BOOMIN Trademark

Trademark Overview


On Tuesday, September 9, 2025, a trademark application was filed for BOOMIN with the United States Patent and Trademark Office. The USPTO has given the BOOMIN trademark a serial number of 99382660. The federal status of this trademark filing is PUBLICATION/ISSUE REVIEW COMPLETE as of Monday, February 9, 2026. This trademark is owned by PVBC LLC. The BOOMIN trademark is filed in the Houseware & Glass Products category with the following description:

Tea sets
boomin

General Information


Serial Number99382660
Word MarkBOOMIN
Filing DateTuesday, September 9, 2025
Status681 - PUBLICATION/ISSUE REVIEW COMPLETE
Status DateMonday, February 9, 2026
Registration Number0000000
Registration DateNOT AVAILABLE
Mark Drawing4 - Illustration: Drawing with word(s) / letter(s) / number(s) in Block form
Published for Opposition DateTuesday, March 3, 2026

Trademark Statements


Pseudo MarkBOOMING
Goods and ServicesTea sets

Classification Information


International Class021 - Household or kitchen utensils and containers; combs and sponges; brushes (except paint brushes); brush-making materials; articles for cleaning purposes; steel-wool; unworked or semi-worked glass (except glass used in building); glassware, porcelain and earthenware not included in other classes.
US Class Codes002, 013, 023, 029, 030, 033, 040, 050
Class Status Code6 - Active
Class Status DateTuesday, September 9, 2025
Primary Code021
First Use Anywhere DateNOT AVAILABLE
First Use In Commerce DateNOT AVAILABLE

Trademark Owner History


Party NamePVBC LLC
Party Type10 - Original Applicant
Legal Entity Type16 - Limited Liability Company
AddressGreensboro, NC 27405

Trademark Events


Event DateEvent Description
Tuesday, September 9, 2025NEW APPLICATION ENTERED
Tuesday, September 9, 2025APPLICATION FILING RECEIPT MAILED
Saturday, January 31, 2026NEW APPLICATION OFFICE SUPPLIED DATA ENTERED
Sunday, February 1, 2026ASSIGNED TO EXAMINER
Wednesday, February 4, 2026APPROVED FOR PUB - PRINCIPAL REGISTER

Related Keywords


boomin sets