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C Clamp Stand, IMAGE Desk Mount C clamp Stand 1/4" 360 Rotatable Ball Head, 15.7”-29.5” Adjustable Light Stand, Tabletop C Clamp for DSLR Camera, Ring Light, Live Streaming, Photo Video - HS0382-BT
IMAGE HS0382-BT
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SPACE-SAVING DESIGN: The desktop C-clamp desktop mount allows you to conveniently secure your photography equipment to a table or desk for shooting, eliminating the need for an additional tripod. This space-saving solution is both stable and easy to use, making it an excellent choice for your photography needs. ROBUST CONSTRUCTION WITH REINFORCED STEEL AND STAINLESS STEEL COMPONENTS: The Desktop Mount C Clamp Stand features a reinforced steel construction, with stainless steel in key positions, making it incredibly durable and sturdy. This design ensures that the stand is not prone to deformation, rupture, or shaking, providing a stable and reliable mounting solution for your equipment. COMPREHENSIVE INTERFACE SPECIFICATIONS FOR GREAT COMPATIBILITY: The mount features comprehensive interface specifications, equipped with 3/8" mounting screws (supporting up to 8kg), 1/4" screws with a 360° panoramic ball head (supporting up to 3kg), and 3/8" to 1/4" Camera Spigot Screws (supporting up to 6kg). This compatibility allows for the installation of various devices. DUAL SECURE POSITION OPTIONS FOR ENHANCED STABILITY: The C-clamp also offers two selectable fixed positions, allowing for adjustments based on the thickness of the table or desk. With a wide clamping range, it is suitable for most desktop surfaces. The C-clamp features protective padding at the contact points with the tabletop, which not only provides anti-slip functionality but also protects the desk from scratches. EFFORTLESS INSTALLATION PROCESS: The C Clamp Stand has been designed for easy installation, allowing you to quickly set up your equipment and start using it in no time. The clamp can be securely fastened to the edge of a desk or table, while the adjustable height and rotatable ball head provide flexibility in positioning your devices for the perfect angle.
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