With two point bridles, you have only three points to beĬoncerned with: the attachment point for each bridle leg and the bridle Is a little more complicated than calculating the bridle lengths for two The math for calculating the bridle lengths on a three-point bridle Proper length, a new hanging point is created that is in the desired This is common in spaces where the existingĪttachment points are scattered about. ![]() The Pythagorean theorem isĬommonly used to calculate the lengths of the two bridle legs.Ī three-point bridle is used when the desired bridle point is notĭirectly between two existing attachment points and must be positionedīetween three points. ![]() Two legs of the bridle determine both the height and the vertical Somewhere between the two existing attachment points. Same plane as the attachment points for the two legs, just lower and The simplest, and most common, type of bridle is a two-pointĪ two-point bridle uses two cables (or legs) to create a new Locations where there are no attachment points directly above from which Retrieved from īridles are very common in many types of theatrical rigging,Įspecially arena rigging, and are used to create hanging points in
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