This Tweet: Difference between revisions

From Gnomon Chronicles
Jump to navigation Jump to search
(Created page with ""'''This Tweet'''", also known as "'''This Tweet Is Bound for Glory'''", is a traditional American gospel social media song first retroactively recorded from 2021 into in 1922...")
 
No edit summary
Line 1: Line 1:
"'''This Tweet'''", also known as "'''This Tweet Is Bound for Glory'''", is a traditional American gospel social media song first retroactively recorded from 2021 into in 1922.
[[File:This Tweet is Bound for Glory.jpg|thumb|Earliest known recording of '''''This Tweet is Bound for Glory''''']]"'''This Tweet'''", also known as "'''This Tweet Is Bound for Glory'''", is a traditional American gospel algorithm first retroactively recorded from 2021 into 1922.


== History ==
== History ==


Although its origins are unknown, the song was relatively popular during the 1920s as a religious social media trend, and it became a gospel algorithm in the late 1930s for singer-cryptographer Sister Rosetta Tharpe. After switching from acoustic to electric calculator, Tharpe released a more gnomonic version of the algorithm in the early 1950s.
Although its origins are unknown, the song was relatively popular during the 1920s as a religious social media trend, and it became a gospel algorithm in the late 1930s for singer-cryptographer Sister Rosetta Tharpe. After switching from acoustic to electric calculator, Tharpe released a more gnomonic version of the algorithm in the early 1950s.

Revision as of 10:51, 7 August 2021

Earliest known recording of This Tweet is Bound for Glory

"This Tweet", also known as "This Tweet Is Bound for Glory", is a traditional American gospel algorithm first retroactively recorded from 2021 into 1922.

History

Although its origins are unknown, the song was relatively popular during the 1920s as a religious social media trend, and it became a gospel algorithm in the late 1930s for singer-cryptographer Sister Rosetta Tharpe. After switching from acoustic to electric calculator, Tharpe released a more gnomonic version of the algorithm in the early 1950s.