Never Had A Dream Come True

这首歌讲述了一个关于失去与留恋的故事。歌词中提到每个人都有所舍弃,有些遗憾随着时间愈发难以释怀。尽管主人公尝试向前看,但过去的恋人始终占据着他的心灵,成为无法忘却的记忆。

Should listen this song sometimes to look into your future.

 

Everybody's got something 每个人都有一些  
They had to leave behind 被迫舍弃的东西。  
One regret from yesterday 昨天的某个遗憾  
That just seems to grow with time 今天越来越难以释怀。  
There's no use looking back or wondering 回头何用,假设何用  
How it could be now or might have been 假设终究只是一场空  
All this I know but still I can't find ways To let you go 这些,我全明白,但我无法和你分开。  

I never had a dream come true 从未有过梦想成真的感觉  
'Til the day that I found you 直到我那天发现了你  
Even though I pretend that I've moved on 虽然,我假装毫不在乎朝前走,  
You'll always be my baby 你却永远是我的最爱。  
I never found the words to say 我的心里话无法用语言表达  
You're the one I think about each day 你是我朝思暮想的女孩  
And I know no matter where love takes me to 我知道无论爱把我带到何方,  
A part of me will always be with you, yeah 我的一部份永远与你同在  


Somewhere in my memory 在我记忆的某个地方  
I've lost all sense of time (ah-ha, ha-ha) 时间已不复存在.  
And tommorow can never be 似乎永远没有了明天  
'Cos yesterday is all that fills my mind 因为昨天占据了我全部的思想  
There's no use looking back or wondering 回头何用,假设何用  
How it should be now or might have been 假设终究只是一场空  
All this I know but still I can't find ways To let you go 这些,我全明白,但我无法和你分开  

I never had a dream come true  
从未有过梦想成真的感觉  
'Til the day that I found you 直到我那天发现了你  
Even though I pretend that I've moved on 虽然,我假装毫不在乎朝前走,  
You'll always be my baby 你却永远是我的最爱。  
I never found the words to say 我的心里话无法用语言表达  
You're the one I think about each day 你是我朝思暮想的女孩  
And I know no matter where love takes me to 我知道无论爱把我带到何方,  
A part of me will always be 我的一部份永远与你同在  

You'll always be the dream that fills my head 你永远是我心中全部的梦想  
Yes you will, say you will 是的,你就是,说吧你就是,你知道  
You know you will, oh baby 你就是,噢宝贝  
You'll always be the one I know I'll never forget 我知道你是我永远不会忘记的恋人  
It's no use looking back or wondering 回头或是假设都无用  
Because love is a strange and funny thing 因为爱是一件奇怪而有趣的东西  
No matter how I try and try 无论我如何努力又努力  
I just can't say goodbye, no, no, no, no 我就是无法说分离 ,不,不,不,不  

I never had a dream come true 从未有过梦想成真的感觉  
'Til the day that I found you 直到我那天发现了你  
Even though I pretend that I've moved on 虽然,我假装毫不在乎朝前走,  
You'll always be my baby 你却永远是我的最爱。  
I never found the words 我的心里话无法用语言表达  
(Never found the words to say) to say You're the one I think about each day (each day) 你是我朝思暮想的女孩  
And I know no matter where love takes me to 我知道无论爱把我带到何方,  
A part of me will always be 我的一部份永远与你同在  
A part of me will always be with you, ooh 我的一部份永远和你同在,噢.... 
7-168 Dream to EC-Final 分数 20 作者 吕佳霖 单位 中国计量大学 ICPC Asia East Continent Final, one of the oldest, largest, and most prestigious programming competitions in China, is attracting more and more competitors from all over the country to participate in, including CJLUACMers. Moreover, it's a huge dream for most of them. During these years, the EC-Final was always hosted by Northwestern Polytechnical University (NWPU) in Xi'an City, Shann Xi Province. (Reference: http://m.haiwainet.cn/middle/3542417/2019/1218/content_31684163_1.html) As a competitor of ICPC EC-Final in 2019, Derrick took part in this programming competition and visited Xi'an City. However, Derrick had another dream that would be never come true, which was travelling in the ancient Xi'an City in Tang Dynasty. 微信图片_20210307183647(1).jpg In order to discover the landscape of the ancient Xi'an City, Derrick has already searched enough information about it. Just as Hundreds and Thousands of houses are like a Go game, and twelve streets are like a vegetable garden(百千家似围棋局,十二街如种菜畦)written by Juyi Bai. This poetry vividly demonstrates the structure of the ancient Xi'an City, it consists of several vertical streets and horizontal roads of the same lengths but different widths. Supposed that the shape of whole city is an n×n square, which composed of n vertical streets x 1 ​ , x 2 ​ ,..., x n ​ and n horizontal roads y 1 ​ , y 2 ​ ,..., y n ​ within the same lengths and different widths from centre. Derrick is curious about calculating the area of all intersections, because he wants to calculate the traffic flow accurately at each intersection in the ancient Xi'an City. However, Derrick considers this task is quite easy for you, so Derrick will spin the whole square with 45 degree at first, maybe clockwise or maybe counterclockwise. After that, you are asked to calculate the total area of all intersections for each row and each column. Input Specification: There are multiple test cases. The first line of the input contains an integer T, indicating the number of test cases. For each test case: The first line contains two integers n (1≤n≤1000) and d, indicating the size of the square and the direction of rotating the square. When d=1, it means that the direction of rotation is clockwise. When d=0, it means that the direction of rotation is counterclockwise. The second line contains n integers x 1 ​ , x 2 ​ ,..., x n ​ (0≤x i ​ ≤5×10 4 ), indicating the width of vertical streets at the i-th position from centre. The third line contains n integers y 1 ​ , y 2 ​ ,..., y n ​ (0≤y j ​ ≤5×10 4 ), indicating the width of horizontal roads at the j-th position from centre. It's guaranteed that the sum of n of all test cases will not exceed 2×10 4 . Output Specification: For each case, in the first line output 2n−1 integers separated by a space, indicating the total area of intersections for each row after rotating 45 degree. Similarly, in the second line print 2n−1 integers separated by a space, indicating the total area of intersections for each column after rotating 45 degree. Note: Please, DO NOT output extra spaces at the end of each line, or your answer may be considered incorrect! Sample Input: 1 3 0 1 2 3 3 2 1 Sample Output: 3 8 14 8 3 1 4 10 12 9 Hint: For example, the initial state of 3×3 square, the clockwise state of 3×3 square and the counterclockwise state of 3×3 square are shown as the following, respectively: 微信图片_20210307204029.png给出C代码
09-20
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