Phillip Montgomery Gilbert

JPMorgan Private Wealth Advisors LLC (JPMPWA) is a SEC-registered investment advisor and wealth management firm headquartered in San Francisco, California. Formerly known as First Republic Investment Management, Inc., the firm was previously a wholly owned subsidiary of First Republic Bank (OTCMKTS: FRCB) (FRB). In May 2023, JPMorgan Chase & Co. (NYSE: JPM) (JPM) acquired the substantial majority of assets and assumed the deposits and certain other liabilities of FRB. Following the acquisition, the firm became a wholly owned subsidiary of JPMorgan Chase Holdings LLC, a wholly owned subsidiary of JPM. JPMPWA provides full-service personalized wealth management solutions for individuals, trusts, families, foundations, endowments, pensions, defined contribution plans, profit-sharing plans, banks, for-profit and not-for-profit institutions and other business entities.

Credit Suisse Securities (USA) LLC (Credit Suisse Securities USA) is the broker/dealer division of Credit Suisse Securities (USA) LLC, an investment banking company headquartered in New York City. The firm was founded in 1998 and is a wholly owned subsidiary of Credit Suisse (USA), Inc., ultimately owned by Credit Suisse Group AG (SWX: CSGN) in Switzerland. Credit Suisse Securities USA offers a suite of equities, solutions and credit products and services which includes global securities sales, trading and execution, prime brokerage and comprehensive investment research. Their clients include financial institutions, corporations, governments, institutional investors, such as pension funds and hedge funds, and private individuals around the world.

Part of AllianceBernstein Holding LP, Bernstein Global Wealth Management provides financial advice to ultra high net worth investors. The American company's top tier investment research underpins the investment strategies they offer to their clients. With innovative research, modeling and investment solutions, Bernstein Global Wealth Management helps clients achieve what others think is impossible.