One consider the 300+ 5-Star reviews we have generated on Google will certainly sure show you and persuade you that as an individual of ours, you will certainly always be very pleased with our work, treatment as well as support. The size of orthodontic therapy depends upon the needs and orthodontic issues of each private patient. On average, people need to use dental braces for around 2 years and after that they require to put on a retainer to preserve the fixed setting of teeth. From birth, advancement of the reduced face and also jaw is influenced.
- Lots of people refuse to grin as a result of their teeth, which is truly an embarassment.
- The braces in Riverbend Road oral clinic contains braces as well as cords that are affixed to the individual's teeth.
- Dr. Smith has actually also incorporated advanced electronic radiography and computer system analysis to help make sure that his individuals get the most effective diagnosis feasible.
The London Ontario lingual braces – londonbraces.com orthodontist then recommends an ideal orthodontic therapy for the person. We make every effort to provide high quality treatment in a friendly and also household oriented orthodontic technique in London, Goderich as well as Wingham. Our team will certainly also review your past oral background as well as documents to develop the optimal orthodontic therapy plan. Dr. Foley, Dr. Wilde and Dr. Swoboda supply clients with a positive experience every step of the method. By combining years of expertise as well as understanding contemporary study and also sector practices, our group can handle any kind of orthodontic obstacle. Together, we strive each and every day to ensure our people obtain the level of treatment they deserve with caring therapy.
Individual Hours
A lovely smile is a springboard to better things, especially if you smile regularly. Certainly, several studies have shown that people believe smilers to be much check my source more unwinded, genuine, and also reliable. Even more, one study recommended that seeing an individual smile is psychologically satisfying.
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"