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[這篇文章最後由kikidog在 2008/03/19 00:12am 第 1 次編輯]'2n]4
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Gravity Of Love ─ Enigma/3^L
©緣生術數研究社 -- 術數研究 /XI,CW
這個是 Windows Media Player 音樂：
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©緣生術數研究社 -- 術數研究 3
專輯名稱：Screen Behind The MirrorA4fzq<
發行年份：2000年tR1C
©緣生術數研究社 -- 術數研究 `-knfm
※歌曲中拉丁語部分，為卡爾·奧爾夫(Carl Orff)所創作的布蘭詩歌(Carmina Burana)，又譯博伊倫之歌。pc@
©緣生術數研究社 -- 術數研究 ^Ua8V
Latin©緣生術數研究社 -- 術數研究 8
O fortunaS/iI
Velut luna}
(translation{Q{|
O fortunedLBDD
Like the moon ) k
©緣生術數研究社 -- 術數研究 $L
Turn around and smell what you don't seeTT
Close your eyes ... it is so cleard
Here's the mirror, behind there is a screenF&%B4
On both ways you can get inqC
©緣生術數研究社 -- 術數研究 y/[q
Don't think twice before you listen to your heart1Ufm
Follow the trace for a new start!/i n
©緣生術數研究社 -- 術數研究 "kl?H
What you need and everything you'll feelj#|
Is just a question of the deal|ulen
In the eye of storm you'll see a lonely doveR:5N
The experience of survival is the key&
To the gravity of love#nL16f
©緣生術數研究社 -- 術數研究 o<jg
Latin©緣生術數研究社 -- 術數研究 v6+2o
O fortunakSoZS}
Velut lunaqFX}`
(translationdw (J
O fortunebb
Like the moon)K/;BwJ
©緣生術數研究社 -- 術數研究 d
--------whispers---------EzVZa
Woman :A!1uw
The path of excess leads to R
The tower of wisdomQ5Xl2
©緣生術數研究社 -- 術數研究 k~
Man :©緣生術數研究社 -- 術數研究 fx90LC
The path of excess leads to/W3
The tower of wisdomd
---------whispers----------wP$
©緣生術數研究社 -- 術數研究 V9
Try to think about it ...SRz1,H
That's the chance to live your life and discover]y"5
What it is, what's the gravity of love<7n=
©緣生術數研究社 -- 術數研究 S$h
Latin©緣生術數研究社 -- 術數研究 ;2<
O fortunaIFt_\
Velut luna"%R
(translationvb:NS
O fortuneN
Like the moon ){/RE3@
©緣生術數研究社 -- 術數研究 w*E
Look around just people, can you hear their voiceN/u
Find the one who'll guide you to the limits of your choiceZ
©緣生術數研究社 -- 術數研究 R
But if you're in the eye of stormv{oW~
Just think of the lonely doveHOQs,(
The experience of survival is the key11fn
To the gravity of love.f@P
©緣生術數研究社 -- 術數研究 ZxQV
Latin©緣生術數研究社 -- 術數研究 ubAx4<
O fortunauT
Velut lunajRc`
(translation[P
O fortuneD
Like the moon )H'$Z'T
©緣生術數研究社 -- 術數研究 8Uo:mt
歌詞來源L`Q
©緣生術數研究社 -- 術數研究 }f
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2008/03/19 00:10am 
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