
Details
About
This professional celestial navigation app allows users to accurately determine their position using a sextant to observe stars, planets, and the Sun. It features a 3D sky map and integrates with the device's native map for celestial fixes. Users can utilize either their current device location or dead reckoning for navigation.
What's New in Almicantarat
1.0.1
April 12, 2024
Sun declination available on home page. Explanation on how to measure index error on settings page.
User reviews
FAQ
What is Almicantarat?
Almicantarat is a professional celestial navigation app designed for users who employ a sextant to observe celestial bodies like stars, planets, and the Sun for accurate position fixing.
How much does Almicantarat cost?
Almicantarat is a paid application, priced at $9.99. This one-time purchase grants access to all its features without additional subscription fees.
What devices is Almicantarat compatible with?
Almicantarat is available for iPhone, iPad, and iPod devices. It is designed to run on Apple's mobile operating system.
Does Almicantarat have ads?
No, Almicantarat is ad-free. Users can enjoy a seamless navigation experience without any advertisements interrupting their use of the app.
How often is Almicantarat updated?
The app was last updated on April 12, 2024, indicating regular maintenance and potential feature additions. The current version is 1.0.1.
What is the age rating for Almicantarat?
Almicantarat has an age rating of 4+, making it suitable for a wide range of users. This rating suggests no mature content is present.
Can Almicantarat be used offline?
While the description doesn't explicitly state offline functionality, celestial navigation itself is an offline method. The app's core function of position fixing using celestial bodies does not require an internet connection.
What navigation methods does Almicantarat support?
Almicantarat supports two primary navigation methods: using the device's native location services or employing dead reckoning, a method of calculating one's current position based on a previously determined position.





