ERIC SWANSON MD FACS FRCSC – NPI #1396802898
Surgery
A surgeon who specializes in plastic and reconstructive surgery.
ERIC SWANSON is a surgeon located in LEAWOOD, KS. NPPES has assigned the NPI number 1396802898 to ERIC SWANSON on January 03, 2007. It is a Type-1 NPI, indicating this NPI number is associated with an individual. The primary taxonomy selected by this provider is 2086S0122X from the Health Care Provider Taxonomy code set, which is classified as Surgery, specializing in Plastic and Reconstructive Surgery
The NPI profile was previously updated about 15 years ago on Oct 03, 2011. Use the NPI data found here to bill health insurance companies, identify providers enrolled in Medicare and Medicaid services or other HIPAA compliant transactions. See the complete NPI profile for ERIC SWANSON below.
NPI Profile for
ERIC SWANSON
(more than 19 years ago)
LEAWOOD, KS 66211 Phone: (913) 663-1030 Fax: (913) 663-1032
Identifiers for ERIC SWANSON
Identifiers are used to associate other provider identifiers such as Medicaid or other insurers (ie:, Blue Cross, Blue Shield, Aetna, Kaiser-Permanente, etc.), with their NPI number. These identifiers can be used in matching an NPI number to an insurer's records. However, not all providers have such numbers and not all providers choose to include them in their NPI information.
| Description | Issuer | State | Identifier |
|---|---|---|---|
| OTHER | BCBS OF KC | 15267076 | |
| OTHER | MEDICARE B | KS | 0000968 |
A taxonomy code is a code that describes the health care service provider's type, classification, and the area of specialization. The primary specialty for this provider is indicated as (Primary) below.
| Taxonomy Classification / Specialization | State | License |
|---|---|---|
| 2086S0122X - Surgery / Plastic and Reconstructive Surgery (Primary) |
KS | 0423027 |
The taxonomy codes are selected by the provider at the time of NPI registration. Selection of a taxonomy code does not replace any credentialing or validation process that the provider requesting the code should complete.