![](data:image/jpeg;base64,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)
Artist John Mayer 約翰·梅爾 ft.Taylor Swift
Album Battle Studies
Year 2009
Title Half of My Heart
I was born in the arms of imaginary friends
我誕生於虛擬朋友們的懷中
Free to roam, made a home out of everywhere I've been
漫遊天際,四海為家
Then you come crashing in, like the realest thing
你橫穿直闖進入了我的世界,栩栩如生
Trying my best to understand all that your love can bring
我用最大的努力嘗試理解你的愛所給予我的一切
Oh half of my heart's got a grip on the situation
噢 我心的一半控制著這情形
Half of my heart takes time
我心的一半需要時間
Half of my heart's got a right mind to tell you
我心的一半要告訴你真相
That I can't keep loving you (can't keep loving you)
我不能再繼續愛你了
Oh, with half of my heart
噢 以我心的一半作證
I was made to believe I'd never love somebody else
我被注定相信我永遠不會愛上人
I made a plan, stay the man who can only love himself
我做過決定,要保持做一個只愛自己的男人
Lonely was the song I sang, 'till the day you came
我唱孤獨的歌,直到那一天你出現
Showing me a another way and all that my love can bring
讓我知道一個更好的方式,還有我的愛所能帶來的一切
Oh half of my heart's got a grip on the situation
噢 我心的一半控制著這情形
Half of my heart takes time
我心的一半需要時間
Half of my heart's got a right mind to tell you
我心的一半要告訴你真相
That I can't keep loving you (can't keep loving you)
我不能再繼續愛你了
Oh, with half of my heart
噢 以我心的一半作證
With half of my heart
噢 以我心的一半作證
Your faith is strong
你的信仰堅深蒂固
But I can only fall short for so long
可我到此為止只能短暫沉溺
Down the road, later on
再過些陣子,時間會證明一切
You will hate that I never gave more to you than half of my heart
你會恨我從不給你多於心的一半
But I can't stop loving you
但我無法停止愛你
(I can't stop loving you)
(我無法停止愛你)
I can't stop loving you
我無法停止愛你
(I can't stop loving you)
(我無法停止愛你)
I can't stop loving you with half of my
我無法停止愛你(我無法停止愛你)以我心的一半作證。
Half of my heart
我心的一半
Oh, half of my heart
我心的一半
Half of my heart's got a real good imagination
我心的一半擁有著真的很好的想像力
Half of my heart's got you
我心的一半得到你
Half of my heart's got a right mind to tell you
我心的一半有真相要告訴你
That half of my heart won't do
我心的一半會不願意
Half of my heart is a shotgun wedding
我的心一半是一支獵槍婚禮
To a bride with a paper ring
與新娘的文件環
And half of my heart is the part of a man
和我的心一半是一個男人
Who's never truly loved anything
誰是從來沒有真正喜歡什麼人的一部分
Half of my heart
我一半的心
Oh, half of my heart
我一半的心
Half of my heart
我一半的心
Oh, half of my heart
我一半的心
Half of my heart
我一半的心
Oh, half of my heart
我一半的心
♫ ♬ ♪ ♩ ♭ ♪ ♮ ♯ ♫ ♬ ♪ ♩ ♭ ♪ ♮ ♯ ♫ ♬ ♪ ♩ ♭ ♪ ♮ ♯ ✌
文章定位: