| Entity Name: | SMAKZ CORP |
| Jurisdiction: | FLORIDA |
| Filing Type: |
Domestic Profit
SMAKZ CORP is structured as a Domestic Profit Corporation, which, in Florida signifies a Profit Corporation (also known as a C-Corporation). This business structure is recognized as a separate legal entity from its owners. This offers shareholders the benefit of limited liability protection, safeguarding their personal assets from the corporation's debts and obligations, and facilitates raising capital through the issuance of stock. In Florida, Domestic Profit Corporations are governed by Title XXXVI, Chapter 607, Florida Statutes – Florida Business Corporation Act. |
| Status: |
Active
The business entity is active. This status indicates that the business is currently operating and compliant with state regulations, suggesting a lower risk profile for lenders and potentially better creditworthiness. |
| Date Filed: | 06 Jan 2022 (3 years ago) |
| Document Number: | P22000002715 |
| FEI/EIN Number |
874478671
Federal Employer Identification (FEI) Number assigned by the IRS. |
| Address: | 314 NE 27th Street, Wilton Manors, FL, 33334, US |
| Mail Address: | 314 NE 27th Street, Wilton Manors, FL, 33334, US |
| ZIP code: | 33334 |
| County: | Broward |
| Place of Formation: | FLORIDA |
| Name | Role | Address |
|---|---|---|
| KOTKIN ADAM | President | 314 NE 27th Street, Wilton Manors, FL, 33334 |
| KOTKIN ADAM | Agent | 314 NE 27th Street, Wilton Manors, FL, 33334 |
| Event Type | Filed Date | Value | Description |
|---|---|---|---|
| CHANGE OF PRINCIPAL ADDRESS | 2023-01-23 | 314 NE 27th Street, Wilton Manors, FL 33334 | - |
| CHANGE OF MAILING ADDRESS | 2023-01-23 | 314 NE 27th Street, Wilton Manors, FL 33334 | - |
| REGISTERED AGENT ADDRESS CHANGED | 2023-01-23 | 314 NE 27th Street, Wilton Manors, FL 33334 | - |
| Name | Date |
|---|---|
| ANNUAL REPORT | 2025-02-10 |
| ANNUAL REPORT | 2024-02-01 |
| ANNUAL REPORT | 2023-01-23 |
| Domestic Profit | 2022-01-06 |
Date of last update: 02 Apr 2025
Sources: Florida Department of State
