Difference between revisions of "Control Points (5)"
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Control Points (or 5cp) is the most commonly seen gamemode of any competitive 6v6 league. All 5cp maps are symmetrical, with a distinct blue and red side. A game starts with both teams owning their respective first two points, and a grey midpoint that signifies that neither team has captured it. To win, a team must capture every control point. And the further away from the midpoint you travel, the faster the point caps, which allows for "backcap" wins, when a player hides at his enemy's last point, waits for them to leave, and captures while they are away. This, however, can only be done when the preceding point is owned - it is impossible to go straight from middle to last, and vice versa. | Control Points (or 5cp) is the most commonly seen gamemode of any competitive 6v6 league. All 5cp maps are symmetrical, with a distinct blue and red side. A game starts with both teams owning their respective first two points, and a grey midpoint that signifies that neither team has captured it. To win, a team must capture every control point. And the further away from the midpoint you travel, the faster the point caps, which allows for "backcap" wins, when a player hides at his enemy's last point, waits for them to leave, and captures while they are away. This, however, can only be done when the preceding point is owned - it is impossible to go straight from middle to last, and vice versa. | ||
Revision as of 19:26, 3 August 2013
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Control Points (or 5cp) is the most commonly seen gamemode of any competitive 6v6 league. All 5cp maps are symmetrical, with a distinct blue and red side. A game starts with both teams owning their respective first two points, and a grey midpoint that signifies that neither team has captured it. To win, a team must capture every control point. And the further away from the midpoint you travel, the faster the point caps, which allows for "backcap" wins, when a player hides at his enemy's last point, waits for them to leave, and captures while they are away. This, however, can only be done when the preceding point is owned - it is impossible to go straight from middle to last, and vice versa.
