OBJ, MAT
Render: Corona (9)
Polys: 97024
Verts: 97420
Matclasses: Multimaterial,CoronaLegacyMtl
Units: Millimeters
Dimension: 1270.11 x 618.43 x 758.8
Manufacturer: loomcollection
Product_url: https://loomcollection.com/products/camden-chair-hazel?pr_prod_strat=e5_desc&pr_rec_id=d0465a1f6&pr_rec_pid=7856760684788&pr_ref_pid=8731521384692&pr_seq=uniform
Format: 3Ds Max 2019
Export: OBJ, MAT
Render: Corona (9)
Polys: 97024
Verts: 97420
Matclasses: Multimaterial,CoronaLegacyMtl
Units: Millimeters
Dimension: 1270.11 x 618.43 x 758.8
Manufacturer: loomcollection
Product_url: https://loomcollection.com/products/camden-chair-hazel?pr_prod_strat=e5_desc&pr_rec_id=d0465a1f6&pr_rec_pid=7856760684788&pr_ref_pid=8731521384692&pr_seq=uniform
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