How Can I Live

"How Can I Live" is a song by American metal band Ill Niño. The song was released as the lead single from the band's second album Confession. The song originally appeared on the soundtrack for the slasher film Freddy vs. Jason as well as playing over the film's end credits.

"How Can I Live"
Single by Ill Niño
from the album Confession and Freddy vs. Jason
ReleasedJuly 22, 2003
RecordedWater Music Studios in Hoboken, NJ and Mirror Image Recorders in New York City
GenreNu metal
Length3:18 (album version)
2:59 (radio edit)
LabelRoadrunner
Songwriter(s)Christian Machado
Producer(s)Bob Marlette, Dave Chavarri, Cristian Machado
Ill Niño singles chronology
"Unreal"
(2002)
"How Can I Live"
(2003)
"This Time's for Real"
(2004)

Music video

The song's music video begins with a woman walking down a street, as the camera reveals the name of the street is Elm Street. The woman stops and looks around, with someone watching her from behind a fence. The woman tries to runaway a few times, with the unseen presence chasing her, before she falls to the ground. At the end of the video the woman wakes up in bed, revealing that it was just nightmare. The video's story with the woman is intercut with shots of the band performing the song in a room.[1]

Track listing

No.TitleLength
1."How Can I Live" (single mix)2:59
2."How Can I Live" (album version)3:18
3."I'll Find a Way"3:57
4."How Can I Live" (Spanglish version)3:00

Chart positions

Chart (2003) Peak
position
US Mainstream Rock Tracks[2] 26
gollark: That's suspiciously simple then, hm.
gollark: What's `findRem` doing? Doesn't Haskell have a mod function?
gollark: It's going to have a fun feature where if it detects that you're running it *while* the uninstaller is open, it will subtly mess up your answers.
gollark: After realizing I had absolutely no idea how the "general number field sieve" and such worked, I just decided to implement Pollard's ρ one, but it requires gcd which Lua doesn't have, so I'm looking up the Euclidean algorithm.
gollark: So I wanted to do it in a convoluted way, so I looked at a bunch of prime factorization algorithms.

References

This article is issued from Wikipedia. The text is licensed under Creative Commons - Attribution - Sharealike. Additional terms may apply for the media files.