Trust Baby Weymouth Sweet Iron Arched 16mm

A baby weymouth fixed is used together with a bradoon, the so-called double bridle. This combination is used in the higher dressage classes. The weymouth is a cheekpiece with leverage. The longer the shanks the sharper the effect. The baby weymouth fixed has short shanks and therefore is a milder bit than the normal weymouth fixed. For a double bridle combination a special bridle or an extra cheekpiece is required. In addition, this bit must always be combined with a curb chain to prevents the bit from rotating too far in the horse’s mouth. This bit is not suitable for the inexperienced rider.

The arched mouthpiece is a straight mouthpiece with a slight curve. An arched mouthpiece is a straight mouthpiece that is slightly bent. Because of the forward bend in the bit there is room for the tongue. This mouthpiece exert even pressure on the complete tongue. An arched mouthpiece has a sharper effect than a jointed or eliptical mouthpiece.

The Sweet Iron bits are made of steel and have a recognizable blue color. Sweet Iron will rust when it comes into contact with (air) humidity, the surface rust tastes sweet and naturally stimulates the saliva production. This will cause the horse to salivate more, which in turn will encourage a better acceptance of the bit.

The bits of TRUST equestrian are ultra-Dutch. All bits are designed, developed and handmade in the Netherlands. Every day a team of technical professionals works on the production of the TRUST bits. TRUST bits are composed with the greatest care and made of the best materials, the quality control and standard is therefore very high. TRUST bits are anatomically shaped. The balance between shape, material and weight is constantly taken into account. TRUST bits are slightly curved so that they are better shaped towards the horse’s mouth. Because of this anatomical shape, the bit lies better in the mouth and the pressure is better distributed. The TRUST bits are available in 3 materials, 20 mouthpieces and 31 cheekpieces. There are an infinite number of combinations possible so that a right bit can be found for every horse.