カジノポーカーチップ1 3Dモデル
0
35
訪問
から提出された
shiva3d
仕様
- ジオメトリpolygonal_quads/tris
- 多角形4,928
- 頂点4,984
- テクスチャYes
- 堅いNo
- アニメ化No
- 3Dプリント可能No
- ゲームレディ（低ポリ）No
- UVマップYes
- ラップされていないUVnon-overlapping
説明
Casino Poker Chips 3D Model.
This model is suitable for use in broadcast, high-res film close-up, advertising, design visualization, etc.
This model contains 28 geometry objects.
Model created in real world size.
Units used - centimeters
Dimensions: 12.2cm x 13.5cm x 5.6cm
Modeled for Subdivision.
3ds Max model has TurboSmooth modifier applied.
Clean topology.
No N-Gons.
No Triangles. Only 4 sided polygons.
Includes 3Ds Max Model setuped for V-Ray render.
Includes 3Ds Max Model setuped for standart Scanline render.
No third-party renderer or plug-ins needed.
For V-Ray scene you will need V-Ray renderer.
Previews rendered with V-Ray.
Textures:
1. ChipCasinoBlue_diffuse.jpg - 2048x2048
2. Dirt12.jpg - 2048x2048
3. ChipCasino_normal.PNG - 2048x2048
4. Dirt12Bump.jpg - 2048x2048
5. ChipCasinoRed_diffuse.jpg - 2048x2048
6. ChipCasinoBlack_diffuse.jpg - 2048x2048
7. ChipCasinoGreen_diffuse.jpg - 2048x2048
This model is suitable for use in broadcast, high-res film close-up, advertising, design visualization, etc.
This model contains 28 geometry objects.
Model created in real world size.
Units used - centimeters
Dimensions: 12.2cm x 13.5cm x 5.6cm
Modeled for Subdivision.
3ds Max model has TurboSmooth modifier applied.
Clean topology.
No N-Gons.
No Triangles. Only 4 sided polygons.
Includes 3Ds Max Model setuped for V-Ray render.
Includes 3Ds Max Model setuped for standart Scanline render.
No third-party renderer or plug-ins needed.
For V-Ray scene you will need V-Ray renderer.
Previews rendered with V-Ray.
Textures:
1. ChipCasinoBlue_diffuse.jpg - 2048x2048
2. Dirt12.jpg - 2048x2048
3. ChipCasino_normal.PNG - 2048x2048
4. Dirt12Bump.jpg - 2048x2048
5. ChipCasinoRed_diffuse.jpg - 2048x2048
6. ChipCasinoBlack_diffuse.jpg - 2048x2048
7. ChipCasinoGreen_diffuse.jpg - 2048x2048
Oct 15, 2019
追加日
Dec 21, 2021
最後の更新
レビュー
この商品のレビューはまだありません。
氷を砕いた最初の人になろう。