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Address & Tel.

Address:
No. 76 , Ground Floor , Jalan SS21/35 Damansara Utama , Petaling Jaya 47400 Selangor Malaysia
Phone:
03 7728 9981 , 03 77109844 , 03 7731 5866

Dental Info

Dental Info:

verified by dentistsnearby.com  Verified by dentistsnearby.com team on 16/10/13

Attending Doctors:

Dr. Lee Chiong Weng - BDS (Malaya) , M Sc (London) , FICD , M.Orth.RCS (England) ,  M.Orth.RCS (Edinburgh) -- Consultant Orthodontist

Consultation hours

Weekdays: 9.30am to 6pm

Saturdays: 9.30am to 1pm

Sundays , Public Holidays: Closed

This clinic accepts patients by : Walk-in or by appointment

Treatment provided*: Braces , Fixed Orthodontic treatments , Partial orthodontic treatment , Self-Ligating braces - Damon , In-ovation R , in-ovation C , bridal programs , children preventive orthodontic program, removable applicance ( aligners ,removable space maintainers ,jaw repositioning appliances ,lip and cheek bumpers ,palatal expanders ,removable retainers ,headgear ) , functional appliance , fixed appliance ( braces , special fixed appliances ,fixed space maintainers ) , retainers ( Removable or fixed ) , quadhelix , lower lingual arch , treatment of ( crossbite , crowding , openbite , overbite , underbite , spacing , misplaced midline ) , Along with all the treatments provided by the general dentistry practitioners .

* Please do call up before hand to confirm about treatments available to avoid disappointments .

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Your rating:
5/5
5.0/5from 6 users.
Reviews: 5 - Write a review
0 of 0 people found the following review helpful
Braces cost
Azie  · 3 months ago
Hi, i am Azie.

How many types of braces are available?
What is the price range?

Tq
Source: dentistsnearby.com
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0 of 0 people found the following review helpful
Quotation for braces
May  · 3 months ago
Hi, I am May. Can I get a quotation for braces? Thanks
Was this review helpful to you?
0 of 0 people found the following review helpful
enquiries about ttreatment
Syed Ismail  · 3 months ago
Dear Doctor, My 20 year old daughter suffers for teeth overcrowding because she has a small jaw. I am writing to enquire how much would it cost and how long it will take to fix her dental problem. thank you so much.
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Palatal expander
Ira Shahira Rasmadin  · 3 months ago
Hello,
I read that palatal expander now is possible for adults. Im 30 years old.

If yes, how much would this treatment cost?
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0 of 0 people found the following review helpful
Inquiry on Braces
Hoffen  · 4 months ago
Would like to inquire about braces for 13 year old. 

How many types of braces are available?
What is the price range?
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