About
Guide a growing black hole through colorful levels, swallowing objects to clear the board and complete missions before time runs out. This satisfying puzzle game offers smart challenges beyond simple eating, with boosters to help overcome tricky levels.
What's New in Hole Sweep
1.3
October 22, 2026
1. Add new levels. 2. Add new events. 3. Improve the game experience.
MoreSubscriptions & In-App Purchases
$3.99
Merge Pass
Merge Pass
FAQ
What is Hole Sweep?
Hole Sweep is a casual puzzle game where players control a black hole to swallow objects and complete missions within a time limit. It offers a fresh twist on 'hole io' games by incorporating specific goals and strategic elements.
How do you play Hole Sweep?
You play Hole Sweep by dragging your finger to move the black hole. Eat small objects to grow larger, swallow the required items to finish missions, and clear the map before the timer expires. Boosters are available for challenging puzzles.
Does Hole Sweep have ads?
Yes, Hole Sweep contains advertisements. As a free-to-play game with in-app purchases, ads are part of the monetization model.
What devices support Hole Sweep?
Hole Sweep is supported on iPhone and iPad devices. It is designed for iOS users looking for a fun puzzle experience.
Is Hole Sweep suitable for all ages?
Hole Sweep has an age rating of 12+. This suggests it contains content or complexity that may not be suitable for younger players.
How often is Hole Sweep updated?
The latest version of Hole Sweep was released on October 22, 2026, indicating recent updates. Players can expect ongoing improvements and new content.
What makes Hole Sweep different from other hole io games?
Unlike simpler 'hole io' games, Hole Sweep introduces specific level goals, such as swallowing all objects or collecting designated targets. It also features boosters and requires route planning for smarter gameplay.
Can I play Hole Sweep offline?
The provided data does not specify offline play capabilities for Hole Sweep. However, many casual puzzle games offer offline modes.