From London to Brighton (based on a tune by Kim McCroddan)
Here's the fourth track in my album Interpolation Express titled "From London to Brighton" which is based on a tune composed by Kim McCroddan that featured in a time lapse video made by the BBC of a train journey from London to Brighton squeezed to around 3½ minutes in 1983, which in turn was adapted from when they did it in 4 minutes in 1953, thirty years prior. This is also the first time I used pitch shifting in Online Sequencer, which is what I use to make my music.
Made with Online Sequencer. https://www.onlinesequencer.net
Made with Online Sequencer. https://www.onlinesequencer.net
Category Music / 80s
Species Unspecified / Any
Size 120 x 120px
File Size 5.27 MB
Listed in Folders
It kind of sounds like it by the way. This song was a breeze to compose, listening back to the original music from the 1983 video uploaded onto YouTube and adding in my own interpretation in Online Sequencer. This is also the first time I used pitch shifting in Online Sequencer because I wanted to replicate the original song.
Whenever I upload music onto here, as well as the song title, I also list the names of artists by typing "(NAME OF ARTIST)" or "(based on a tune by NAME OF ARTIST)" after the song title. However, when it is an original composition made by myself, I put "(original song)" after the title.
Yep. Her coat is a solid white. With some purple/blue. Along with a symbol with diamonds.
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