Story
0h 40m
This game has been approved.
Story
0h 40m
Extras
-
Complete
-
*Updated
2 Sectors is a strategy puzzle game released in 2005, where players must strategically maneuver and manage resources across two distinct sectors. The objective is to connect and interact with various elements in each sector to solve intricate puzzles while competing against time and obstacles. The game features an engaging visual style and challenging levels that require critical thinking and planning to achieve victory.
2 Sectors is available on PC
2 Sectors is an expansion of the game Doom II: Unofficial WADs:
Game | Story | Extras | Complete |
---|---|---|---|
Doom II: Unofficial WADs | - | - | - |
The times below represent the possible times you could dedicate to 2 Sectors based on how you play it. We’ll also look at the average times according to player’s abilities.
Based on the data provided by 2 players, 2 Sectors has an average duration of 0 hours and 40 minutes if you only complete the main objectives of the game,. The slowest players tend to finish this playstyle in an average of 0 hours and 40 minutes. The fastest players tend to finish this playstyle in an average of 0 hours and 39 minutes.
players | Average Time | Playing slowly | Playing quickly | |
---|---|---|---|---|
Story | 2 | 0h 40m | 0h 40m | 0h 39m |
Extras | 0 | - | - | - |
Complete | 0 | - | - | - |
Now let’s look at the average duration of 2 Sectors based on all playstyles for each platform on which it can be played:
players | Story | Extras | Complete | |
---|---|---|---|---|
PC | 2 | 0h 42m | - | - |
Below, you can see the maximum time and minimum time Below, you can see the maximum time and minimum time that any player has spent on 2 Sectors to complete it based on each platform, regardless of the playstyle:
Below, you can see the maximum time and minimum time that any player has spent on 2 Sectors to complete it based on each platform. These data do not reflect players’ skills but exclusively the total number of hours they have dedicated to the game:
player | Fastest | Slowest | |
---|---|---|---|
PC | Mr/s. Unknown | 0h 39m | 0h 41m |