It would be grateful to ask the master to explain the doubts and guide life

Nowadays, many young people have graduated for a few years, and they are still confused, not knowing their ideals and goals. Actually, it's very helpless. Let me make two suggestions, first, do nothing at the moment, let yourself relax completely, and then quietly think about three things:

1.What do you like to do (at least not exclude) work 2What kind of work is suitable for you3

What kind of work can I do? If you think about it, act immediately and do it. Second, use a few years to try different jobs and try to figure out what you want to do in life.

Don't be radical in doing things, as long as you are down-to-earth, I believe you will succeed, I wish you all the best!

You can study and work at the same time, you have to position yourself, give yourself goals, like computers, then study hard, you can't just think about anything, you have to find ways to do it, how do you know if you don't do it? Since you are so interested in computers, you should study hard and don't worry too much, but once you have chosen the direction, you must go on bravely, and don't care too much about the eyes of bystanders. Keep doing your best!

I get the impression that you had a good time before you quit your job, and you didn't have any problems, so you don't feel much about the job that others feel is almost coveted (decent position, good pay). But if you really leave that position, you will find that you have actually been accustomed to the previous job, and the small company with difficult business and small salary is not the place for you to show your strengths. And the field where you really want to make a difference, the financial field, you have always been a layman.

In fact, the confusion during this period of time is a good thing, so let's take it as a frustration education that comes late. What you do in the future is secondary, the important thing is that your mentality will be much better. If the right opportunity arises again, you will cherish it.

Having ideas is a benefit, and the economic foundation is the foundation of all your ideas!!

Personal advice: At the age of 26, set yourself a goal and do two things in 4 years:

How much wealth reaches!

How to plan the market prospects!

Go your own way at 30 years old!

Alone, never expect God to come and save you.

Because, people, only self-help.

Everyone understands the path of survival of the fittest.

When it really appears, most of it is blind.

If you don't have an idea yourself, you don't have a goal.

You just want to be mentored by others.

Then sooner or later you should be eliminated.

Because the development of society does not need such people.

Do whatever you want.

Never be afraid of failure.

Of course, you have to think a lot before you do it.

This is a manifestation of whether a person is wise or not.

If you think about it, it's very abrupt and one-sided.

The chances of failure are significant.

So, it means that you are not a smart person.

Failure is just negligence on a small issue.

We can continue to improve].

After all, no one is perfect.

Also, you shouldn't just have to think about interests.

If you want to make money and succeed, there are many factors.

Such as market, society, technology, whether you are good at it, etc.

I hope you'll be smart and weigh it up.

Then make your own decisions.

Because, people, can only rely on themselves.

Don't believe **, it's rare to get rich overnight, how many Bill Gates are there in the world? We must be down-to-earth and down-to-earth.

Insert 2n-1 positive numbers a1, a2 ,.. between 1 and 9a2n-1 makes the 2n-1 numbers an equal proportional sequence, then:

These 2n+1 numbers are also proportional, i.e., 9 1 q 2n, and the solution is: q=9 (1 2n), so that m=1,2,3,4,5......2n-1, then:

a1=q，am=q^m

The aftermath and mn of the sequence are 2n(2n-1) 2=n(2n-1).

an=a1*a2...a2n-1=q^(n(2n-1))=3^(2n-1)

Insert 2n-1 positive numbers b1, b2 ,.. between 1 and 9b2n-1, so that the smooth 2n-1 numbers into a series of equal differences, then:

The number of 2n+1 is also equal, i.e., 9 1 2n*d, and the solution is: d=4 n

b1=1+4/n，b2n-1=1+4/n+(2n-2)*4/n=9-(4/n)

bn=b1+b2+..b2n-1=s2n-1=(b1+b2n-1)(2n-1)/2=5(2n-1)

f(n)=9an+4bn+17=9*3^(2n-1)+4*5(2n-1)+17

3*9^n+40n-3

f(n+1)-f(n)=-8*3*9^n+40

8(3*9^n-5)=16(3*9^n-5)/2

Since 3*9 n is multiplied by (n+1) odd numbers, the result is an odd number, so (3*9 n-5) is an even number, so (3*9 n-5) 2 is a positive integer;

And when n=1, (3*9 n-5) 2=11 is prime, so 16 is the greatest common divisor of f(n+1)-f(n).

Therefore, the existence of m is such that f(n)=9an+4bn+17 is divisible by m, and the maximum value of m is: m(max)=16.

Inductive proof: f(1)=3*9+40-3=64=4*16;The conclusion is valid.

Assuming that the conclusion is true for f(n), then:

f(n+1)=f(n)+16(3*9 n-5) 2 is also true for the conclusion.

Therefore, it is true for all n. Proven.