Chiropractors

104112 Chiropractors found in US

male chiropractor

Dr. Bradford Joseph Dewitt, D.C.

Chiropractor
15465 Oak Ln Ste 100b, Gulfport, MS - 39503
228-832-0846 228-832-0856

male chiropractor

Dr. Bradford Thomas Butler, DC

Chiropractor
350 Ramapo Valley Rd, Oakland, NJ - 07436
201-651-9100 201-651-1142

male chiropractor

Dr. Bradford Dwight Jines, DC

Chiropractor
424 Hwy Kk, Troy, MO - 63379
636-462-3409 636-462-3409

male chiropractor

Dr. Bradford K.k. Lee, D.C.

Internist Chiropractor
725 Kapiolani Blvd, Suite #306, Honolulu, HI - 96813
808-596-8090 808-596-2312

male chiropractor

Dr. Bradford Lewis Shull, D.C.

Chiropractor
202 S Indiana St, Nevada, MO - 64772
417-667-4322 417-667-8997

male chiropractor

Dr. Bradford Dean Case, D.C., N.D.

Chiropractor
4110 Sorrento Valley Blvd., San Diego, CA - 92121
831-663-2284 831-663-2288

male chiropractor

Dr. Bradford Lynn Burgess, DC

Chiropractor
123 S Main St, Kannapolis, NC - 28081
704-933-2225 704-933-8855

male chiropractor

Bradford Blair James Labine, D.C.

Chiropractor
1732 Gar Hwy, Swansea, MA - 02777
508-379-9897

male chiropractor

Bradford Whiteley

Chiropractor
340 Ramapo Valley Rd, Oakland, NJ - 07436
201-651-9100

male chiropractor

Dr. Bradford J Cole, DC

Chiropractor
2845 Summer Oaks Dr, Bartlett, TN - 38134
901-377-2340 901-373-4570

male chiropractor

Dr. Bradford Querido Levine, D.C.

Chiropractor
499 E Central Pkwy, #215, Altamonte Springs, FL - 32701
407-332-1904

male chiropractor

Bradford Kendall Chew

Chiropractor
11811 Ne 1st St Ste 103, Bellevue, WA - 98005
425-455-5444

female chiropractor

Bradi Haggett

Chiropractor
18536 94th Ave Ne, Bothell, WA - 98011
425-219-3169

female chiropractor

Dr. Bradi Lynn Arnold, D.C.

Chiropractor
423 E Main St, Belmond, IA - 50421
641-444-3244

male chiropractor

Dr. Bradin Cole Bowie, DC

Chiropractor
12600 N Pennsylvania Ave, Oklahoma City, OK - 73120
405-943-0303 405-272-0515

About Chiropractors: Chiropractor: is qualified by a Doctor of Chiropractic (D.C.), licensed by the State and who practices chiropractic medicine -that discipline within the healing arts which deals with the nervous system and its relationship to the spinal column and its interrelationship with other body systems. Chiropractic Orthopedics: is that branch of chiropractic medicine that includes the continued acquisition of knowledge relative to both normal functions and diseases of the human body as they relate to the bones, joints, capsules, discs, muscles, ligaments, tendons, their complete neurological and vascular components, referred organ systems and contiguous tissues. This also includes the development and perfection of skills relative to health maintenance when such exists and when not, the investigations, historical review, physical detection, correlative diagnosis development and complete management of any disorder within the bounds defined herein. Also necessary is the delivery of the combined knowledge and skill on a primary basis to patients who both need and desire this service to the eventual outcome of remissions, whenever resolution is not readily achievable. In addition the certified chiropractic orthopedist provides consultation services at the request of other qualified doctors seeking assistance in the care of their patients. The chiropractic orthopedist may also engage in the teaching and or research of subjects and materials relevant to pursuing the quest for knowledge in the ever changing field of the orthopedic specialty.

Orthopedic Surgeons deals with patients having disorders of the bones, joints, muscles, ligaments, tendons etc. They treat a wide variety of diseases and conditions, like fractures and dislocations; torn ligaments, sprains, and strains; tendon injuries, pulled muscles, bursitis; ruptured disks, sciatica, low back pain, scoliosis; knock knees, bow legs, bunions, hammer toes; arthritis and osteoporosis; bone tumors, muscular dystrophy, cerebral palsy; club foot and unequal leg length; abnormalities & growth of the fingers and toes.
Patients can choose Orthopedic Surgeons subspeciality from below:

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