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RICOH THETA

RICOH THETA

Ricoh Co., Ltd.

Photo & Video免费v2.25.5
App Store
评分

4.6

1,868 条评分

星级

★★★★★

最近更新

2025年2月13日

发布日期

2015年9月2日

更新内容

v2.25.5

Minor adjustments have been made.

应用信息

开发者
Ricoh Co., Ltd.
分类
Photo & Video
价格
免费
版本
2.25.5
App ID
1023254741

简介

Make life fun and work convenient with the 360° camera RICOH THETA The 360° camera RICOH THETA greatly surpasses your field of view to capture the entire surroundings with a single shutter click. You can view and share on a computer or smartphone the images and videos you shoot. This app enables you to do every task, specifically taking images and videos, viewing them and also sharing them, on your smartphone. * A separately sold RICOH THETA series camera is required to shoot spherical images. ◊ RICOH THETA and Wi-Fi connection Be sure to install this app onto your smartphone and connect it to a RICOH THETA series camera. Using this app will enable you to capture images remotely and view spherical images. - Remote shooting In still image mode, you can shoot while checking images in live view. You can also switch between still image mode and video mode by the app. - Viewing Captured images and videos can be viewed using this app. Spin around, enlarge, or shrink... Experience the fun of seeing the entire space around you in a spherical image. ◊ Sharing on Social Networking Services You can share on Twitter, Facebook, and other social network services the spherical images you shoot. Show the world a new way of enjoying photos by 360° images that provide a feeling of being where the image was taken. ◊ Note * Not compatible with iPod Touch devices. * Please visit www.theta360.com for additional compatibility information. * Compatibility is not guaranteed for all devices. * Compatibility is not guaranteed for devices without GPS capabilities. * Compatibility information may be changed at any time.

下载量预测

专业 · 预览

预估总下载量

133K93K234K
保守估计乐观估计

718

低 / 月

1K

预估 / 月

2K

高 / 月

基于1,868 条评分
假设评分率1.4%
应用年龄130 个月

基于评分数量 ÷ 类别评分率估算,实际下载量误差可达 ±50%,与 Sensor Tower 方法一致。