Happie.GamesJun 5, 2024Store page updated Aug 1, 2026Free to playIn-app purchasesGoogle PlayView on Google Play ↗
Revenue is a rough estimate from public install counts × genre ARPD — order of magnitude only.
UBG – Unseen Battle Grounds
🔥 Welcome to UBG – Unseen Battle Grounds! 🔥 Get ready for intense tactical battles and PvP strategy warfare in Unseen Battle Grounds (UBG)! Command warriors, mythical creatures, and powerful fleets in epic arena combat. Outsmart your rivals, master strategic formations, and dominate the battlefield! 🏆 Key Features: ✅ Real-Time PvP Battles – Face off against players worldwide in tactical fights. ✅ Fleet-Based Combat – Control warriors, creatures, and battleships with unique abilities. ✅ Intelligent Score System – Earn rewards for smart moves and strategic victories. ✅ Daily Rewards & Loot Boxes – Unlock skins, power-ups, and exclusive items. ✅ Global Leaderboards – Compete in tournaments and rise to the top! ✅ Energy System – Manage your playtime strategically. ✅ Custom Skins & Emotes – Personalize your army with epic designs. ⚔️ Master the Arena & Become the Ultimate Champion! Join thousands of players in this multiplayer strategy war game. Can you prove your skills and claim victory in Unseen Battle Grounds? 🚀 Download UBG Now & Start Your Tactical War! Official URL : https://unseenbattles.com
Estimated lifetime revenueVery wide rangeEstimated from install counts and typical spend per download, not from reviews. This is the widest range we publish — treat it as an order of magnitude.More in the glossary →
approximately $60.2Kgross
$15Klow → high range$240.6K
Net to developerafter refunds, tax and the store's cutapproximately $44.2K
UBG – Unseen Battle Grounds has grossed an estimated approximately $60.2K on Google Play.
How much has UBG – Unseen Battle Grounds made?
About approximately $60.2K gross, estimated range approximately $15K to approximately $240.6K — roughly approximately $44.2K net to the developer after refunds, VAT and Google Play's cut. Very wide range: see how often ranges like this hold on accuracy. How we estimate →
