Chinese Burn

About Chinese Burn

"Chinese Burn" is a 1997 song by the alternative rock band Curve. It was the first single from their third studio album Come Clean, and was released on 18 November 1997 in the US and on 1 December 1997 in the UK. This song is featured in the 1999 Buffy the Vampire Slayer episode, "Bad Girls", the La Femme Nikita TV show soundtrack, as well as the first theatrical trailer for the film X-Men (2000). It also featured in the wrecking yard fight scene of the 2006 movie Stormbreaker.  more »

Year:

1998

4:51

66 Views

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#3

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She burns friends like a piece of wood
And she's jealous of me because she never could
Hold herself up without a spine
And she'll look me up when she's doing fine

Because the rage it burns like Chinese torture
She's just someone's favourite daughter
Spoilt and ugly as she willingly slaughters
Friends and enemies they're all the same
They'll burn her name
And crush her fame

She'll break a promise as a matter of course
Because she thinks it's fun to have no remorse
She gets what she wants and then walks away
And she doesn't give a f*ck what you might say

Because it cuts her up like Irish mortar
Mother's pride is what we taught her
Soiled and petty as we happily taunt her
Friend or enemy we're all to blame

She'll burn us bad                            
She'll flaunt her flame                        
She'll make us remember, remember her name     

If she sits still like she knows she could
She could win this game and be the queen for good
Save herself up for the cream of the crop
Then she'll look us up when she's ready to stop

Because the rage it burns like Chinese torture
She's just someone's favourite daughter
Spoiled and ugly as she willingly slaughters
Friends and enemies are all that came
To burn her name
Crush her flame
We're all to blame

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Curve

In mathematics, a curve (also called a curved line in older texts) is, generally speaking, an object similar to a line but which is not required to be straight. This entails that a line is a special case of curve, namely a curve with null curvature. Often curves in two-dimensional (plane curves) or three-dimensional (space curves) Euclidean space are of interest. more »

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