GateKeeper - Cedar Point, Cedar Fair by Joey Designs

GateKeeper - Cedar Point, Cedar Fair by Joey Designs *Gates Scenery Included “Gates" created by friend Oldman FunkySak at http://steamcommunity.com/profiles/76561198019035845 Soar on the wings of Cedar Point's guardian of the front gate when you climb 170 feet and perform a wing-over drop maneuver, sending you on a 2-minute, 20-second adrenaline rush! This real Gatkeeper coaster design is especially unique with the recreation of the wing over drop element. The track is particularly engineered to mirror the actual ride experience. All track sections and inversions are carefully crafted About Gate Keeper GateKeeper features the highest inversion in the world, with its 170-foot (52 m) Wing Over drop. It has broken several Wing Coaster records, including those for height, speed, track length, drop height and number of inversions. The coaster has a 170 ft (52 m), 40-degree inclined lift hill with a 164 ft (50 m) drop and features two support towers with keyhole elements that the trains travel through. Its top speed is approximately 67 mph (108 km/h) Ride Experience After leaving the station, the train turns 180 degrees to the right, then begins to climb the chain lift hill at 40 degrees. Once the train reaches the top of the 170-foot (52 m) lift, it enters the first element called the "Wing Over Drop". The train rotates 180 degrees before descending 164 feet (50 m) in a half loop. During this drop, the train reaches 67 miles per hour (108 km/h)—its maximum speed—and riders experience about 4 Gs. After leaving the first drop, the train immediately enters an Immelmann loop almost directly under the lift hill. After the loop, the train turns right into the only camelback hill, which is 105 feet (32 m) high. Riders experience about two seconds of weightlessness on the hill. Next, the train goes through a giant flat spin, followed by a zero-g roll which features two keyhole points as it passes through two 100-foot (30 m)-tall towers. The train then returns to the ground and g