I heard that the title of the question must be long。。。。。。 Constellations or something。。。。。

The shooter is a bit bad at expressing himself, I don't think the text message can say anything, the focus is on him in reality, his attitude towards you. What to do to you.

Make a ** ask clearly, see what he means, is it good or a sentence.

It depends on what life your female friend wants to live in the future, and it is certain that the life that these two people bring him is different.

Whoever makes more money will follow whomever he wants, haha!

You can choose one and be friends with the other, be the closest friend, but a little less than a lover, and not too close, because lovers will be jealous.

Is this it?

I looked for it on the Internet, but there was no eh.

The abbreviations of small 5-player dungeons are basically pinyin initials, such as platform-pt city wall-cq fence-wl and most low-level dungeons.

Most of the 25-player 40-player quests have more formal abbreviations, and are basically initials of their English names, e.g.: Molten Heart-MC Blackwing's Lair-BWL Angela Ruins-RAQ Angela Temple-TAQ Naxx-Naxx Dark Temple-BT Sunwell-SW Exceptions: Mathridon-MSLD Grull-GLR T5 Ben directly uses Chinese characters - storm and viper.

That's probably all there is to it.

Let's not talk about those below level 60, let's talk about those starting from level 60:

Zurgrab: Zug

Molten Heart: mc

Anjira Ruins, Temple: AQL

Naxxmas: Naxx

Blackwing's Lair: BWL

The small FB after 60 is basically the abbreviation of the first English letter of the name, such as the broken hall: PS, the energy ship: NY

Level 70 riad fb: Hyjal: HS, Dark Temple: BT, Sunwell Heights: SW

Forehead. There are a lot of topics.

The first question: k is a positive integer, find the smallest positive integer k so that the equation x 2+kx=4y 2-4y+1 has an integer solution.

This question is relatively easy:

Factoring of both sides: x(x+k)=(2y-1) 2 Notice that the right side is an odd number of perfect squares, so the left x and x+k are both odd numbers, and both are perfect squares, or perfect squares*a, so k=(x+k)-x is at least 3 2-1 2=8.

Question 2: In a sequence with p 0s and q 1s, if t(i-1) and t(i) are not the same, we say that it is a turning point of the sequence. Examples omitted. In all the sequences of p 0s and q 1s, p<=q, find:

1) Least and most turns.

2) The average number of turns.

First question: The minimum turning point is, of course, 1, all 0 in the front and 1 in the back, a total of one turning point.

The maximum number of transfer points is, of course, 2p, as long as all the zeros are not adjacent to each other (when p=q is 2p-1, only 2p-1 is left according to the first term).

Second question: I can't think of any good way for the time being.

It's a long question.

The third question examines the area method. There are two ways to calculate the area of the triangle, and then get a lighting and it's OK.

The fourth question examines the sum of squares of the sine and cosine as 1To use the cube sum formula: a 3 + b 3 = (a + b) (a 2 + b 2-ab). There is also the formula for sum of squares: a 2 + b 2 = (a + b) 2-2ab

The first question is to ask for all the real numbers k that make f(x) constant, which is actually a k=-3 2

The second question is to solve the equation, and the first question is very simple after the results are simplified.

The third question determines the real number k that allows the equation to be solved, just remember that (sinxcosx) 2 belongs to 0 to 1 4.

The first question of the fifth question is very simple. The second question uses the counter-argument method: if there are 6 stores closest to store A, then 2 of the 6 stores must not be the closest to point A (because the angle is less than 60 degrees).

Problem 6, Vedic theorem of cubic equations: a+b+c=6, ab+bc+ac=5, abc=1

Then use the old ones repeatedly to find them out (it is recommended to find 2 sums first, 3 sums and then multiply, subtracting the extra terms.) ）

The second question is that you need to prove that both a and b are less than 1, and then the n sums of a, b, and c are all integers, so the higher the order of c, the closer it is to the integer, because the higher power of the number less than 1 tends to be 0

Inside the contest tomorrow?

There are a few questions that you went here and I looked at the other day.

Past contests Euclid In Solutions, because it is a CEMC question, the answer can be found.

I understand it, but I can't do it, especially the last question.

It won't go, it is recommended to reinstall this game!

You can't turn back if you go against it. It's like FAT32 to NTFS, it's not good to go against it, classmate ......

After changing it, make more copies, and then change it back, have you tried it?

It's really NB changed the game at every turn.

I pretend to be a game on my computer, and I want to give it to it while playing.

But what a skill, hey

Can you tell me where to start, give me a step, and give me some reference

I don't understand!!

Don't speak in tongues. Painful one-meter.

I don't understand you, it's weird to cheat.

It's really better than a cow to be able to change the game back and forth. If you have a deep understanding of the game language, it is not difficult to turn back.

In this way, if you really don't have money, you can go to FB and walk in the wild. But... This means that neither side is going to work.

The national server was originally an 80-level talent.,Because of the deformed version, it wasn't enough talent points.。 If you divide some more to **, it will be even more insufficient. But I know that I have also experienced such a period and understand the landlord.

It's impossible.

You'd better open a double talent.

Double talent, YD and recovery don't seem to be able to.

Take 1000g to open a double talent, and ask your trainer about it.