The game starts at 1000, with a level of 1000 and a level of 3000. We must find a way to reach this score when eliminating stars, so the game is from simple to easy. When we start to eliminate the stars here, Bian Xiao starts to eliminate the stars from the bottom, and the first stage is relatively easy to pass.
But at the second level, it is not so easy. Usually it ends in failure, so we can change it. Eliminate the stars from top to bottom. This little trick of destroying the stars is more effective if you change your own method of destroying them. In addition to the replacement of simple elimination methods, because there is no time limit for each level.
So players just need to try their best to put more stars of the same color together, so the stars that can be eliminated can only be eliminated if they are of the same color and arranged at right angles or straight lines. This is another simple technique.
Related introduction:
Eliminating stars is an interesting elimination game. It mainly talks about how to experience some fun of this game. Start the game first. The integral mode of eliminating stars is similar to that of gold miners, that is, the mode of cumulative customs clearance. So your performance in each set will determine your final score. So every set is very important. The elimination method is to click on a square or star of the same color to eliminate it.
The more squares eliminated at the same time, the higher the score. You can also try to eliminate all the squares, which is very powerful. This game can't pass by destroying ready-made squares. You must eliminate the small squares by yourself, let a larger area of squares of the same color gather together, and then eliminate them at one time to get the ideal score.
The principle of elimination is that if there are no squares with the same color nearby, it is difficult to be gathered, and other squares can be gathered by elimination. When eliminating the box, we must anticipate what may happen after eliminating the box. Generally speaking, the box above is eliminated first. Because eliminating diamonds will change the formation. It will cause some arranged squares to be disrupted. ?
Note that if there are similar colors nearby that may converge into a big ball, then the small pieces in the middle should be removed first. Of course, the most perfect state is to produce a chain reaction and focus on elimination. Pay attention to the order of elimination boxes, if one group of boxes will affect the elimination of the next group. You must solve the previous cube first. Only in this way can the expected effect be achieved. ?