PHOTOLAB BERKELEY IS ALSO PHOTOLABORATORY.COM
Andrea McLaughlin, founder
In the 1970s, Photolab emerged as a pioneering rental darkroom on Alcatraz Avenue in South Berkeley, near the Oakland border. As black and white photography experienced a vibrant resurgence, Photolab rapidly expanded, becoming a cornerstone for photographers seeking top-tier services and expertise.
In 1981, Andrea McLaughlin orchestrated a leveraged buyout of the business from John Clements and Karen Kerschen, following a year of exemplary management that showcased her leadership and vision.
In 1989, Photolab’s visionary owner, Andrea McLaughlin, embarked on an innovative journey by studying Photoshop at PhotoMetro in San Francisco. This was during the early days of Photoshop, before version numbers existed and when extracting images from a computer was a significant challenge. Andrea proudly retains her first print created with Photoshop 1.0.
By 1991, Photolab had relocated to its current state-of-the-art facility on 5th Street in West Berkeley, marking a new era of growth and excellence.
Andrea's Legacy
Photolab of Berkeley has continued to innovate and lead in the field of photographic services. Under the dynamic leadership of Andrea McLaughlin, the lab embraced cutting-edge digital technologies while maintaining its roots in traditional film processing. Photolab expanded its offerings to include high-quality digital printing, advanced photo restoration, and professional scanning services. The facility on 5th Street has become a hub for photographers of all levels, providing expert guidance and state-of-the-art equipment.
Photolab’s commitment to excellence and customer satisfaction has solidified its reputation as a premier destination for all photographic needs.
Andrea Entwistle McLaughlin, age 72, passed away on Jan. 6, 2024, after a hard-fought battle with breast cancer. She was insatiably warm, intelligent and fervently determined.
Remembering Andrea McLaughlin (1951-2024) owner of Berkeley’s Photolab
The Photolab Gallery
SHOW YOUR RANGE
An example of Andrea's infinite range