Fleeting time does not blur my memory of you. Can it really be 4 years since I first saw you? I still remember, vividly, on the beautiful Zhuhai Campus, 4 years ago, from the moment I saw you smile, as you were walking out of the classroom and turned your head back, with the soft sunset glow shining on your rosy cheek, I knew, I knew that I was already drunk on you. Then, after several months’ observation and prying, your grace and your wisdom, your attitude to life and your aspiration for future were all strongly impressed on my memory. You were the glamorous and sunny girl whom I always dream of to share the rest of my life with. Alas, actually you were far beyond my wildest dreams and I had no idea about how to bridge that gulf between you and me. So I schemed nothing but to wait, to wait for an appropriate opportunity. Till now — the arrival of graduation, I realize I am such an idiot that one should create the opportunity and seize it instead of just waiting.
These days, having parted with friends, roommates and classmates one
after another, I still cannot believe the fact that after waving hands,
these familiar faces will soon vanish from our life and become no more
than a memory. I will move out from school tomorrow. And you are
planning to fly far far away, to pursue your future and fulfill your
dreams. Perhaps we will not meet each other any more if without fate and
luck. So tonight, I was wandering around your dormitory building hoping
to meet you there by chance. But contradictorily, your appearance must
quicken my heartbeat and my clumsy tongue might be not able to belch out
a word. I cannot remember how many times I have passed your dormitory
building both in Zhuhai and Guangzhou, and each time aspired to see you
appear in the balcony or your silhouette that cast on the window. I
cannot remember how many times this idea comes to my mind: call her out
to have dinner or at least a conversation. But each time, thinking of
your excellence and my commonness, the predominance of timidity over
courage drove me leave silently.
Graduation, means the end of life in university, the end of these
glorious, romantic years. Your lovely smile which is my original
incentive to work hard and this unrequited love will be both sealed as a
memory in the deep of my heart and my mind. Graduation, also means a
start of new life, a footprint on the way to bright prospect. I truly
hope you will be happy everyday abroad and everything goes well.
Meanwhile, I will try to get out from puerility and become more
sophisticated. To pursue my own love and happiness here in reality will
be my ideal I never desert.
Farewell, my princess!
If someday, somewhere, we have a chance to gather, even as
gray-haired man and woman, at that time, I hope we can be good friends
to share this memory proudly to relight the youthful and joyful
emotions. If this chance never comes, I wish I were the stars in the sky
and twinkling in your window, to bless you far away, as friends, to
accompany you every night, sharing the sweet dreams or going through the
nightmares together.
Here comes the problem: Assume the sky is a flat plane. All the
stars lie on it with a location (x, y). for each star, there is a grade
ranging from 1 to 100, representing its brightness, where 100 is the
brightest and 1 is the weakest. The window is a rectangle whose edges
are parallel to the x-axis or y-axis. Your task is to tell where I
should put the window in order to maximize the sum of the brightness of
the stars within the window. Note, the stars which are right on the edge
of the window does not count. The window can be translated but rotation
is not allowed.
There
are several test cases in the input. The first line of each case
contains 3 integers: n, W, H, indicating the number of stars, the
horizontal length and the vertical height of the rectangle-shaped
window. Then n lines follow, with 3 integers each: x, y, c, telling the
location (x, y) and the brightness of each star. No two stars are on the
same point.
There are at least 1 and at most 10000 stars in the sky. 1<=W，H<=1000000, 0<=x，y<2^31.
For each test case, output the maximum brightness in a single line.
