by Deirdre Quinn » Tue Dec 21, 2010 2:33 pm
"A straight pathing problem. Two teams of four units each, and an objective in the center of the playing field. Touching the objective for five seconds puts it in the possession of the unit that managed to do so, which means it can now be moved. Any unit touching an opposing unit renders both immobile for five seconds, and detaches the objective from the controlling unit. Now, both of those units could scramble for the objective once they're active again, but if a third unit comes upon the objective, it might be claimed in the interim. The units will be able to relay positional data to each other within their teams, so the best routines will naturally be the ones that coordinate this the most efficiently. The first to get the objective back to their deployment zone wins."