Game simulator shows how math can guide decisions when resources are limited

In "Bloons Tower Defense," the goal is to stop balloons from reaching the end of a track by strategically placing towers along the route. These towers vary in cost, range and attack power, and they also take up valuable space. The game becomes increasingly difficult with each round. Where you place a tower therefore determines not only how effective it is now but also which options remain available later in the game.

Read it at Phys.org ↗

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