quofuit

Tsui Hark

1951 to 1997 6 documented presences 6 places

Quo Fuit places 6 dated presences for Tsui Hark across 6 places, from 1975 to 1991. Each one keeps the sentence it was taken from and a link to its source.

Tsui Man-kong, known professionally as Tsui Hark (born 15 February 1951), is a Hong Kong filmmaker.Wikipedia, full article · CC BY-SA
Every dot is a place Tsui Hark is documented in, on a dated record. The interactive globe carries the full detail.

Where Tsui Hark was documented, and when

1975year
Texasattested “He proceeded to study film in Texas, first at Southern Methodist University and then at the University of Texas at Austin, graduating in 1975.” source: Wikipedia: Tsui Hark
1975year
Southern Methodist Universityattested “He proceeded to study film in Texas, first at Southern Methodist University and then at the University of Texas at Austin, graduating in 1975.” source: Wikipedia: Tsui Hark
1975year
University of Texas at Austinattested “He proceeded to study film in Texas, first at Southern Methodist University and then at the University of Texas at Austin, graduating in 1975.” source: Wikipedia: Tsui Hark
1976year
New York Cityattested “After graduation, Tsui moved to New York City, where he worked on From Spikes to Spindles (1976), a noted documentary film by Christine Choy on the history of the city's Chinatown.” source: Wikipedia: Tsui Hark
1977year
Hong Kongattested “Tsui returned to Hong Kong in 1977 and worked for TVB, the dominant local television station, then moved to its rival, CTV, lured by its general manager Selina Chow.” source: Wikipedia: Tsui Hark
1991year
Chinaattested “The pattern is also seen in perhaps Tsui's most successful work to date, the Once Upon a Time in China film series (1991–97).” source: Wikipedia: Tsui Hark

Open Quo Fuit to see these 6 presences on the globe, filter them by date, and follow the journey year by year.

Places Tsui Hark is documented in

China1 presence · 1991Hong Kong1 presence · 1977New York City1 presence · 1976Texas1 presence · 1975University of Texas at Austin1 presence · 1975
Southern Methodist University1 presence · 1975

Other places tied to Tsui Hark in the record

In each of these, a source puts Tsui Hark and the place in the same dated sentence without stating that Tsui Hark was there. They are kept apart from the timeline above for exactly that reason: a mention is not a presence, and Quo Fuit does not quietly promote one into the other.

1966year
Hong Kongmentioned “Tsui started his secondary education in Hong Kong in 1966.” source: Wikipedia: Tsui Hark
1990year
Hong Kongmentioned “Zu Warriors from the Magic Mountain and The Swordsman (1990) birthed the modern-day special effects industry in Hong Kong.” source: Wikipedia: Tsui Hark
1996year
Beverly Hills, Californiamentioned “In 1996, Tsui and Shi married in Beverly Hills, California.” source: Wikipedia: Tsui Hark

Documented at the same place, the same year

Qian XuesenBeijing · 1991Simone de BeauvoirNew York City · 1976Harvey WeinsteinNew York City · 1976Immanuel WallersteinNew York City · 1976Nicholas RayNew York City · 1976Sol LeWittNew York City · 1976Chris CooperNew York City · 1976Johnny WinterNew York City · 1976

Two people documented in the same place in the same year is a correlation, not a meeting. Quo Fuit will never say they met without a source that says so.

How to read this page

Every line above is a dated fact taken from a source, with the sentence it came from and a link back to it. Nothing is inferred, and a gap in the record is not evidence that someone was elsewhere.

A tag says how the fact is carried by its source: documented a structured, explicitly dated record, attested a sentence that states the person was there, mentioned a sentence that ties the person to the place without stating presence.

Sources

Sentences quoted from Wikipedia are available under CC BY-SA 4.0. Public domain books come from Project Gutenberg. Quo Fuit claims no rights over these sources.

See Tsui Hark on a 3D globe, filter the record by date, and cross this life with another to find where the two overlap.

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