Jamie Pugh


Aberdare, CF44 7DP

Call Us

01685 876151

Cosmetic Teeth Straightening

Female dentist checking up patient teeth with braces

Front of Teeth (Labial)

Cfast labial is an innovative cosmetic orthodontic procedure that straightens the front teeth, producing aesthetic results in as few as 8 weeks at an affordable price for you.

It is not a replacement for conventional orthodontic treatment, but is aimed at the “social 6,” involving simple corrections that can be carried out easily by your accredited Cfast dentist.

By using aesthetically pleasing clear brackets and tooth-colored nickel-titanium wires placed on the front surface of the teeth, Cfast is readily accepted and proving hugely popular across the world.

Unlike many clear aligner systems, the movement is more predictable and is typically completed faster with the average treatment time being just 5 months.

Cfast are very discreet and hard to notice unless people get really close, Cfast will not affect your speech or eating, we have placed them on some very famous people without the press ever knowing.

How do the teeth move?

The thin nickel titanium wires that clips into the tooth colored brackets, which are precisely placed onto your teeth gently pull the front 6 teeth back into alignment to give a more pleasing cosmetic result.


The term lingual refers to the attachment of braces on the inner surface of the tooth, inside the mouth where they cannot be seen. They are totally inconspicuous! Your teeth can be straightened without worrying about your appearance. Because lingual braces are hidden behind your teeth, you can enjoy the process much more.

While reveling in the secret transformation of your smile, you will notice how your teeth are changing when you look in the mirror. Lingual braces are customised to your mouth which helps make them efficient, effective and less intrusive.

We only use the best materials and that is why we have chosen STb brackets, STb uses light forces to move the teeth. With our lingual system, the fit and comfort are optimum.

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