Clean Max Enviro Energy Solutions will participate in the Jefferies India Forum 2026 on Thursday, September 17, 2026. The event will feature in-person interactions with analysts and institutional investors.

The company disclosed the schedule pursuant to Regulation 30 of the SEBI (Listing Obligations and Disclosure Requirements) Regulations, 2015. The forum is scheduled to take place in Gurugram.

Meeting Details

Clean Max Enviro Energy Solutions Limited will hold one-on-one and group meetings with market participants. The interactions are intended to provide updates on the company’s operations and outlook.

Disclosures

The company stated that no unpublished price-sensitive information will be disclosed during these interactions. The schedule remains subject to change based on exigencies from either the investors or the company.

Ullash Chandra Parida, Company Secretary and Compliance Officer, signed the disclosure on September 10, 2026.

Clean Max Enviro Energy Solutions has approved the sale of a 49% stake in its wholly owned subsidiary, Clean Max Dynamis Private Limited, to Sunvik Steels Private Limited. The board authorized the transaction on September 9, 2026.

The deal involves the transfer of 4,900 shares for a total consideration of ₹49,000. Clean Max Dynamis was incorporated on July 28, 2026, and has not contributed to the parent company’s turnover, revenue, income, or net worth during the last financial year.

Transaction Details

The company will execute the Share Purchase Agreement on or before December 31, 2026. Completion of the sale is also expected by this date or such other date as mutually agreed between the parties. Sunvik Steels, registered in Bangalore, is an independent entity and does not belong to the promoter group or group companies of Clean Max.

Regulatory Compliance

The disclosure was made pursuant to Regulation 30 read with Schedule III of the SEBI (Listing Obligations and Disclosure Requirements) Regulations, 2015. The transaction is classified as non-related party and falls outside any Scheme of Arrangement.