GIWOX 3D Hologram LED Fan, 3D Holographic Video Projector Supports WiFi, Phone App and TF Card, 3D Hologram Video Graphic Advertising Display for Business Exhibition Trade Holiday Show 52 cm

• UPC   791568481027
• ➤[Strong Sense of Technology]: The hologram fan display can be 360 degree phantom imaging, the display way is novel, the content is strange, and the virtual scene can be seen without the help of equipment, which has a strong sense of science and technology. With high-tech display, bright colors, a sense of space, perspective, look more fashionable. ➤[Has The Shape of A Fan]: The hologram fan is designed like a fan in appearance, but it is different from an ordinary fan, and its fan blade is actually an LED light belt. Its application is to gradually form a continuous and complete image through high-speed rotation, and has a three-dimensional sense, and the visual effect is very realistic. ➤[Easy to Install]: The blades of the holographic fan are divided into model A and model B, with two blades each. The card slots for installing fan blades on the host are divided into slot A and slot B. Insert the fan blades of model A and model B into slot A and slot B respectively, tighten the safety buckle, and finally fix the holographic fan on the wall or bracket to complete the installation of the holographic fan. ➤[Operation of APP]: The Hologram Fan APP is available for Android and IOS phones, as well as Windows PCS. Procedure: 1. Download the APP. 2. Turn on the mobile phone WIFI and connect to the WIFI starting with F52 (the WIFI password is in the manual). 3. After connecting to WIFI, you can start the LED hologram fan by opening the APP. If you still can't operate, please contact us. ➤[Practical Application]: 3D LED Holographic fan used in advertising media, exhibition field, can meet the 2D, 3D video playback, embedded WIFI module, support network interconnection, with 3D video playback effect realistic, easy to install, high use value, wide applicability and other characteristics, giving the audience feel is completely three-dimensional.