What position can I apply for in mining
1) what kind of instry and position are you suitable for
2) what kind of instry and position are you suitable for with your own experience, ability and specialty
3) what are your hobbies, interests, instries and positions
4) what are your goals (salary, position, etc.) for the next 1, 2 and 3 years
if you think about the above problems clearly (not reluctantly, it must be your real intention), then you will initially consider your career planning clearly, and you will know your direction and needs. Then you can work hard in this direction, find your own motivation and stick to it, I hope the above suggestions will help you and I wish you success!
secondly, your login method is very dangerous
In the pre Dynasty option setting, the transaction difficulty can be adjusted to . After adjusting the difficulty of trading, you can trade freely
after adjusting to free trade, just select the player you want to trade in the trade interface and open the trade
the off-season is the first time to start the draft. If you want to build a luxury team, you should choose the Timberwolves or nuggets. Because the salaries of the two superstars are very low, take Nuggets as an example. After the draw is finished, immediately clear up the big contracts Wilson Chandler, Farid and gallineri. You will find that you have about 70 + salary cap, It's recommended to change the draft right completely, because it can't change good players. By the way, Celtic's 2018 basketball net draft right must be obtained
because it is an important bargaining chip for superstars, I chose curry and A in the free market, but only curry came, traded the right to draft in the draft, and got Drummond and Lillard
extended materials:
NBA 2K is an NBA basketball game proced by Rockstar Games and 2K games of take two interactive. The first edition was released on November 10, 1999
this series of works has the characteristics of all-round NBA experience, exquisite artificial intelligence of players and signboard actions. Users can feel the subtlety of basketball through careful and accurate operation, and experience the beauty of basketball tactics
References: Network - nba2k
1. Decompress
2. Run the modifier
3. Enter the main menu interface of the game, and press "F1" key on the keyboard to initialize the modifier
nba2k18 modifier: http://www.ucbug.com/tools/85512.html
then modify the player's attributes. If you want to make the ability value exceed 99, you need to turn on the "ability limit 110" function
or directly use the ability full function to modify your own MC player. If you want to modify your own MC player, just read the MC archive, and then click "refresh list to read" in the modifier
after the ability value is modified, the "prohibit overriding MC attribute" function of the modifier is turned on; Edit the lineup and read the list once in the game (such as loading MC file; Otherwise, reading the archive will cause MC character attributes to be restored
finally, save the MC file
the specific method is to fix one end ab of a rectangular strip of paper ABCD, twist the other end DC for half a circle, and then glue AB and CD together. The resulting surface is the macbius circle, also known as the macbius belt
there is a story circulating in Mathematics: someone once proposed that a rectangular strip of paper should be used to make a paper ring, and then only one color can be used to smear on one side of the paper ring, and finally the whole paper ring should be smeared into one color without leaving any blank. Think about it. How do you glue this paper ring? If there are two sides of the paper ring made by sticking the end of the paper strip, it is bound to finish painting one side and then re paint the other side, which does not meet the requirements of painting. Can it be made into a paper ring with only one side and a closed curve as the boundary
for such a seemingly simple problem, many scientists have studied it seriously for hundreds of years, but the results have not been successful. Later, the German mathematician Mabius had a strong interest in it. He concentrated on thinking and experimenting for a long time, but there was no result
one day, he was so dazed by this problem that he went for a walk in the wild. The fresh air and cool wind made him feel relaxed and comfortable, but there was still only the unseen circle in his mind
the plump corn leaves turned into "green notes" in his eyes. He could not help squatting down, fiddling and observing
the leaves are bent and pulled down, and many of them are twisted into semicircles. He tore off one at random and joined it into a circle along the natural twisting direction of the leaves. He was surprised to find that this "green circle" is the kind of circle he dreamed of
Mebius went back to the office, cut out the paper and twisted one end of the paper 180., Then stick the two ends together to make a paper circle with only one side
after the circle was made, Mabius caught a small beetle and put it on it to climb. As a result, the beetle climbed all parts of the circle without crossing any boundaries. Mobius circle excitedly said: "fair little beetle, you irrefutably prove that this circle has only one side."
the concept of Mobius circle is widely used in architecture, art and instrial proction. By using the principle of macbius circle, we can build overpasses and roads to avoid traffic congestion
1. In 1979, the famous American tire company, Blucher, creatively made the conveyor belt into the shape of macbethus circle. In this way, the whole conveyor belt ring is evenly worn everywhere, avoiding the damage of one side of the ordinary conveyor belt, and making its service life doubled< In order to make full use of the whole surface of the ribbon, the ribbon is often designed as a mobius circle< Third, in the famous Kenny Forest Amusement Park in Pittsburgh, there is an "enhanced version" of the roller coaster - its track is a macbethus circle. Passengers galloped on both sides of the track< The geometric features of the circle of Mabius contain eternal and infinite significance, so it is often used in various logo designs. The trademark of power architecture, a microprocessor manufacturer, is a mobius circle, and even the garbage collection logo is derived from the Mobius circle.
when you handle the bus card, you can explain to the staff that you want to open the E-wallet.
if you didn't open the E-wallet before, you can take it to the staff to open it now
No.20 Longxiang Road (near the Federation of trade unions) is the bus IC card selling center, which handles 8:00-17:00 every day and 7:30-17:30 on the fifth day at the end of the month
Y8 road
because ordinary paper tape has two sides (i.e. two-sided surface), one front side and one back side. The two sides can be painted in different colors; The tape has only one side (i.e. one side surface), and a bug can climb the whole surface without crossing its edge
we call this magic one-sided paper tape discovered by Mobius "Mobius belt"
take a long piece of white paper, paint one side black, and then turn one end over to form a mobius tape as shown in the picture on the previous page. Now cut it along the middle of the tape with scissors as shown in the picture. You will be surprised to find that the paper tape is not divided into two, but cut out a double length paper ring as shown in the picture
interestingly, the new longer paper loop is a two-sided surface. Although its two boundaries are not knotted by themselves, they are intertwined with each other! In order to let readers see this fact which is not easy to imagine, we can cut the above paper circle along the middle line again, this time it can be really split in two! What we get is two paper circles which are covered with each other, and the original two boundaries are respectively contained in the two paper circles, but each paper circle itself is not knotted
the Mobius belt has more exotic characteristics. Some problems that can't be solved on the plane are solved on Mobius belt
for example, the problem of "glove translocation" which can't be realized in ordinary space: Although the gloves of human left and right hands are very similar, they are essentially different. It is impossible for us to put the gloves of our left hand on our right hand; You can't put the gloves of your right hand on your left hand. No matter how you twist around, the left hand cover is always the left hand cover, and the right hand cover is always the right glove! However, if you bring it to Mobius, it will be easy to solve
in nature, many objects are also similar to gloves. They have completely similar symmetrical parts, but one is left-handed and the other is right-handed. There are great differences between them
the picture below is a "flat cat", which is only allowed to walk on the paper surface. Now the cat's head is to the right. It is not hard for readers to imagine that as long as the cat is close to the paper, no matter how it walks, its head can only face right. So we can call this cat "right flat cat"
"right flat cat" always faces right because it can't leave the paper
now let's take another look at what happened to flat cats on the unilateral Mobius belt? The picture on the right shows a "left flat cat", which clings to the Mobius belt, walks and walks, and finally becomes a "right flat cat"
the story of the flat cat tells us that the left-hand and right-hand objects can be transformed when they are blocked on a distorted surface! Let's expand the wings of imagination, and imagine that our space is on the edge of the universe, showing the curve of Mobius belt. So, one day, our star astronauts will start with the heart of the left chest, but return to earth with the heart of the right chest! Look, how magical the Mobius belt is! Must readers have noticed that the Mobius belt has a very clear boundary. This seems to be a deficiency in beauty. In 1882, Klein (1849-1925), another German mathematician, finally found a self closed model without obvious boundary, which was called "Klein bottle" (left). This kind of strange bottle can actually be seen as a pair of Mobius belts glued along the boundary. Therefore, Klein bottle is more general than Mobius belt.
This is the first one-sided surface discovered by mathematicians. In the process of the development of integral theory, because the surface usually has two sides, so people have to give the surface a direction to integrate. But at that time, no one knew whether there was such a surface, which had only one side and could not determine the direction of an integral on it. The Mobius belt is such a one-sided surface, which has only one side and cannot be oriented. So this kind of surface has another name called "non orientable surface". Since the Mobius belt has only one side, the length of this side is naturally twice the length of one side of the ordinary paper ring. Some people think of using this feature on the conveyor belt, so that the wear can be spread to more places, so as to improve the life of the belt. The idea has also been patented in the United States. If we think of the paper tape as a metal strip, and let the current flow in from one clip and out from the other, the current on the surface of the paper tape has two possible directions, and the magnetic fields generated by the current in these two directions just cancel each other. That is to say, when the current flows in the device, there will be no magnetic field, so there will be no battery inced phenomenon. This is a non inctive resistor. This kind of resistance is called Mobius resistance. Mobius belt is often quoted in art and cultural works as a symbol of "infinite cycle". The international recycling logo is a green Mobius belt placed in a triangle. In the cartoon Doraemon, there is a prop in the shape of Mobius' belt. As long as you put it on the door handle, the people inside will open the door and return to the same room. If we look at the circular sculptures in front of the science museum, most of them use the properties similar to the Mobius belt. If we have time, we can count how many faces and edges these rings have. I estimate that most of the results are 1. As for Escher's case, it's even more well known, and I don't have to talk about it. It is also possible to proce particles in the shape of Mobius band in the laboratory. Recently, a group of scientists published a paper in the Journal of Chemical Physics, in which they predicted a kind of carbon element (graphene, to be exact). It can resist the temperature of about 200 degrees centigrade, which is quite stable. Because of the structure of its Mobius band, it should be a dipole, so it can form a stable crystal. Now it's time for scientists to actually do it. All this started when mathematicians saw a paper ring sticking wrong