| Math Blaster Episode 2: Secret of the Lost City | |
|---|---|
 Box art | |
| Details | |
| Title | Math Blaster Episode 2: Secret of the Lost City |
| Developer | Davidson & Associates |
| Publisher | Davidson & Associates |
| Platform(s) | DOS, Windows 3.x, Windows |
| Released | October 4, 1994 (DOS, Windows 3.x) June 13, 1995 (Windows) |
| Age(s) | 8 to 13 |
| Subject | Math |
| Icon | 
|
Math Blaster Episode 2: Secret of the Lost City is the direct sequel to Math Blaster Episode 1: In Search of Spot, and the first to feature Galactic Commander as part of the team (rather than as a commander who remains planetside).
Plot[]
While looking for the Lost City, Blasternaut's ship was shot down by Dr. Minus over that planet. Blasternaut, Spot, and Galactic Commander must work together to find a way to unlock the secrets of the lost city.
Games[]
Number Hunt[]
Blasternaut, GC and Spot must search the entire room for numbers and equation symbols to solve the equation display on the bottom. Each character has specific abilities for certain obstacles and triggers:
- GC can press buttons, pull ceiling levers and jump small gaps
- Blasternaut can press buttons and activate floor panels
- Spot can press buttons, fly around and enter smaller doors
Positron Splash[]
The Blasterpals must bring the negatron with the correct number into the floor pipes while hitting the negatrons with wrong numbers with cobalt blue positron pods. If either crew member hits a negatron with a correct number, that negatron will start throwing purple negatron pods at Blasternaut, GC or Spot knocking them out, unless they neutralize it with a positron pod. There are 5 equations to solve.
Maze Craze[]
The Blasterpals must find 5 platforms with equations which fit within the range shown on the top, while avoiding the negatrons who patrol there (a power booster is available on harder levels to temporarily incapacitate the negatrons). There are 5 equations to solve.
Creature Creator[]
Finally, the Blasterpals must create creatures corresponding to the number of changes (1 arrow represents 1 change).