Product Overview:
Bring one of the world's oldest board games into your renders with The Royal Game of Ur, a classic two player race game from ancient Mesopotamia. Perfect for museums, historical interiors, scholarly studies, and fantasy courts, this DAZ Studio prop includes a detailed board with two working drawers that store the playing pieces. Use the pieces as a full set or separately for custom layouts, close-up storytelling, and tabletop scenes with authentic ancient vibes.
Features:
• Board With Two Drawers: Built-in storage drawers for a believable tabletop prop and clean staging
• Full Piece Set Included: Use as a complete set or place pieces individually for in-progress games
• Multiple Board Looks: 12 texture options total, including 7 marble and 5 wood styles
• Extra Hardware Variety: Drawer handles include 9 options for subtle customization
• Piece Color Variants: Each piece includes black and white options for classic two player contrast
• Close-Up Friendly: 4K textures on the board for crisp inlay detail, 1K textures on pieces for efficient duplication
• DAZ Ready: Iray material presets for quick results
Technical Details:
• Board: 916 vertices, 921 faces, 1,812 triangles, 4K textures
• Each Piece: 128 vertices, 98 faces, 252 triangles, 1K textures
• Material Options: 12 board textures (7 marble, 5 wood), 9 drawer handle options, pieces in black or white
• Includes: Board with 2 drawers, game pieces as a set and as individual props
• Platform: DAZ Studio, Iray materials
Applications:
• Museum displays and educational historical renders
• Ancient homes, palaces, temples, and scholar studies
• Fantasy taverns and royal courts with authentic tabletop dressing
• Close-up storytelling for game nights, strategy scenes, and character moments
• Kitbash prop for desks, libraries, and artifact collections
Bring ancient strategy to life fast with The Royal Game of Ur, tailored for DAZ Studio historical renders, museum scenes, and premium tabletop close-ups.
If you need it in another format, send me a message and we can probably work something out.1
