A Final Year of Riddles
2.0.0
Pyrosphere, Lda
4.80
5 reviews
$1.99
About A Final Year of Riddles
A Final Year of Riddles is an app developed
by Pyrosphere, Lda.
The app has been available since February 2015.
It's highly ranked.
It's rated 4.80 out of 5 stars, based on 5 ratings. The last update of the app was on November 10, 2017. A Final Year of Riddles has a content rating "Everyone".
A Final Year of Riddles has an download size of 10.83 MB and the latest version available is 2.0.0. A Final Year of Riddles costs $1.99 to download.
It's highly ranked.
It's rated 4.80 out of 5 stars, based on 5 ratings. The last update of the app was on November 10, 2017. A Final Year of Riddles has a content rating "Everyone".
A Final Year of Riddles has an download size of 10.83 MB and the latest version available is 2.0.0. A Final Year of Riddles costs $1.99 to download.
Description
More data about A Final Year of Riddles
| Price | $1.99 |
| Rating | 4.80 based on 5 ratings |
| Ranking | Highly ranked |
| Version | 2.0.0 |
| App download size | 10.8 MB |
| Suitable for | Everyone |
Related apps
More from Pyrosphere, Lda
Changelog
No changelog data
Developer information for Pyrosphere, Lda
Pyrosphere, Lda
N/A
Share
Comments for iOS
We don't have enough comments to show example comments. Please check back later.
App Store Rankings
Top rankings
| Rank | Country | Category | List |
|---|---|---|---|
| 74 | United States | Trivia Games | Top Paid |
| 65 | Canada | Trivia Games | Top Paid |
| 35 | Australia | Trivia Games | Top Paid |
| 67 | Indonesia | Trivia Games | Top Paid |
| 74 | United Kingdom | Trivia Games | Top Paid |
| 74 | Iran | Trivia Games | Top Paid |
| 74 | South Korea | Trivia Games | Top Paid |
| 79 | Australia | Word Games | Top Paid |
| 99 | Netherlands | Trivia Games | Top Paid |
Ranking history in Australia
AppBrain offers valuable information about your app and those of your competitors. Join AppBrain for free and claim this app to view more ranking data, view history etc.
I'm the developer of this app
Technologies
Back to top