Black ThenPortia May White: First Black Canadian Concert Singer to Win International Acclaim - Black Then
Aportia Chryptych: A Black Opera for Portia White
RTO - Portia White was the first black Canadian singer to become an international star in the 1930s and '40s. Portia attended Dalhousie University and studied to become a teacher. After graduating
Portia White - Wikipedia
Portia White: In honour of the 75th anniversary of her Toronto debut | Library and Archives Canada Blog
SPOTLIGHT: Contralto Portia White – George Brough, Pianist
For Portia White, the Fight Against Tobacco Is an Equity Issue – University of Baltimore School of Law Magazine
Portia White, 1944 | Singer Portia White, as photographed by… | Flickr
Portia White Gala Concert | Doctors Nova Scotia
Portia White: Think on Me - Cinema Politica
Celebrating Portia White | CBC News
Portia White - Wikipedia
50 years after her death, Portia White exhibit brings family together — Ron Fanfair
Portia White - Wikipedia
Laing House on X: "Portia White, the daughter of a minister, grew up singing as a choir member of a Halifax church. Later in life, she became the first internationally renowned Black
CBC Music - Born in Nova Scotia in 1911, Portia White sang and performed as a child in her church choir and at local concerts. Her big break came at age 30
Portia White - Trivia, Family, Bio | Famous Birthdays
Portia's White Lotus Season 2 Wardrobe Has Fashion Twitter Divided | Glamour UK
Brown Girl Collective - HERStory Matters: Canadian opera singer Portia White was born on June 24, 1911. Portia White was born in Truro, Nova Scotia, the third of 13 children born to
Think On Me - Canada's History
Portia White | The Canadian Encyclopedia
The White Lotus': Are Portia's Outfits Good or Bad? | Vogue
Black History Month - African-Canadian divas - Gordon Lightfoot Book, Music and More!
Canada's Black Walk Of Fame: Portia White – BCRC
/cdn.vox-cdn.com/uploads/chorus_asset/file/24279062/haley_lu_richardson_0.jpg "White Lotus fans keep making fun of Portia, but they're missing the point - Polygon")